Source: EURLEX
Language: en
Format: md

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| 28.3.2013 | EN | Official Journal of the European Union | L 90/52 |

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COMMISSION IMPLEMENTING REGULATION (EU) No 299/2013

of 26 March 2013

amending Regulation (EEC) No 2568/91 on the characteristics of olive oil and olive-residue oil and on the relevant methods of analysis

THE EUROPEAN COMMISSION,

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

Having regard to Council Regulation (EC) No 1234/2007 of 22 October 2007 establishing a common organisation of agricultural markets and on specific provisions for certain agricultural products (Single CMO Regulation) [(1)](#ntr1-L_2013090EN.01005201-E0001), and in particular Article 113, paragraph 1, point (a), and Article 121, first paragraph, point (a), in conjunction with Article 4 thereof,

Whereas:

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| (1) | Commission Regulation (EEC) No 2568/91 of 11 July 1991 on the characteristics of olive oil and olive-residue oil and on the relevant methods of analysis [(2)](#ntr2-L_2013090EN.01005201-E0002) defines the chemical and organoleptic characteristics of olive and olive-residue oil and stipulates methods of assessing these characteristics. Those methods should be updated on the basis of the opinion of chemical experts and in line with the work carried out within the International Olive Council (hereinafter ‘IOC’). |

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| (2) | Pursuant to Article 113(3) of Regulation (EC) No 1234/2007, Member States are to check whether olive oils and olive-residue oils conform to the marketing standards laid down in Regulation (EEC) No 2568/91 and are to apply penalties as appropriate. Articles 2 and 2a of Regulation (EEC) No 2568/91 provide detailed rules for those conformity checks. Those rules should ensure that olive oil for which a quality standard has been laid down effectively complies with that standard. The rules should be further detailed, including a risk analysis. For the purpose of those conformity checks, the term ‘marketed olive oil’ should be defined. |

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| (3) | Experience has shown certain risks of fraud impeding the full effect of the consumer protection offered by Regulation (EEC) No 2568/91. Holders of olive oil should therefore keep entry and withdrawal for each category of oils in a register. In order to avoid excessive administrative burdens without undermining the objectives of the olive oil register, the gathering of information should be limited until the stage of bottling of olive oil. |

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| (4) | In order to ensure the follow-up and evaluate the measures of Regulation (EEC) No 2568/91, Member States should notify the Commission not only of the national implementing measures, but also report results of the conformity checks. |

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| (5) | In order to continue the process of harmonisation with the international standards laid down by the IOC certain methods of analysis laid down in Regulation (EEC) No 2568/91 should be updated. Consequently, the method of analysis provided for in Annex XVIII to that Regulation should be replaced by a more efficient method. It is also appropriate to remedy some inconsistencies and imperfections of the methods of analysis provided for in Annex IX thereto. |

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| (6) | A transitional period is needed for Member States in order to apply the new rules laid down by this Regulation. |

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| (7) | The Commission has developed an information system that allows managing documents and procedures electronically in its own internal working procedures and in its relations with the authorities involved in the common agricultural policy. It is considered that the notification obligations provided for in Regulation (EEC) No 2568/91 can be fulfilled via that system in accordance with Commission Regulation (EC) No 792/2009 of 31 August 2009 laying down detailed rules for the Member States’ notification to the Commission of information and documents in implementation of the common organisation of the markets, the direct payments’ regime, the promotion of agricultural products and the regimes applicable to the outermost regions and the smaller Aegean islands [(3)](#ntr3-L_2013090EN.01005201-E0003). |

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| (8) | Regulation (EEC) No 2568/91 should therefore be amended accordingly. |

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| (9) | The Management Committee for the Common Organisation of Agricultural Markets has not delivered an opinion within the time limit set by its chairman, |

HAS ADOPTED THIS REGULATION:

Article 1

Regulation (EEC) No 2568/91 is amended as follows:

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| (1) | Article 2a is replaced by the following:  ‘Article 2a  1.   For the purpose of this Article, “olive oil marketed” means total quantity of olive oil and olive pomace oil of a relevant Member State that is consumed in that Member State or exported from that Member State.  2.   Member States shall ensure that conformity checks are carried out selectively, based on a risk analysis, and with appropriate frequency, so as to ensure that the olive oil marketed is consistent with the category declared.  3.   The criteria to assess the risk may include:   |  |  | | --- | --- | | (a) | the category of oil, the period of production, the price of oils in relation to other vegetable oils, the blending and packing operations, the storage facilities and conditions, the country of origin, the country of destination, the means of transport or the volume of the lot; |  |  |  | | --- | --- | | (b) | the position of the operators in the marketing chain, the volume and/or value marketed by them, the range of oil categories they market, the type of business carried out such as milling, storage, refining, blending, packaging or retail sale; |  |  |  | | --- | --- | | (c) | findings made during previous checks including the number and type of defects found, the usual quality of oils marketed, the performance of technical equipment used; |  |  |  | | --- | --- | | (d) | the reliability of operators’ quality assurance systems or self-checking systems related to the conformity to marketing standards; |  |  |  | | --- | --- | | (e) | the place where the check is carried out, in particular if it is the first point of entry into the Union, the last point of exit from the Union or the place where the oils are produced, packaged, loaded or sold to the final consumer; |  |  |  | | --- | --- | | (f) | any other information that might indicate a risk of non-compliance. |  4.   Member States shall lay down in advance:   |  |  | | --- | --- | | (a) | the criteria for assessing the risk of non-conformity of lots; |  |  |  | | --- | --- | | (b) | on the basis of a risk analysis for each risk category, the minimum number of operators or lots and/or quantities which will be subject to a conformity check. |   At least one conformity check per thousand tonnes of olive oil marketed in the Member State shall be carried out per year.  5.   Member States shall verify compliance by:   |  |  | | --- | --- | | (a) | carrying out, in any order, the analyses set out in Annex I; or |  |  |  | | --- | --- | | (b) | following the order set out in Annex Ib on the decision tree until one of the decisions appearing in the decision tree is reached.’; | |

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| (2) | Article 3 is replaced by the following:  ‘Article 3  Where it is found that an oil does not correspond to its category description, the Member State concerned shall, without prejudice to any other penalties, apply effective, proportionate and dissuasive penalties to be determined in the light of the seriousness of the irregularity detected.  Where checks reveal significant irregularities, Member States shall increase the frequency of checks in relation to marketing stage, oil category, origin, or other criteria.’; |

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| (3) | the following Article 7a is inserted:  ‘Article 7a  Natural or legal persons and groups of persons who hold olive oil and olive pomace oil from the extraction at the mill up to the bottling stage included, for whatever professional or commercial purposes, shall be required to keep entry and withdrawal registers for each category of such oils.  Member State shall ensure that the obligation laid down in the first paragraph is duly complied with.’; |

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| (4) | Article 8 is replaced by the following:  ‘Article 8  1.   Member States shall notify the Commission of the measures implementing this Regulation. They shall inform the Commission of any subsequent amendments.  2.   No later than 31 May of each year, Member States shall transmit to the Commission a report on the implementation of this Regulation during the previous calendar year. The report shall contain at least the results of the conformity checks carried out on olive oils as per the templates set out in Annex XXI.  3.   The notifications referred to in this Regulation shall be made in accordance with Commission Regulation (EC) No 792/2009[(\*1)](#ntr*1-L_2013090EN.01005201-E0004).  [(\*1)](#ntc*1-L_2013090EN.01005201-E0004)   [OJ L 228, 1.9.2009, p. 3](./../../../legal-content/EN/AUTO/?uri=OJ:L:2009:228:TOC).’;" |

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| (5) | Annex IX is replaced by the text set out in Annex I to this Regulation; |

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| (6) | Annex XVIII is replaced by the text set out in Annex II to this Regulation; |

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| (7) | Annex XXI, the text of which is set out in Annex III to this Regulation, is added. |

Article 2

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

It shall apply from 1 January 2014. However, Article 8(2) shall apply from 1 January 2015.

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

Done at Brussels, 26 March 2013.

For the Commission

The President

José Manuel BARROSO

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ANNEX I

‘ANNEX IX

SPECTROPHOTOMETRIC INVESTIGATION IN THE ULTRAVIOLET

FOREWORD

Spectrophotometric examination in the ultraviolet can provide information on the quality of a fat, its state of preservation and changes brought about in it by technological processes.

The absorption at the wavelengths specified in the method is due to the presence of conjugated diene and triene systems. These absorptions are expressed as specific extinctions E 1 %
1 cm (the extinction of 1 % solution of the fat in the specified solvent, in a thickness of 1 cm) conventionally indicated by K (also referred to as ‘extinction coefficient’).

1.   SCOPE

The method describes the procedure for performing a spectrophotometric examination of olive oil (as described in the Appendix) in the ultraviolet.

2.   PRINCIPLE OF THE METHOD

The fat in question is dissolved in the required solvent and the extinction of the solution is then determined at the specified wavelengths with reference to pure solvent. Specific extinctions are calculated from the spectrophotometer readings. The specific absorbance at 232 nm and 268 nm in iso-octane or 232 nm and 270 nm in cyclohexane for a concentration of 1 g per 100 ml in a 10 mm cell is calculated.

3.   EQUIPMENT

3.1.   A spectrophotometer for measuring extinction in the ultraviolet between 220 and 360 nm, with the possibility of reading individual nanometric units. Before use it is recommended that the wavelength and absorbance scales of the spectrometer be checked as follows.

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|  | 3.1.1. | Wavelength scale: This may be checked using a reference material consisting of an optical glass filter containing holmium oxide which has distinct absorption bands. The reference material is designed for the verification and calibration of the wavelength scales of visible and ultraviolet spectrophotometers having nominal spectral bandwidths of 5 nm or less. The holmium glass filter is measured in the absorbance mode against an air blank, over the wavelength range of 640 to 240 nm. For each spectral bandwidth (0,10 – 0,25 – 0,50 – 1,00 – 1,50 – 2,00 and 3,00), a baseline correction is performed with an empty cell holder. The wavelengths of the spectral bandwidth are listed in the certificate of the reference material in ISO 3656. |

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|  | 3.1.2. | Absorbance scale: This may be checked using a reference material consisting of 4 solutions of potassium dichromate in perchloric acid sealed in four UV quartz cells to measure the linearity and photometric accuracy reference in the UV. The potassium dichromate filled cells (40 mg/ml, 60 mg/ml, 80 mg/ml and 100 mg/ml) are measured against a perchloric acid blank. The net absorbance values are listed in the certificate of the reference material in ISO 3656. |

3.2.   Rectangular quartz cells, with covers, having an optical length of 1 cm. When filled with water or other suitable solvent the cells should not show differences between them of more than 0,01 extinction units.

3.3.   25 ml graduated flasks.

3.4.   Analytical balance, capable of being read to the nearest 0,0001 g.

4.   REAGENTS

Use only reagents of recognized analytical grade, unless otherwise stated.

Solvent: Iso-octane (2,2,4-trimethylpentane) for the measurement at 232 nm and 268 nm or cyclohexane for the measurement at 232 nm and 270 nm, having an absorbance less than 0,12 at 232 nm and less than 0,05 at 250 nm against distilled water, measured in a 10 mm cell.

5.   PROCEDURE

5.1.   The sample in question must be perfectly homogeneous and without suspected impurities. Oils which are liquid at ambient temperature are to be filtered through paper at a temperature of approximately 30 °C, hard fats are to be homogenized and filtered at a temperature of not more than 10 °C above the melting point.

5.2.   Weigh accurately approximately 0,25 g (to the nearest 1 mg) of the sample so prepared into a 25 ml graduated flask, make up to the mark with the solvent specified and homogenize. The resulting solution must be perfectly clear. If opalescence or turbidity is present filter quickly through paper.

5.3.   Fill a quartz cell with the solution obtained and measure the extinctions at an appropriate wavelength between 232 and 276 nm, using the solvent used as a reference.

The extinction values recorded must lie within the range 0,1 to 0,8. If not the measurements must be repeated using more concentrated or more dilute solutions as appropriate.

NOTE: It may not be necessary to measure the absorbance over the full wavelength range.

6.   EXPRESSION OF THE RESULTS

6.1.   Record the specific extinctions (extinction coefficients) at the various wavelengths calculated as follows:

![Formula](data:image/jpg;base64,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)

where:

|  |  |  |
| --- | --- | --- |
| Κλ | = | specific extinction at wavelength λ, |
| Ελ | = | extinction measured at wavelength λ; |
| c | = | concentration of the solution in g/100 ml; |
| s | = | thickness of the quartz cells in cm. |

The results are to be expressed to two decimal places.

6.2.   Variation of the specific extinction (ΔΚ)

Spectrophotometric analysis of olive oil in accordance with the official method in the Union legislation involves also the determination of the variation of the absolute value of the specific extinction (ΔΚ), which is given by:

![Formula](data:image/jpg;base64,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)

where Km is the specific extinction at wavelength m, the wavelength for maximum absorption depends on the solvent used: 270 for cyclohexane and 268 for iso-octane.

‘Appendix

OLIVE OIL CHARACTERISTICS

|  |  |  |  |  |  |  |  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- |
| Category | | Fatty acid methyl esters (FAMES) and fatty acid ethyl esters (FAEEs) | Acidity (%) (\*) | Peroxide index mEq 02/kg (\*) | Waxes mg/kg (\*\*) | 2 glyceril monopalmitate (%) | Stigmastadiene mg/kg[(1)](#ntr1-L_2013090EN.01005701-E0001) | Difference: ECN42 (HPLC) and ECN42 (theoretical calculation) | K232 (\*) | K270 (\*) ‧K 270 or K 268[(5)](#ntr5-L_2013090EN.01005701-E0005)‧ | Delta-K (\*)[(5)](#ntr5-L_2013090EN.01005701-E0005) | Organoleptic evaluation Median defect (Md) (\*) | Organoleptic evaluation Fruity median (Mf) (\*) |
| 1. | Extra virgin olive oil | Σ FAME + FAEE ≤75 mg/kg or 75 mg/kg <Σ FAME + FAEE ≤150 mg/kg and (FAEE/FAME) ≤1,5 | ≤ 0,8 | ≤ 20 | ≤ 250 | ≤ 0,9 if total palmitic acid % ≤ 14 % | ≤ 0,10 | ≤ 0,2 | ≤ 2,50 | ≤ 0,22 | ≤ 0,01 | Md = 0 | Mf > 0 |
| ≤ 1,0 if total palmitic acid % > 14 % |
| 2. | Virgin olive oil | — | ≤ 2,0 | ≤ 20 | ≤ 250 | ≤ 0,9 if total palmitic acid % ≤ 14 % | ≤ 0,10 | ≤ 0,2 | ≤ 2,60 | ≤ 0,25 | ≤ 0,01 | Md ≤ 3,5 | Mf > 0 |
| ≤ 1,0 if total palmitic acid % > 14 % |
| 3. | Lampante olive oil | — | > 2,0 | — | ≤ 300[(3)](#ntr3-L_2013090EN.01005701-E0003) | ≤ 0,9 if total palmitic acid % ≤ 14 % | ≤ 0,50 | ≤ 0,3 | — | — | — | Md > 3,5[(2)](#ntr2-L_2013090EN.01005701-E0002) | — |
| ≤ 1,1 if total palmitic acid % > 14 % |
| 4. | Refined olive oil | — | ≤ 0,3 | ≤ 5 | ≤ 350 | ≤ 0,9 if total palmitic acid % ≤ 14 % | — | ≤ 0,3 | — | ≤ 1,10 | ≤ 0,16 | — | — |
| ≤ 1,1 if total palmitic acid % > 14 % |
| 5. | Olive oil composed of refined and virgin olive oils | — | ≤ 1,0 | ≤ 15 | ≤ 350 | ≤ 0,9 if total palmitic acid % ≤ 14 % | — | ≤ 0,3 | — | ≤ 0,90 | ≤ 0,15 | — | — |
| ≤ 1,0 if total palmitic acid % > 14 % |
| 6. | Crude olive-pomace oil | — | — | — | > 350[(4)](#ntr4-L_2013090EN.01005701-E0004) | ≤ 1,4 | — | ≤ 0,6 | — | — | — | — | — |
| 7. | Refined olive-pomace oil | — | ≤ 0,3 | ≤ 5 | > 350 | ≤ 1,4 | — | ≤ 0,5 | — | ≤ 2,00 | ≤ 0,20 | — | — |
| 8. | Olive-pomace oil |  | ≤ 1,0 | ≤ 15 | > 350 | ≤ 1,2 | — | ≤ 0,5 | — | ≤ 1,70 | ≤ 0,18 | — | — |

’

---

[(1)](#ntc1-L_2013090EN.01005701-E0001)  Total isomers which could (or could not) be separated by capillary column.

[(2)](#ntc2-L_2013090EN.01005701-E0002)  Or where the median defect is less than or equal to 3,5 and the fruity median is equal to 0.

[(3)](#ntc3-L_2013090EN.01005701-E0003)  Oils with a wax content of between 300 mg/kg and 350 mg/kg are considered to be lampante olive oil if the total aliphatic alcohol content is less than or equal to 350 mg/kg or if the erythrodiol and uvaol content is less than or equal to 3,5 %.

[(4)](#ntc4-L_2013090EN.01005701-E0004)  Oils with a wax content of between 300 mg/kg and 350 mg/kg are considered to be crude olive-pomace oil if the total aliphatic alcohol content is above 350 mg/kg and if the erythrodiol and uvaol content is greater than 3,5 %.

[(5)](#ntc5-L_2013090EN.01005701-E0005)  K 270 if solvant is cyclohexane, K 268 if solvant is iso-octane.

---

ANNEX II

‘ANNEX XVIII

DETERMINATION OF THE DIFFERENCE BETWEEN ACTUAL AND THEORETICAL CONTENT OF TRIACYLGLYCEROLS WITH ECN 42

1.   SCOPE

Determination of the absolute difference between the experimental values of triacylglycerols (TAGs) with equivalent carbon number 42 (ECN42HPLC) obtained by determination in the oil by high performance liquid chromatography and the theoretical value of TAGs with an equivalent carbon number of 42 (ECN 42theoretical) calculated from the fatty acid composition.

2.   FIELD OF APPLICATION

The standard is applicable to olive oils. The method is applicable to the detection of the presence of small amounts of seed oils (rich in linoleic acid) in every class of olive oils.

3.   PRINCIPLE

The content of triacylglycerols with ECN 42 determined by HPLC analysis and the theoretical content of triacylglycerols with ECN 42 (calculated on the basis of GLC determination of fatty acid composition) correspond within a certain limit for genuine olive oils. A difference larger than the values adopted for each type of oil points out that the oil contains seed oils.

4.   METHOD

The method for the calculation of the theoretical content of triacylglycerols with ECN 42 and of the difference with respect to the HPLC data is essentially made by the coordination of analytical data obtained by means of other methods. It is possible to distinguish three phases: determination of fatty acid composition by capillary gas chromatography, calculation of theoretical composition of triacylglycerols with ECN 42, HPLC determination of ECN 42 triacylglycerols.

4.1.   Apparatus

4.1.1.   Round-bottomed flasks, 250 and 500 ml.

4.1.2.   Beakers 100 ml.

4.1.3.   Glass chromatographic column, 21 mm internal diameter, 450 mm length, with cock and normalised cone (female) at the top.

4.1.4.   Separating funnels, 250 ml, with normalised cone (male) at the bottom, suitable for connection to the top of the column.

4.1.5.   Glass rod, 600 mm length.

4.1.6.   Glass funnel, 80 mm diameter.

4.1.7.   Volumetric flasks, 50 ml.

4.1.8.   Volumetric flasks, 20 ml.

4.1.9.   Rotary evaporator.

4.1.10.   High performance liquid chromatograph, allowing thermostatic control of column temperature.

4.1.11.   Injection units for 10 μl delivery.

4.1.12.   Detector: differential refractometer. The full scale sensitivity should be at least 10–4 units of refractive index.

4.1.13.   Column: stainless steel tube 250 mm length x 4,5 mm internal diameter packed with 5 μm diameter particles of silica with 22 to 23 % carbon in the form of octadecylsilane.

4.1.14.   Data processing software.

4.1.15.   Vials, of about 2 ml volumes, with Teflon-layered septa and screw caps.

4.2.   Reagents

The reagents should be of analytical purity. Elution solvents should be de-gassed, and may be recycled several times without effect on the separations.

4.2.1.   Petroleum ether 40– 60 °C chromatographic grade or hexane.

4.2.2.   Ethyl ether, peroxide-free, freshly distilled.

4.2.3.   Elution solvent for purifying the oil by column chromatography mixture petroleum ether/ethyl ether 87/13 (v/v).

4.2.4.   Silica gel, 70-230 mesh, type Merck 7734, with water content standardised at 5 % (w/w/).

4.2.5.   Glass wool.

4.2.6.   Acetone for HPLC.

4.2.7.   Acetonitrile or propionitrile for HPLC.

4.2.8.   HPLC elution solvent: acetonitrile + acetone (proportions to be adjusted to obtain the desired separation; begin with 50:50 mixture) or propionitrile.

4.2.9.   Solubilisation solvent: acetone.

4.2.10.   Reference triglycerides: commercial triglycerides (tripalmitin, triolein, etc.) may be used and the retention times then plotted in accordance with the equivalent carbon number, or alternatively reference chromatograms obtained from soya oil, mixture 30:70 soya oil — olive oil and pure olive oil (see notes 1 and 2 and figures 1 to 4).

4.2.11.   Solid phase extraction column with silica phase 1 g, 6 ml.

4.3.   Sample preparation

As a number of interfering substances can give rise to false positive results, the sample must always be purified according to IUPAC method 2.507, used for the determination of polar compounds in frying fats.

4.3.1.   Chromatographic column preparation

Fill the column (4.1.3) with about 30 ml of elution solvent (4.2.3), then introduce inside the column some glass wool (4.2.5) pushing it to the bottom of the column by means of the glass rod (4.1.5).

In a 100 ml beaker, suspend 25 g of silica gel (4.2.4) in 80 ml of elution mixture (4.2.3), then transfer it to the column by means of a glass funnel (4.1.6).

To ensure the complete transfer of the silica gel to the column, wash the beaker with the elution mixture and transfer the washing portions to the column too.

Open the cock and let the solvent elute from the column until its level is about 1 cm over the silica gel.

4.3.2.   Column chromatography

Weigh with the accuracy of 0,001 g, 2,5 ± 0,1 g of oil, previously filtered, homogenised and anhydrified, if necessary, in a 50 ml volumetric flask (4.1.7).

Dissolve it in about 20 ml of elution solvent (4.2.3). If necessary, slightly heat it to make the dissolution easily. Cool at room temperature and adjust the volume with elution solvent.

By means of a volumetric pipette, introduce 20 ml of solution inside the column prepared according to 4.3.1, open the cock and let the solvent elute to the silica gel layer level.

Then elute with 150 ml of elution solvent (4.2.3), adjusting the solvent rate at about 2 ml/min (150 ml will take about 60-70 minutes to pass through the column).

The eluate is recovered in a 250 ml round-bottomed flask (4.1.1) previously tared in an oven and exactly weighed. Eliminate the solvent at reduced pressure in a rotary evaporator (4.1.9) and weigh the residue that will be used to prepare the solution for HPLC analysis and for methyl ester preparation.

The sample recovery from the column must be 90 % at least for the extra virgin, virgin, ordinary, refined and olive oil categories, and a minimum of 80 % for lampante and olive-pomace oils.

4.3.3.   SPE purification

Silica SPE column is activated by passing 6 ml of hexane (4.2.3) under vacuum, avoiding dryness.

Weigh to an accuracy of 0,001 g, 0,12 g in a 2 ml vial (4.1.15) and dissolve with 0,5 ml of hexane (4.2.3).

Load the SPE column with the solution and elute with 10 ml of hexane-diethyl ether (87:13 v/v) (4.2.3) under vacuum.

The collected fraction is evaporated to dryness in a rotary evaporator (4.1.9) under reduced pressure at room temperature. The residue is dissolved in 2 ml of acetone (4.2.6) for triacylglycerol (TAG) analysis.

4.4.   HPLC analysis

4.4.1.   Preparation of the samples for chromatographic analysis

A 5 % solution of the sample to be analysed is prepared by weighing 0,5 ± 0,001 g of the sample into a 10 ml graduated flask and making up to 10 ml with the solubilisation solvent (4.2.9).

4.4.2.   Procedure

Set up the chromatographic system. Pump elution solvent (4.2.8) at a rate of 1,5 ml/min to purge the entire system. Wait until a stable base line is obtained.

Inject 10 μl of the sample prepared as in point 4.3.

4.4.3.   Calculation and expression of results

Use the area normalisation method, i.e. assume that the sum of the areas of the peaks corresponding to TAGs from ECN 42 up to ECN 52 is equal to 100 %.

Calculate the relative percentage of each triglyceride using the formula:

![Formula](data:image/jpg;base64,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)
.

The results should be given to at least two decimal places.

See notes 1 to 4.

4.5.   Calculation of triacylglycerols composition (moles %) from fatty acid composition data (area %)

4.5.1.   Determination of fatty acid composition

Fatty acid composition is determined by ISO 5508 by means of a capillary column. The methyl esters are prepared according to COI/T.20/Doc. No 24.

4.5.2.   Fatty acids for calculation

Glycerides are grouped by their Equivalent Carbon Number (ECN), taking into account the following equivalencies between ECN and fatty acids. Only fatty acids with 16 and 18 carbon atoms were taken into consideration, because only these are important for olive oil. The fatty acids should be normalised to 100 %.

|  |  |  |  |
| --- | --- | --- | --- |
| Fatty acid (FA) | Abbreviation | Molecular weight  (MW) | ECN |
| Palmitic acid | P | 256,4 | 16 |
| Palmitoleic acid | Po | 254,4 | 14 |
| Stearic acid | S | 284,5 | 18 |
| Oleic acid | O | 282,5 | 16 |
| Linoleic acid | L | 280,4 | 14 |
| Linolenic acid | Ln | 278,4 | 12 |

4.5.3.   Conversion of area % into moles for all fatty acids (1)

|  |  |  |
| --- | --- | --- |
| Formula | Formula | Formula |
| Formula | Formula | Formula |

4.5.4.   Normalisation of fatty acid moles to 100 % (2)

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)

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)

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)

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)

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)

The result gives the percentage of each fatty acid in moles % in the overall (1, 2, 3–) position of the TAGs.

Then the sum of the saturated fatty acids P and S (SFA) and the unsaturated fatty acids Po, O, L and Ln (UFA) are calculated (3):

![Formula](data:image/jpg;base64,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)

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)

4.5.5.   Calculation of the fatty acid composition in 2- and 1, 3- positions of TAGs

The fatty acids are distributed to three pools as follows: one for 2- position and two identical for 1- and 3- positions, with different coefficients for the saturated (P and S) and unsaturated acids (Po, O, L and Ln).

4.5.5.1.   Saturated fatty acids in 2-position [P(2) and S(2)] (4):

![Formula](data:image/jpg;base64,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)

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)

4.5.5.2.   Unsaturated fatty acids in 2-position [Po(2), O(2), L(2) and Ln(2)] (5):

![Formula](data:image/jpg;base64,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)

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GjC9hW9znPKOxrsSwGmv3V47tVWzn0Q5E6IVlLllxIc9Rx+WsqDKAkFDARwCXST27PhQ7GI5CnxGZMd7hLjTzaVoWOR7FKgQdcC/ZU4xjcd7fGdHx6sakwdxZcSK83DaSthhCVhDSFBPKUJ7K4SOAOx4Huddg767zVGwu3s7ci+xbI7ytrUrclt0cNEh2O0ltay64FrQENjpwVk+xUnkcckVljnm/g15CwHIZ+3WeUeL7jy41VSZBZVzLURdk/wABuMtIeLyQo9gl70/SX1V0UocE9A3VtEo6abdzvUEaBGdlPdE9ldG0FauB+J4SfbVB+DNVOs9lv75MljdMn3aspeYWbqnA656L7ihCZDnPPptREspQj5QkE/KklXNNyduYO3P2ju0tdHyfKr92Zhd/LfmZDeP2LynCHEjp6h6NJCUpT1bSgHgEgn313drl2XsHku5Hk/uRc7+beY1lu1UqhgQsQeuJDcldcv0mxLaYikcMlbin1rkHq6OrQQspPCIb9mLdZfY4fubTuXE222+x/OJ1Vg02ZIVIWqvbUrlCHlnu40lPodSRwCpYH4gXD5PbP5Duu7gMn+29RVYVimRtXeZU9tF9WJdVzQ5LTvJ6FKeFfI4C2SsLPu2kKoTxLrMfu/NbdjNvHuHAqtmYNJFpJbFMsMVVjkA9FRfYjICW0lttLqFKSngkk8krIFr16H9p/OR+kgKQxje8+JyLlyI0CQL+qcabdkdOerfqxH0d1AfOtpHPuCT0vppppppppppppppppppppppppppppppppppppppppppppppppppppppppqPZxuJgW2dQ3f7i5pR4xWOyExW5lxPahsLeUlSkthbigkqIQohPPJCT+WtrT3FTkNTCvqGyi2NbYx25UOZFdS6zIZWkKQ42tJIUlSSCCDwQedZmmoLuXvTgW1E3H6jKps5dtlUl2LS1dbXPz505bTfqOlthhCllKEcFa+OqeyeSORrKwrd/bLcPEDnmHZxUWNE216siWiUlAicDlSZCVkKYWn37IcCVJIIIBB15tXu3ge9OMuZntvcKtqNM6TXtTxGdaZkuML6OKZUtI9VvsCA4nlJIPBPB1hZpv9sbtzcnHNwN4sLxq1DKZBhW17GiP+krnqvo4sK6ng8Hjj21IcNzrC9xKVGSYFltPkdS44tpE6qmtymFLQeFJDjZKSQfqOfbW901g3l5T4zTTchyG0i1tZWx3JUyZKdDbMdlCSpbi1q9kpABJJ1raTOsZvsLg7gx7D4WhsITdizKsEKhgRnEhSHFpe6lsFJB4WARyOQNbGFe1VpUi8p5zNlCW2pxp6E4l9DoTyCEKQSFHkEcA/X21rcDz3Fty8YjZfhtn8dWSlutJWWltLQ604pp1pxtwBbbiHELQpCgClSSCNSHTTXmuHN6dwcWrvtFtp7aTInCDi9Fb1FxJbqpjjMWXLaPw7anENFJ7+oj3BIHPuRr9NoN+NpYXltvxndlazWavIK7Gm6Wwfx+wSJKIEKSZwaJY56oIRz9OxCeO3trnzDcVyDdLwc3Q26wens52U1W40jNvuZVdJjyJtWJbS0qZDraUuKUhC1JRyVHpxx2IGr28uN4cJ8rti63ZDYOW3kuZZzb1baoTER4zMXYbkpcemTkdQqEGvT6EudSQ4rr2HvrWZ7kFJYfaCQIDdxN9JO1cnb9y0XVzSwm8emOJQypwNEcn1ErKuxSAf2udV1s3QbO4P47S9mPIPcndOhzLHmZ9La7dR8jlsffPqOvFDVbCbSUy2n0rSOzPZPKyVFIPOv2lYV4+2+W5b627OVeNO5GGN1tQyuNk7rrFsGqyG4ymSp35Z8tolTDjTK+yghtRCiv37n8UbLObfxw27n7k0YqMjXQRkzYYgIhemUp6o5joCUskthCi2lKQkqICUgdRXu/Eqw8htyWvFTFJTyMagIj2m6NjHcA9GAv541OlQPKXpfXssccpjjn9/jVaWNHgTXk75D1W/MPHmcVrNsKZrGGH2WELhYyGpCZgiIcASlKZKTyU+wWGQSPYa6WwHMH8N8esVzHdmdJiSION1r9y++y+8+l0stBZcQEF0uFSh2HXkKKvb21xL9n5vTt7s43vANyLKyozkmeS7aqEiisT8VEWD1dT1YPCTz+PB/MDUy3Z3+d3a8bPI66lxcij0NzMcxLAo8ykltuTutY2oqaa9L1AHXg+sKWlIAKUqII41pc/wB48Dk+MnjhikefauWtBeYNMtY6KKwUqGxWqaE1x3hj5Q0UKB+pJHyg67pyBac222sHcaPxSb6keVAKgWvVD8dXpchYBTz3T+0ARz78aqvwOyCuyLxC2sk1y1lMLH2Kp9KwApEiKVR3QQCfbu0rj80kHgc6593M3x24X9oBt5uCiztFY5iuK3NNbWYobAsRpji3QlrsGPmJP4pBT7j399dN7teTuIbP5Ht3TXuM5POr9xJqYMa5r68uwq9bimkM/FKJCm/UW+2lI45/aPHtxqhvNbydroOYL8cZNfuBFxmbWlWY3WKY+7MmqaeSOtZFWtIabU42sKdfBX1Qrokd1Eo3W0XkrjWFbDZlneAbG5LA2v2+dr6fHMeg0Dke8fWpDfxTjjC1kKbC5Da/W55PDylckcnbbp+W2Z0Fpshn2EUuOt7N7jFt3IcmyIvxlVDLgQtsOLSfTjKU2pfUudkLcT0JQOFGsdupcLcf7TCduZ4/SWbPb+NhqYOZ3dEQmrm2hDxaQ46nhuU8AqN7oKinoeSOitXJuLIRbeee0FNXIcflUWD5Ta2CQghLEWQ7EYacKj7Hs6hSeByQeORweddLahz+7m38fNKjAVZCyq3vKmVeQUtpUtl2FGWhDzvrpBbASXEexVyeSfwOpZGkx5kdqXEfbeYeQlxtxtQUlaSOQoEexBBBBGvwt7eqx+ql3l5Yxq+ur2FyZcuS6lplhlCSpbi1qICUpAJJJ4AGsLEMsps5xerzHHnJDlXcxW5sJx+M4wt1hY7Nr9NwBaQpJCgFAHgj2Gs+us663iJn1U+NMjLUpKXo7qXEEpUUqAUkkEhQIP5EEaxF5TjTd83izmQ1ibl1HqIrzLbElSOCrsGu3cjgE88fQHWXZ2lbSwHrS4sI0GHHT3ekSXktNNp545UtRAA9x9Tryrtqu8gM2tNYxZ8KQCpmRGeS604ASCUrSSD7gj2P4ay9NNNNNNNRKXu3tZAzdjbOduPjMfLpPUs0Ttqwmwc7IK09Y5V6h5SCocD3AJ1LNe68J49zqo7byu2Mo8ussPtsxVFcpbJmmtLN2BITU1891srbiv2BR8M06QOOqljhRSk8KUkGQ7n75bW7PYvEy/PMtiwoFi40zXBgKlP2DjikpQiMyyFOPqJWn2bSr2PJ9vfUznWMCsr5FrZTGYkOIyuRIffWG22W0JKlLWo+yQACST9ADqrf0ufFf8PI/bL+qoX/AKmrBxPNcOz2oRf4PldPkNY6eETKuc1LYUeAeAttRTzwR7c627rrbDannnEoQgFSlKPAAH1JP4DUfwLcDFNzcaZzHCrL7xpZbrzUWalpaGpQacU2pxoqA7tFSFdXB8qwApJKSCc+iynGsojuS8ayCttmGV+m45BltyEIV+RKCQD/AAOtdhG4mKbhNWq8YsFvu0Vk9T2cd5hbD8OY0ElbTjawFJPVaFA8cKStKkkgg6kummmmmmmovnW6O2218SLP3Iz7HsWjTXSzGeubJmGh5wJ7FCFOqAUQPfge/GpFElxbCKzOgyWpEeQ2l1l1pYUhxCgClSSPYgggg/kdftpqC7l70YFtRMx+pyudOXbZVJdiUtXW1z8+bOW036jpbYYQpZShHBWvjqnlPJHI1lYVu/tluJiKs7w7N6ixo2mvVkS0yUoETgcqTISshUdaffshwJUkgggEHXm1e7eB704y5mW29yq2pET5Ne3PEZ1pmS4wvo4plS0j1W+wIDiOUqIPBPB19bjbu7ZbSV7FnuRnFPj7MtZaiJmyQl2W5/2bDQ5ceX/qoSpX8Nfnie8m1eeWcSowrP6O9lT6562jorpiZAciNPpYcd7I5ACXlBsgkEK5HHseJe++zGZXIkOobabSVrWtQCUpA5JJPsAB+Oo9hW42IbgYi3nmLWyZOPv+upiwcQpll5ppakKeQpYHZolCilz9lSeFJJSQTtKTIaHJIP3nj11Bs4nco+IhSUPt9hxyOyCRyOR7c61eD7iYnuJEsZWLWKpBp7F+osmHWFsvw5rPHqMOtrAUlQCkke3BSpKgSCDpju4mJ5RkuQ4dU2KlXeLOst2sF5hbTrCXklTLgCgAttxKVFLiSUnqoc8ggSXWjzbJ3cMxawydnGbjIFQEJc+7qhtpct8FQB9NLrjaD1BKjysfKk8cngHmPGftEsXyXaJvflnZDcZnAokpca6uVsROkAeqWkOIbLwXKQFFsOLaSUt9+CVFCwmeNeXWONZTh0O7wLJKjEdxJ6KrE8smKiph2kpxBWwPQDvxDTb6Ry0txsduRylPI1scp8lCjcq12j2m21u9xMlxqMxLyJNfMiQolQl/kstPSJTiEl9YHYNJBPUEkjgjVe77bwYNv34Ub2XNBXzWHaGmvKi2qbmGhubVWcVs9mXm+VpS4k9VpUlSh7gg8g8Z23W+uKbH+JGxjlvBsbm8yXFaCpx3H6ptLk62mrhM8NNBSkoSlIPZbi1JQhPuTyQDtVeaeHYujNa7d7DL7CciweuhW0undcjWDk2JMfTHjLiORnFIcK33G2SFFAQtxPYhJ7CTYrvxlc7cql2yz/Ze6w2dkUCxsq2RJuK+ay+1D9AOj/RnVqSv/SW/Yjjj8TqFb4tytt/J/bvf+/pJU3CouN3GLWk+HBemO0smQ40/HkKZYbcdKHS0pjuhPCSv5iAoA88ZHgWL7oY/A2zd2to63Pd0chyPNrC7u6Zn7xw7D5dk68Z0kuI/VynGS200hxXKFK9+vTgdxbJWuzUjAoGN7GZDj1pjGLNopWE0lg3LZi+igANKWhSuV9SFEqJUrt2JPPOuRPte6+A/tftbIfgxnHVbjQGC4tlKlFtUaR2RyRz1PVPKfoeBz9BrvOLGjxGAxFYbZbRyEobQEpA/gB7a55yjzMrsc37Hjq1snuJPyiTXuWEAsR4foTWQ8WkvpWZHDcc9HVF54t9Qjgp7KSkz/Y/fak3shZC1Gxy6xy9w+3XQ39NbobD8OchCVqCVtLW262Qr5HEq4UByBwRzW/lAtee7xbIbASGFrpcgvJeV36CUlqTBp2Q63GcQo8OIXKdjFSeD7Ng/QEHYb87Tblbj737TTYtLj2QbaUbli/lNTePksF9aEIjyUxuCl95CVO+mFhSElSiQklKhSvj/AFYwz7RbdXb/AGXaYgbaxccizslqa8j7uhXroQUBtH7LLigXSUN8D2UCPk4TbWIIf2z838twyueSmg3RxNrM/g0NgJj28J9EOW6ACAn1mnI6lHgla0cnjryroHKMmocLx2yy3KLRmtqKeK7NnS3iQhhhtJUtauOTwAD9PfXP3/KP+FQ/+vFT/wDr53/oa3eE+dfijuLldZhGGbxVtnd3MhMWDEbhTEqedPPCQVshI+h+pA1fIII5H46+T159+/8A46fJ/r/8WgKR/wBf/vB18pQyhanEt8LXx2UEe6uPpyfx19cp55+f+R18qQypaXFN8rRz1UUe6efrwfw14pqMogqYSeFhwct/vD6K+n1/jr9OyeOOFf7p1gVtFQ00mwmVFLDhP20n4ye7HipbVKf6JR6rpSAVr6oQnseTwkD8NajKttduM5say2zPBKG9m0znrV8ixrGpDkVfv7tqWklP159vx4P1A1JeyeOOFcfwB158n+v/AMWveU8cfP8A+OvPk/1/+LXpUkjjhX+6dU1tTthlmzm52W1OPxo8vbPL5L+TRU+v1fobh1afi4yWyOVx5BV66Oh/VLS8COFpOrk+T/X/AOLUI3M24d3LlYxCn3xjY7T3DN1aVaYhWbZyMQ5EaU52HpttyUtvKHVXctIT8o55m/yf6/8A460Wd0+RZDh1vQ4hlBxu3sIq40W3MMylQlrHUvJb7o7LSCSnlXAV1J5A4P1heG47gWG0+B45BLFPRwGa6IyoFRDLSAhIUT+0SBySfqSTrcJQ1GaUmLHA4BIQhPUE/wD81T+xO1+WVGRZXvTuy0wjO86daQqDHe+IZoahjt8HWNuD5VqQFqW84gBLjy1EDhKTq3rJpL1fJaVCEwLZWkxyQA9yk/Jyfb3+nv7e+v5RWfi9vFE3mp8Rq8RrMfqbzGbu0i7TOZbNkV33azLYMiuNmhQLHxTriXi21wxy2lLnyqUE/wBTcMhGuxCkrzjkbH/hq2Mz90xnUuMwOrSR8OhaQEqS3x0BAAISCANUF5WuKznc/ZHx8fbcVU5fkcnIr1v5S1LraZlMgxXUqPzockORuyQOSEH+INqbzbYY/uZi6oeS2GQNQ69t6SqLV3kuualkI5CJHwziFOoBSD1J45/2nXOH2fmVs4F9m1RZy+0pbWO1OSW7iEI7FSY82a6QE8jknp9ORz+Y+uoNtxtNjd39nHke9ma4zAd3LyDHr7P3snQhH3oiy7vyoclqUkeoyUJajEIQoBPUp49zr4xvN7zye3i8Xtu9yoUS+q2ttf7zcmhyWUfCzprjSo0Z5xtRKXSh5JV6fXgF0q9wOE2jt9IRtn9oZkuzOCw41NhmQ7axstlU0RsNRGrVqYIvxDDKeG2StnqHOiR3KUqPuOddea+SoD24P8jp3B/A/wC6dfWqE8iPLmh8c8kxbHci2wzi7Tlc5mBCnU0Nh9lx5fblltHq+s48OqT6YbAIWOFcggYY8woUXPp20F3s3nFbuCqOmfRY+sQnFXMNaiEvNyW3zHZCAlRe9VaQ31IBWrgGWbXeSWG7hUeaTrqFKxCy23lvQstrbd5hSqtTTXql0usrW2tgthSkuA8EIV7AgjUDT5swGsM/vmsNls4ibSuFCmMvV8IoqjKdS0Jq68PfFIilRKu/Qq6dVdOFah/lJ91TPMLxFvK5MV3421yEpltBJLzPwTCkfOP2k/MSPfj5uR9dWJlHlzCiX+X02221mTZ9C23C05haVciHHi1zraC45GaMl1BlyEIStS22h8pCUlXZXAzF+WeL5KjEq/ZzFbXPr7M8b/tdAq4kiNBLNSHENKffekrS2hQdc9P0wVL7pWCABzqabM7t/wB7tNeTnsSscbn47fS8esK6dIYecblRg2XPnYUpBSfUHUg+44PtzxrkKdQX1DgO6nijaYRZuZjnu5Em1pVMVT71dZVNhYMSjPelBosNtstNvIdS4srHoBPB7ITrMxah8ZrrfOb5I2VPt9t9tdt7ZPVOM2bzMetRkuRBXSVYeoroHGI5/UsBIUkuB5wH5Rx3azIizoSJUR9qRGkNBxtxtQWhxChyFAj2IIPPP0IOv5wbG7h7P7Uef/k2rcvLMWxavnuwW4otX2YrT7nAU4EBfAUfm5Vx7ntyfrqWePDUC78/syy7xsist7NuYwzHyCXSMiPRzbtI+QtAANPOgfVTI9vn5PzHtdnm7OsbnCcP2VrS+3/e1mVZik99pwNqbqypUifwSRyVRo7jfX94LUPqRrO8u9rt0c+2epsF2Ng0pLWQVZsqiwlKhV06kaKvWhPFod/h1cNBbbfClNpUkc/sKoLenD6bbLz32CheOdLWY5kGRJmHOK6kaRHjSKNr0+HZEdADXs38WEude5KEe/KUaufN0PbZ+bG3eS1D4Zg7uUlji93EQ2OH5tcyZkKUrgj50tfENFZ5+UpTweeU9K/XQkD68/8AcOdedx+Sv9069B5HOolutuKztRgtpnszFr2/iU7KpMuNTNMuSEMISVOO9XnW0lKEpKlfNzx9AT7aoCq+0ExGRtjju995tDntLt3dTGq6VkcqPGLFe84pKEuqaDvrORQoqSqQhsp7IKUhZI1Oqjypq3dycXwDL9t8pxFjcAyU4faW5ipbtVx2w46hbLbqnoilJUlTaXkgrCgCEq+QZGVeSfp7lW20W0+211uJk2NRmJeQpr5kSFEqEv8AJZaekSnEJL6wOyWkgnqCSRwRqj/MXeDBt+fAjd2+x6umxpWOyU09pV3ENDU6pso9hHS4y6gKWlKwFAhSFKBCvY/UC47HfrH9ocB2vxZFHZ5NmWaVkOHjmN1XpiVOW3EbU64VOqS2yw2nhTjq1AJB/HWvjeaOHQYuUVOb4RkePZriNrU0s3FlmNKkyJdof+b0xn2nTHcS8CPnUtAQQoL4495Tt/vpkmR7nf3TZ3s/c4VdOUL+RR1SrSDNYfjNyWY5CVRnFHuFvAkEAAce57e0F3yalbceTu3O/wDfUcqdhUPHLjFrWfDgvTHaWTIcaejyFMstuOlDhaUx3QnhJX8xAUAeeMiwLGN0KCDto5tbSV2fbp5Fkeazru7pmfvDDsPl2LrpnSS4j9XJcZLbTKHFcpUr369CB3Dsla7NP4FBxrYvIcetMYxZtFKwmksG5jUX0UABpS0KVyvqQolRKlduxJ551yh5DbyO+LfmtA3j3awi4t9t8gw5mhgX8OOuWMflpkFx/hBIS36nDZWB86khCklXRSDOvG2X4970+QWQeUXj3ltRIas8aOP5PVtxHIkxU/4tt1mY6ytKSns02tBX7hfVHB5SvmSebMudkONYJsZXpdCd2Mzr8dtHEPel1qG+0qentyOSthhSOv7wWofUjWd5PbVbmZ+NsKLbeox6wxWpymPKymhtnzHr5dW02fTQ402P1qG1hKkte6CtLXZCkpPFGJx2Ht19p9jGK+PtdCpKe2w1+w3GqKhCWoQbT6qY7zkdI9Np0rEPhSAFHvz/APMV2t7LA5tj5xYJcVT/AKMDeXHrGgtoTbY6vWNU18XFlr9we4jqeZK/f5QhPH7yffJoK273o2Q3vqH/AIZ6TlDW3t2222CbCutuUsoX7gqDMpttxPv8vZZ9/wBk9Kjngc/X8dRjc3JKrEsCu7+7Mv4OPEWhz4SA/Md5c/VoCWWELdX8y0/spPA5J4AJH85sDyYUP2V03ZKyxfNUZy9WW1UilRiFqp74h+e882nt8P0CS0sLKu3UA8c9vl1YHlRuNi+ZxfHF3C6XK5cXE9wKW+tEsYVbtiDWxQpt50oMUEBCk8dAOxHBSkjg6kOz+dY14xb071Tt5pMzH8c3Nvmc0xbI5NdJTXzo0hlalRlLDZLElvjgsu9VqP7KfoDX8ulylGy/lnvHf4nkVTH3zlv1mGUKMfmrmSW2ob6I0pyM2ha2TJCuSpxKACjlRHZOsPIsOlZBgfibu7Iq88Ti+1VScWzZNHFtKu7qHX66OwqQ2ltCJSmmnU8OKYSrsnsAVAnWduirxjsK3Jc4xHAs13rp2aWtochyO1yS5tWURJlzBQK2B66yZEwJddkI9FX6hxlHYhS+Nb/xzxPHtv8AyTwum8Zd3Muz3bybW2ycvq7tSpjeLKbjIEXh11tCojzrobaLHAc4aIUkhHKOzN390ce2c2/tM9yNL77UFCW4sKMOZNhLcUER4jCf3nXXFJQkfTlXJ4AJHGO/+z26mJ+FO6u5mSuoc3S3AVEus6XF+f4SpS+33qY6h2IjRYpKD8xCgl5RJCtdAbcy9vZ/ktZyNoHql2nTt7VIul0imjAJ+IWahKfQPQLEUyTwoc+iqN04TzzQf2q1g7luNYDgWK0GS3N3R5nX389iux2fKbZgBiQku+s2yppRClJBQlZX7j5dWdvv5cQbPAjjOwtZn9tmV/YwquIqLhVvGEJp2S2H5C3ZEZtCAlr1ACDz2Un6AFSYbdZtUwPtLv7cP1eUDH4e2zuIv2TeLWjkYWybJTpYDiY5SodPm9RJLZ/BXPtqZeJGeVGR73b6ORa3JoiMoyVi8qHLTG7CA3Kgs18WMt1K5DKED9akgIUQsgduvHPG33uloofMvx6u7ABEKyh5VjzTxWlITMfjMPNJV2I9lJjrSOOSVFIA99ZvmZ5DZXsniNXVbf4hlFvkGTyfhhOpceetTTQhx6830kgNOPJBAaaccQlS1BSuUIUDXXhjnWOu5aztzs7s5uJilAmHaX+Y3e4VAuPaXto69HDDwlpWUuukuSC4FAcJCOgABGp5aPfef2hVDFhNOOGh2osHZ6wB0ZEu0ZEcc8+5UYz3sPp15P1Gr/ypvJncbs2sNk1se9XEdTXO2TK3YrcgpPpqdQ2pK1ICuCQlQJHsCNUH/Zbz7/8Ayrsn/SFj/mtbzB6DzLhZZWyc/wBwdp7HHkPf84RqzGp8aU40QR+qdXIUlKgeD7pI9uNXpxyODqh8r8KtkcyyW0yy6/tr8fby3Zsn4bNraO16jiipXRpuQENp5PslIAA9gANar9AXx9/x9/X91/mdP0BfH3/H39f3X+Z0/QF8ff8AH39f3X+Z0/QF8ff8ff1/df5nT9AXx9/x9/X91/mdP0BfH3/H39f3X+Z1CcZ8cPCPMs1tduMV3Ev7XKKMPGyqIu5luuXEDLiWnS42JPKQla0pPP0Kh+ept+gL4+/4+/r+6/zOn6Avj7/j7+v7r/M68X4EePbaCtas9SlI5JOf3QAH5/8ASdUpiuF+AmWza1qPk+49ZXXz8qNQ3dxmN9Aqrp2O56bqIct6Qlt1Xb9kcgrAJQFdVcSjJthPCfFs8xfbCZlGcTMrzCSqPW1Ndn11Lk9UoUtb7qW5J9FlKUqJcXwPY8c8HiU5n4d+KG3eNS8xzjIcwo6SB0MqfO3EuWmWe60oT2UZPA5UpI/2kaiW3+yngLureqxnbfdq2yW1SwuSqJWboWz7oaSQFLKUyfYAqHv/AB1r6LbX7OrJ7tGN49vfMsbVYdKYUbdO2W8fSQpbnyCTz8qULJ/IJOtYMZ+zMUoto8hHFLH1Qnda1Kh/tAk8jUr262F8EN3LKTTbZbq22Tz4bHxT8Wr3RtZDrbPYJ9QoTK569ikE/QFQ/Makec+H3iltriVpnWcXGdVVFTRzKnTHM8vVpZaBAKuqHyo+5HsATrcRPA/x0nxWZsN7PHWH20utrTn91wpChyCP9J/EEa/X9AXx9/x9/X91/mdP0BfH3/H39f3X+Z19teBOwDLqHkf297IUFD/4+uvqDz/9zrorTgc88e+vdczb/PppPL3xtyWf1RXvqyrHQ6XEJ6zJcJlbCT2I9lCO4Pbk9ikAEnVw7xbiY3txhEu4yZNutmYhyFHbrKeXZPuPqZcUlIajNuKHISR2UAnngFQJGuU/AqLX5N4Us+MmR1+RU2TuUF/EtYdhRz4Hw7EyXJSkpkPMBlSiiQ2oBClKAPPX5TxBsF3Whbe/Z65D425w3b/3tVFPc4QnFHmHVWcuTKckIiGK0EqU/H9J1JS4gFHRpQBAHOtkna/IPFrd/wAZ92s6elsY7Q7e/wB3OYWcLu5Cr3ksuLjGV1HyMF94j1SSjs0knrwkmy9p0f3vefOZb9YYfi8IxnAo2ENXCUqMa0sFy/iXfhXOAlxLPUtuFJICuBz766/1QuTeE+yWXZFZ5RePZ07PtpbsyQpvObdpv1HFFRCG0SAlCRzwlCQEpAAAAA1jVPgxsVSWkO5rXc9alwH25LCzntyrq4hQUk8GRwfcD2PtroPXFnnXkcVnePYBDFRkc0Yhm8XJLpyux2wmtxK7jr6pcYZWhR5QrlCSVj2PXgg6+5e6+HSPPevzRyrytVFD23k4omyXhtsWE27tsy4llKvhvb9UFku+zYHIK/qNVThlJY7yTvMXAsYqr+HP3ZWmZiT1rjtjAjWCGY7gP62QyhDXKyhHDikn5ueCAdTPJd/KO68KV+PtBid1P3dk4azhSsDkUsn7zZmCOiK6+ptSAkMNp7PCR29L5Rwoq+XUf3Grl7R7l+IOHXTeR3KtnIUpnK7KvxqzmR4wdr47bSg40wsOBS0KSAgqI6/ME6wtqMO262HvNysB8kc43KwidMy+xvqOTUZHd19Vf10spU2YqIKvTek+xSpn3fPsnqevtr8jwXxmkS9t9tt0tsss2ZpanDZF3j2QR7aamzo0yLOSn4WwmELSwl9vq6lDw/VuOrZCkkgK6a8Ems2ibe5XXZHlNpldBDyyWziWS2kP0ZN1UBpnpKWogKfBc9VKXlD9YEhQJT1Otj5L5bk2Z3dX4tbWWT0PJc0iqlZFbRlALx3G+/pvy/2gQ88rlhgDk9itXt051XFzh+L7XeaW02MXTVBU7Z0u11vW4fDsA2hiNaNvsiYW1OAJ9ZcToVK57KQHSfYq5uHxdn11T471lrHEtvGIxtZVCFsuOvJoRMkLgcIQFFY+F9L00tjgt+mEDjga5e8WMtgQ/O3e/M7GiyuJR7iv18fG58rE7RlmatPAVypccBkD/rO9B/HX9DAAB7DXNXmROax7Jdg8ysE8VdTupXMzHe6U+j8XGkxWlq7EAIDjqSo8+yQT7/TVjeRm8M7YzaW1zqmw22yy5ZCYtVT1sN+Q5LlrB6JX6KFqbbHVSlLIAATwD2UkHkLx33cRL3NgP49tDurK3Y3CuoIy3N84wwwq9urZAXJiRC26r4NlLTSksN/Nyv0/UUojkXvv04qw8tfGqmhsuPSoc3JrqQEgdWoiKosKcUSf+1faTx9T2/gddKj6DVa7u+Pm329z9a/nLuS/81IcRGRV5JOrW/1hSVFSYzqAtXygcq5IHsNV5+gL4+/4+/r+6/zOro2529oNrsSiYVi7toutglwsfeVnInvpC1lZBefWpwgFR4BVwB7D21E/J68g0ewWdiYxYPuWVBYVcRmDXSJrzsmRGcbaQG46Fr91qA7cdRzySB764dv8zhPfZpYtssnGc1ezANUsB+pGG2ylNrh2kWTJDhMboEJZ9weSFH5U9iCBYXkxunieU79eNubYzVZdMocQuLO0uJLOF3AEKK8yhppSkfChXJW0sdACoAAkAEE7rbDLaLxR353xG+L8nHqLcTIW8txvI3oT6q2ay604VxS8hCg1JbII9JwpUv6oSeRzRu5uO5hZbF+Ue5U/C8mr3N98ggs4VjzWOTlSpMSA62pM1xlttRjl9olZLoRyWz+aRqc7nY/BtdwNifI24Tn0Xbeuwx/EL+yoEW1TZ0cptCil99tlKJiYylhaFKSjoOvZRKSnnV7oRPGSyhXWQVO3OZ7o4bkE2ixi+zKxvru2ekd5TxLNWlxRckOxQ2l31WipA9QtDsVLSZ74oY5X4d5FGp2G3iybcrap/FpS7R24cNg3RWYfY9GO3OUhHC3Qlxao6fdISFLT7oUOtd3t0ce2c2/tc+yRL77MBCURoUYcybCW4oIjxGE/vPOuKShI+nKuTwASOMd/9nt1MV8KN19zslcSvdPcH4S5zlcX5zDqEvt96mOodiI8aKVIPzEKAeUSQrXQG3Mvb2f5K2D+z71S7Tp28qkXS6RTRge8hZqEp9A9AsRfijwoc+iqP04TzzHck8kqjbryUzzb/eGTZNYBIx6idiWUmtW9TV0l74pD0eS6htSWvXHQgunofSKeUkgKhGy+O4BlfnVZbs+OVHEjYBEwRVXkdvURDFqbO5dlhxttnqhKJDqGkpU4tBKUkJB4WCFWJ5ez2saz3x6zSySRVV25seBKdCkj0lzoUmMypXYgBAcWOyufYD8TwNSvyw30yDYfat2+wvCrfKcmsXk19VDr6qROQ04r9uQ8llPPptJ5X1KkdyAgKT2Khz34n7lUytxa7G9vdpd1o+S5dav3G4ebbi4r8G7bMNw3yEtOtLKGFCQY4aYADaGvUSOVcE2vviXLTzL8bKuCyt5+pOWXU3qB1Zhmr+GDhJP/AGzzaeByfm5+gOvfNf1LBzY3GoLLj9jP3hxqUw0gD3aiOOSJCiSQAEtIWr+PHA9yNdLD3HI/HQjn206j+P8AM6dR/H+Z04GnA44/89Oo449/56cDTgaxLGnqLj4b72q4c34KSiZG+IYS56L6OejqOwPVaeTwocEcng6yHmGZLK48hpDjTiShaFpCkqSRwQQfYjj8NarFsMw/Bq5VRhWK09BAW6t9UWrgtRWi6s8qWUNpA7E+5PHJ1uCAfz/np1H8f5nTqOeff+egAH5/z1XO/W0SN5MFFJCtfufIqedHvcZuPT9Q1dvGJVHkdf308lSFo/ebcWn8dSrCJWVz8SqZWd1ESryBcVH3lEhSviI7UjjhYbc4T2QSOQSAeCAfca2s5cliFIegxviZCGlqaZLvT1FgEpT2Psnk8Dn8OedVXsDtRf4WnI9xNx34krcLcCY3Y37kRZXHhtNIKIdcwogdmY7R6hXAK1qcWQO/Grc0000014dc55x5gycN8gq7x2a2Iza0vbiC7PrpMZ6CWJTCXOiZHPrH0mOUula3vTUkI9kKKkg4+L+YN5nVhkuAYdsHlEvcrDJvweQY5KsIkWNASUJW3IM9avScae5UGeiStZQSpDaPn1IavzI2bn+OI8nZUuwg4wEraXEeYSqeJqXSz8EGkKIU8p0dUgK6nkK7BPJGEz5SXuLXGKRd79lbrAKzOrVilo7N21iT225ryFLZjzkNEKiuLCeqQA6nsFBSkhPJrupeiV/2pWUzZK2YzKNlmX33V8IACbJrlaz/AASn6n6AD8BqQTfOeIziEje2Bs/kUzZiHYiA9mgmR21uNmQIxmswFEPORA8pKe5UlfHZXThPvN7vyJvLHcW+222f2tk5vYYemGrInV3UarbjGUyl9ltkPgqkKLSkrJ4Q2O6B3JKgmRYtk7PkT4+RMmqoyqdvPsYW4w0+sPmL8VHUlIUUcBfXt78fXj21yziNk5B2x2S2q3P25sKBGxzr9ruDKt6h1NLDh1tXMhocRJcaEeYqSqU082GFOH2WTwR77Pxmb2K29zdze/PmMF2wyHc9tuDgmIobjVjtbjynQGCphCUfr5bvRxxxY+pabCvqnXbjiUuIKVAKSr2II9iPy1wh9j600nY/cNaWkBR3GsEEhIB6iLE4Tz+Q5PA/Dk/nq/8ADqOlrvL/AHNnQKeDGkysFxaQ++zGQhx11c25StalAclSg22CSeSG0c89RxyZtbu1tfsv9ox5KXu4+TQKCLJiQW4y3WllTqvTYccS2ltClKUeOSAOVHj6nXS3j7T4xu/a4R5iYvilRjUvIMWtKawhxmh2kxXZzTkdxTiUp7LSYijwoewkLHJ6jWq82cZtd+o9J4o49NXGXlsKwyO5fbV7tQa5CTGbUn8nbB6EknkcJbX+PGvj7Nbdufuj4t0VbkDijkGCSHsStELHVSFReAwCnj6hhTKSffkoV+PIHVGmmmmmq6342hj7z4C5jbVmai8rpbF1jlwlv1F1NxGV3iykp/eCVchSfbsha0/vakuBScxnYbUyNwqmDWZGqMkWcaBKMiMiQPZZac4SShRHZPIBAUAfcHW/AA/P+enA04GmvdNNNeEA/n/PTqP4/wAzoEgfn/PTgf8As6EA/n/PTjTgaccaxWaiqj2Um4j1kRqfMbbakykMpS88hvt6aVrA7KCe6+oJ9uyuPqdYGU4Xh+cQEVWaYpT38Jt5EhEa0gtSmkuoPKVhDiSAoEAg/Ua27TLTDSGGG0tttpCUoQAAkD2AAH0GvrqB+f8APXuodu7tfjm823N5ttlQeTAuo/peswopejPJUFsvtKH7LjbqEOJP/WQNfO0aNy2cEgV27ornMnryuHLm17vLFiG1FKJiU9U+kXkgOKa/cUop5IAOpj14+nPP+3VPbTbWZQ3uTlO+u6iIYyu8R9yU8KK96zVJQMulbUZLnA7uvOfr3lAcdihA5DYJuPTTTXhHOvOo/M/zOveo/j/M6cD66dR/H+enA449/wCenH/vnTjWJY09RcfDfe1XEm/BSW5kb4hhLnovo56Oo7A9Vp5PCh7jn2Osh5hmQyuO+0hxpxJQtC0hSVJI4IIPsRx+GtVi2F4fg1eupwrFaeggreXIVGq4LUVourPKllDaQCon3J45OtxxpxqGbx7V4/vTtxdbb5K4+zFt2UhuVHWUPw5Daw4xJaUCClxp1CHEnn6p4+hOv02p/vIGDV0Tdtqt/tTDC4k6TWu9o84tqKEy0J6p9L1kgOFrj9WVlPJ45Mu68fTnn+J1Tuz+1mVRs+yvfPdZEL+2WRgVNbDiPes1R0DDhUxCQ7wPUcccKn3lgAFa0pHIbBKk2syrJt/Z2825aISImLMPUuBVjD3rfCMvAfGWTyuAA/IAQ2lA59NpsjklxXFyaaaaaaaaaaaaaaaaaaaaaaaaaa8+muKs6yGRH+0axnORhGeP47TYNKxaZaxsOtHoibFyWtaEB1DBQtHVaT6qSWx+KhweMrYvdWpp9/8AfzPLnb/c2BVZdY1E2mkyNvLpKpceHVoYeIAjFSf1iFdUK4UrkcJ5PGufNvtqtz8r8Dq/B6jbfLWcz2z3Abzp+gs6GZXPWMREt9YaiOSG0oddLalK6oKyCAkgKWkG7PKDNInmXhuObCbI1WQyLKzyeul5RLn47Mg/2UgsOqW6uQqQhtLUkLSEpaBUpQSvgcEK1qsygWWd+cm4iI+J5rDpcs2ml7bxb1/DrP7vRbuSinhT3ohHohPKvX7Bogey/cHUH22w7ZnFdhYuyu822e7c/datr36ZeBpvcmTDyCQhbqWTFLDvwJhu9ElTqQGmh2KvpydjuVtz43Zdutl0Ddigy3Z/KsPTT0tBl+IN2SY81IqYTrcf4lCFolS4zvdCflQtTKWeOSn5ewPEhe6KvHLBVb0RZcbMBWkWDcxpLUjqHXAwXUD9lwsekVg8EKJ7AHkCBbjtPeUu8bey0FXq7YbdzWZ+evJVy3cW6OrsOk+o7Nt8pkyBwpPIZbPB51UOR2OF4nvH5d1u/wBOgupvsXp145EdcaalzqYxH2kRq8OAcqEtTbYCB/0goPuohWu2dv2L6PgeORspcDl01Uw0WSwFAKlBlAdIClKUPnCv2lKP5k/XXGHivY0ngrY7j7J72ixpIFtlsrJsWyJcKRJr7evfabQEB9lkpbkNBlPqNr6nlfKQU8E3hsda2+a5tuV5F2tDcVWPXMWvo8Zjy611mZNqK1Ml3474Yp9Yeu/NkemhaQ4UIR8g5Tzzl495NMoPO3erc67283Lg4vn7dbEorB7A7lDchxPopV6gMbllIIVyp0JSACSeNdt4RheJbH7bMYrjEScihxuNIdZYQ25LfS13ceUhCEJK3DypQShCSf2UpB9hrmnbqhxLyc373GzfPMU3ax9cVqFTYt8VGv8AFg5TRkBTr3rsrZS4Xpkl9SWVq7pQ0lXRPK+K88eHWfGjzC3XxrHdvt0XNq8zEaTEsncSvJyY900vo8hUhxtbjyFrckK+IPZJHQ9+AVK/oVr3TTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTXnGnGmnUfX/z006jnn3/AJ6FIP5/z01jw66vrvW+Agx43xLy5D3otJR6jqvdS1cD3UfxJ9z+OsWxxjG7izrrq2oK2bYVDina+XIiNuvRFqSUqU0tQKmyUkglJHIPGtloUg/n/wBx40440417rzTjXummmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmmv/Z)

4.5.5.3.   Fatty acids in 1,3-positions [P(1,3), S(1,3), Po(1,3), O(1,3), L(1,3) and Ln(1,3)] (6):

![Formula](data:image/jpg;base64,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0ZG1m385mfnsgcKYuLdrseiUfkkKQ2otyJKe0+A22Skq1TlzDoHsj6yZO8/2aq8gCAcffbQ19oRq/2PuqPYO8dwcEr0PT7B8UocDuXxrabfzLs2wTpdzfN6+ezW5ZR4dMsUSIifVbYntRSsqbDyT3JDgPHenyOOR92qB3s3l6LN99jr+fuHBxwZpIonWGcctoCWsrh2SmOWYzLC2xKLoeWgJUhJQr+bkp5Or96S8YzTC+mjbfF9xG5DWQVeOQ2JrMhZU7HKU/Cysn5KbR2II+4p45PHOoL0RSkRq3d/FZKS1ZUe7OTCW0VoVwJMhMllQ7SeUlt1Pk8eQof3TqhOpHqh273Q3Stdptz8P3Nl7V4lPYD8DH8WfeGV2LDneoSXnOwohMuICQ22OXlgrKwhKArb/p1z+x3I2oiZtNxprH6yXNnppK9MFcN1ioZlONQw8won03fRbSVJT8Py7fHA1Af2fLgmdMtTcsocES5vchtIS1oKS7FkW0pxpztPkdyFA8Hg/jrZHTXGudNNNNRLLN29rMDuq7HM23Hxmgtbjj7Pg2dqxGfl8rCB6Ta1BS+VkJ+EHyeNSzXOmqrz3qb2d23yqVh2UZDLRYVkFiztjEq5UpiohvOhtuRNeabU3GbKjzy4ocJBWeEgq1Icp3k2twzb17dbIc9pI+JNMGQLZExDsd5IBIDSkE+so9pCUo7lKI4AJ1n8XyOty/G6rK6YyDAuITM+L7RHXHd9J1AWjvacAWhXaocpUAR8iNRfcLffZ3amdCq9xNyaChn2B5jQ5cxKZDiP7zgaHKw2nglThAQkAlSgATrK4luZt/ns2dX4Vl9VeO1seHKkmvkJfQhmW2XIy+9PKSlxCSpJBPI4P3jWUybJqDDcfsMqyq3i1VRVR1y5s2U4G2mGUDlS1KPyAGucdvoOT0NdkdaiSmJaRWpjAkx1sO+m4kKT3trAWhXBHKVAEfIgHXprrKuuITVlVTo8yI+O5p+O6lxtY545SpJIPkH5HXp1i6PKcayZL68cyCttExV+m+YUtt8NL8/CrsUe0+D4P4aymsQ5l+KNXycWdyaqRcrAKa9U1oSSCnuHDXd3/Lz8vl514bXcTE6TNaXb+3sVRLnI2X3qlp1lYbmlhPc8227x2FxKPjLZIV28qAIB4kusJmmSvYfjE/JWMZuMgXBQlz7NqENLlvgqAPppdcbQSASo8rHhJ45PAOsWM/tE8WybaIb8xtkNxm8Cgylx7q4VHh9sEeqWkOIbL4XKQFFv1FNApa7+CSULCZ231eY21k2HMXWB5JU4duJYN1OKZdLMVMOzluoK44DHq+0tNPoHLTi2x3cjlKeQdZncLqPiY5uO3s1t7glxn+cIr/ALXsK2tkRorNVCJAQ7KkyVpbbUtRAQ2O5avnwBwTWe+u8mJ719Jm/wDUpoJ9RkGFY/Z199Q3Udr2qumCIpxpfwKW2tChwtp5CiFAcjgjx7dsd9MU2P6P9i5FzCsbi6yTFqCox6gqm0uTracuE12tNJUpKUgc8rcWpKEJ8k8kA5hzrUw3FEZpXbxYbfYPkOEVkO5l1Drsawcmw5b6Y8dcVyM4pDhVIcbZIV2BK3E9xCT3CTYvv1lUzcqj2zz/AGWu8Nm5JCsZ9ZJk3FfNZeahhn1QfZnVqSv+0N+COP8AE6iPVHU2lBu/shvy9TSrLF9v7G5iZAIcR2U/CZsoiGGpoZaSta0NONgK7ElSQ4FeEhRFBZtSY5uJEv62t2jpJ24O+udz7DC5mRUIXKpcdjw4kV69kodQlxlpIYccZadKSpUljxyVpG3PTa1sXje3cTa7YjLcfuarCEJrJSKuxZluMyPJWqQW1HhxxYWok/NXdx4HA126xNxrbp36pttuofNcFtcm2xgY7NoJD8NlUk0Fk+/3KmIbJCEOONek13EgrQHEg8pAMg2Wybpp6lupOD1G7BZdUOXdLQWFNlUJcF2HYTW31MeySFNrSnvCC06gunu8KbST8IGp51y5Pc1WyCcHxuXLiXG5t/V4FBkxlJStg2L4bdX3kgI/gJeAV/vKT8vmLQudp8XtduI+1kF62x6hiRo8KOjH7N+seZjsgJQ0h5hSVoR2pCSAfI5B1rP+ztpa7G8g6jceqW3W4VZu3aQ4yXX3H1pabSlKApxxSlrIAHxKUVH5kk628yGBYWlDZVlRbrqZ0uI8xFnttJdVEdUgpQ8EK+FRQohQSfB44OvzF6hdn8Z2/wBldtelmmssfyHqQtMoYciZVEjfZ9i04ZD0lya5NPatXa242glbilLKgoAqA43B618Wtnum+1zuilsM5btchnNqWxd55alV38V3z8yHWUvtqSfCg4Un58i88TyGJluL1GU16XUxbiBHsGUupCVht5tLiQoAkA8KHI5P/U6rbdrq26dti8iZxLdXdCuoLeRFTNbiOsSHVlhSlJSs+k2oAEoVxyQfB1Cf/Ug6Kf8AjxU//b53/wAGrl2t3b273qxVGbbYZMxfUjj7sVMtlp1tJdbIC08OJSrxyPu1L1cceef+3P8A/NfPwf8AP/5a4+D/AJ//AC1w4hh3gOtd/aQodyOeCPv8/fr6JSRx8X9Dpynjj4v6HXwlqMhtLSGEpQk8pSG+ADzz4HHjzrltDLXd6bQT3KKldqOOVH5k+Pnrx2tFQ3jsB66pYc9yrlJnQlSYyXTGkpSpKXm+4HsWErUAocEBR/HXfPhV9pBfrLKE1LhymlMvx32Q4262ocKQpKgQpJBIII4OsPg+A4JtpSDG9vcPqcbqg4p72OrgojM96vmrtQkAk8Acn7gB8gNZ1bbDnd3tBXeO1XKOe4fgfHn5nRpthhPYyyG0/glHA/oBqI7v7YYzvTtve7ZZa08a29jeitxocOsOpUFtPtkjw424hDiT/vIGunZ1e56MDhV28USGMnrVuQZU2C6FsWiWldrc5CR5a9ZICy0ocoUVDyOCZsCkeR3/APcHUHx7bhyt3PyfdK9u/tSwuIsWpq2hE9FNVVs8rMdJ7lFa3H1uOuOfD3AMp7eGgTN/g/5//LUJzXbhzOc1w69tbziixGW9bimEPn2yzDfpxX3HSrwhgLeWG+08uFtfcPTAMzXHiOLS45HStSP5VKb5Kf8ApyPGq33/AMf3KzjCht3ts63WfvU99l3V8t8IcpqtaFe0vMI4KnJC0AtNccdi3Q4ogI8zTDcVoMCxOnwrF68Qqiigs18GOgHhphpAQhPP3ngDk/eeT9+sz3j8Ff5Tp3j8Ff5Tp3j8Ff5Tp3j8Ff5TrjlJPPx/0Onwf8//AJaApH+//Q6+W0MNFRba7Ss9yu1HHJ/E/idfXKeefj/odfKkMqWlxTXK0c9qijynn58H7tcKZjKIKmEnhXeOW/kr8fl8/wDHXZ3J444V/lOvBT0VDjzUhihpYdc3LlPTZCIsZLQdkOqK3XVBIHctSiSpR8k/PWHvNstt8myqqzjIcEorLIaMcVtpLrGnZUTzz/DdUkqT58jg+D5HB86ky/TWkoWjuSocEFBIOussRVOh9UdJdHyWW/iH/fjnXb3p/BX+U6piVtjlWFdQn+1vbiDHlU2dssVud17jwZWhyM2oQ7VnuHC1oTyw63yCtCm1Dy2Qbl+E+T3/AP71WHUFjW5Gf4a3trt64mtj5W8azIL5T4Q7U1KkH2lcdBBU5IcRyy3x4QpzvJ4TwZ5iWM0WFYxVYdjFeiDU0kJmvgxkAhLLDSAhtA5/BKRrL6+VK48cH7vkDqrOmbJr/LNp27rKLOVYWC8iyWOp98fH6bF5OZaR4AACGm20AceAkatQefOqq6kOoCs6bduZe5d9hGSZBVwR/al06I5TE5UlDani66gpQpa0oBSFkE+Rx51X8rrjxWiOG2WbbTbg45j+4aS1jNrLgMuGbLCFKRGVGadVIZce4bDAWgF0uDwkBREx2+6kYeVbpSNmcy2+v8Fy1VP+8lbBt34j3t9UXfS9VK4zriUOpWFBbKj3J45BUPOou31jx7+Hf5ltts1mOabf4s7Kj2GUVb0JDchyMCZBgxnnkPTEI4AK0ABRCgnu7fNWdeeWYdubsdsfuViEmPZVlzudjEutnBrhZYdDyuPiHcg+AFJPBBTwRyNXvnXUizS7kvbM7abe3W4Wa18JFpcQa2VFiR6mK4f4RkyZLiG0uOEp7Gk9yynlR7R5OFqus/b/ACvCsSvsHxu9usizezn0dRi39njzhYQULXLZfW44GGQ0lvuUorPIUgpCu4DUy2k3ostx8myzCMj25tcOv8PTXqnRJ06LKC0zG3XGlNuRlrSpPa0eSeDzyOPHJ16zmTZ7N7p9RDN/hd3Yubx1cF/DHqaqkTVWktFaYCq9a2m1JYWh4tr5eUlHa8VDwlR1A/8AY/sTkmb47jGSYlt/juHbF1lUrcrLVRWIrVtkLMdv0KlMpQQC02R68jgkqKmG1AEqB3+xvIsey3H4WR4ldQbaosWA/DnQX0vMPtn5KQtBKSP+mtCpvUjS9H/V3u4eo/ELlij3AkwrDG8zYhOzWxCajdiYJPzDaFFYCGxylal9wKVpWLw6Osc2al3O4+9PT9klJOwncidXzmq+uZWwqtnsMLRLQ4yoAslanEuemQOCpRHwqTr76g1ObjdR2yuxj0UvUbL8/P79tawlt5utShEJop5/ip9rfbWpBH9xB4IB4mfVDtjQZ9tdez8gschQ1Q0VrKbh197LgRpTnsylIMluO4j1whTaVJSskA8+CCQYr+zuAHRhtZwAOadZ8D7zKf1nusPA929ytmJGI7Nqr128y1r/AG2JPmriRp1cHwZMZ5xvhfpLR4cShSVKb70gkntOtnUNhlbth1hdNvu+Y7S4tnOQ2D0fKa/HWUR2JVE36ZkKfYQlLa0JbMztcUnv+AEHltPbvzOZkyYD8eHMMR91paGnw2FlpZBCV9qvB4PB4Pg8edfmJ1HbQ4ttP0503T1b2lDnPULlmUBykyFMNMGzL7s4yDLdnL4WnsacCVKcdPlwDylPI3B6o9u7u56UrZp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)

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)

4.5.6.   Calculation of triacylglycerols

4.5.6.1.   TAGs with one fatty acid (AAA, here LLL, PoPoPo) (7)

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)

4.5.6.2.   TAGs with two fatty acids (AAB, here PoPoL, PoLL) (8)

![Formula](data:image/jpg;base64,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)

4.5.6.3.   TAGs with three different fatty acids (ABC, here OLLn, PLLn, PoOLn, PPoLn) (9)

![Formula](data:image/jpg;base64,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)

4.5.6.4.   Triacylglycerols with ECN42

The triacylglycerols with ECN42 are calculated according to equations 7, 8 and 9 and are then given in order of expected elution in HPLC (normally only three peaks).

|  |
| --- |
| LLL |

|  |
| --- |
| PoLL and the positional isomer LPoL |

|  |
| --- |
| OLLn and the positional isomers OLnL and LnOL |

|  |
| --- |
| PoPoL and the positional isomer PoLPo |

|  |
| --- |
| PoOLn and the positional isomers OPoLn and OLnPo |

|  |
| --- |
| PLLn and the positional isomers LLnP and LnPL |

|  |
| --- |
| PoPoPo |

|  |
| --- |
| SLnLn and the positional isomer LnSLn |

|  |
| --- |
| PPoLn and the positional isomers PLnPo and PoPLn |

The triacylglycerols with ECN42 are given by the sum of the nine triacylglycerols including their positional isomers. The results should be given to at least two decimal places.

5.   EVALUATION OF THE RESULTS

The calculated theoretical content and the content determined by the HPLC analysis are compared. If the difference in the absolute value of the HPLC data minus the theoretical data is greater than the values stated for the appropriate oil category in the standard, the sample contains seed oil.

Results are given to two decimal figures.

6.   EXAMPLE (THE NUMBERS REFER TO THE SECTIONS IN THE TEXT OF THE METHOD)

— 4.5.1.   Calculation of moles % fatty acids from GLC data (normalised area %)

The following data are obtained for the fatty acid composition by GLC:

|  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- |
| FA | P | S | Po | O | L | Ln |
| MW | 256,4 | 284,5 | 254,4 | 282,5 | 280,4 | 278,4 |
| Area % | 10,0 | 3,0 | 1,0 | 75,0 | 10,0 | 1,0 |

— 4.5.3   Conversion of area % into moles for all fatty acids (see formula (1))

|  |  |  |
| --- | --- | --- |
| moles P | = | Formula |
| moles S | = | Formula |
| moles Po | = | Formula |
| moles O | = | Formula |
| moles L | = | Formula |
| moles Ln | = | Formula |
| Total | = | 0,35821 moles TAGs |

— 4.5.4   Normalisation of fatty acid moles to 100 % (see formula (2))

|  |  |  |
| --- | --- | --- |
| moles % P(1,2,3) | = | Formula |
| moles % S(1,2,3) | = | Formula |
| moles % Po(1,2,3) | = | Formula |
| moles % O(1,2,3) | = | Formula |
| moles % L(1,2,3) | = | Formula |
| moles % Ln(1,2,3) | = | Formula |
| Total moles % | = | 100 % |

Sum of the saturated and unsaturated fatty acids in the 1,2,3-position of TAGs (see formula (3)):

![Formula](data:image/jpg;base64,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)

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)

— 4.5.5   Calculation of the fatty acid composition in 2- and 1,3-positions of the TAGs

— 4.5.5.1   Saturated fatty acids in 2-position [P(2) and S(2)] (see formula (4))

![Formula](data:image/jpg;base64,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)

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)

— 4.5.5.2   Unsaturated fatty acids in 2-position [Po(1,3), O(1,3), L(1,3) and Ln(1,3)] (see formula (5))

![Formula](data:image/jpg;base64,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)

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FKlBtK3VAFRShR673pJ/lXs2q6W2+WyHe7LcI8+33BhuVElRnQ40+y4kKQ4hadhSVJIII9EEGsqlQvkvl7BeJmLQrMLjJRKyC4ItVogQoT02ZPlKBV8bTDKVLVpIKlK11SPZIrnAeYuNOTsckZRhmXwJsKCFftBK3Phfty077ty2XOrkZxPVQUh1KVJ6nY9U4w5g495kt92vHG9+F6t1nur9mfmtMOJjuyWQkuBlxSQl9A7gfI2VIJ2ATqpbLlxYEV6dOktR48dCnXXXVhCG0JGypSj6AA9kn1VZ2Hyj8eMnvyMbsnMmKyZ8hxLMNP7RQhuesgnrFdXpuURrSvhUvqfStH1Vog7+1R3OuQMT44tDN6y66phsy5se2Q20tqdemTH1hDMdlpAK3XFqPpKQToKUdJSoj0L5k+OYxGbmZHfrdamHnQy27NltsIW4QSEhSyAVaBOh70DWHmucY9x/ik/N8mkvM2W1tCTNlMx3HxHj7Hd9YbClBtCSVrXrSUJUo+gTXtRZUadGamQ5Db7D6EuNOtqCkLQobSpJHoggggiu2lKVp95vz73fOb/F7iaEzFdtt+5AN/uCJCvyOItaWnehHUhQKHnSAfupKR+uxcXOnC2R8qXfDcjsPJ7mLKwqZIurEdyxxrpGemKa+NqSpt4jTjKFPfGoewXSfuAa008dMrur3nTnORSOcp0+DkzNghx7o5gTsZrJi0yEqip22ExPjP5S4CN63+lbm8R+SOL8t8hZ7xlDxfJ7Fe8AnfTSkXmB9OiawXHG0So52ezS1sudSdEjqf19at3vnzi9z8Qy18sC73QYlbeMn8dkXVWP3IMJuJnrd+Af2faj0UDsDr9xvY1Vn/iP57jUfxmzHjUPTpGS5XaWzaLfEtkqSuSBKZJO2m1JRoJUT3KftUf5atFm8qPw/79gnGodvN9smPW0NxXYUqM4m4Q2mXiylDiEFbhS24hIAKSpQBqt/InknCPI/xs4l4Z4glQch5Bu93x3tj8V1Dlwx0xWv7U7NbSCuIlnSmnFEDRVobG6+jGwEkn7e61gw1lXlTzdH5dlpEnijjGa8xhaVdVsX2/oKmZN2HshbMchbLCtf9p8jgO01SXCcaOOG4l1yv9kuc1DndbMmRH6ia5ef2qEvtulI+ZLJtxkd0geouzoJ2a+ho+1Q+by3gEDM8dwF7IGl3jKok+dakMoU60+zD6fUK+ZILaevyJ9FQJ96+x1LIsqNOiszYUhp+PIbS6060sLQ4hQ2lSVD0QQQQR6Nfp11phpbzziUNoSVKUo6CQPZJJ+wqP4FyBivJuMsZjhVxNxsst15uJNS0tDcpLTimy40VAd2ypCurg/KtOlJJSQT7MG5225/P+zp8aV9K+uM/wDC6lfxPJ/vNq6k9VDY2k+x+tYk/KcZtV2iWK55DbIlyn6+lhvzG2339nQ6NqUFL9jXoGsy43K32iC9c7rOjw4kZBcefkOpbbbSPuVKUQEj/Mmvxabxab/b2btY7nEuEKQCWpMV9LzTmiUnqtBKTogj0fuDWZSlK6ZkyJb4j0+fJajxo7anXnnVhCG0JG1KUo+gABsk+hWNZb9ZMjgIumP3iFc4a1KSmRDkIfaUQdEBaCQSD9/dZ9eQrL8URkCcTVktqF7UOybaZrQlEde+/h7d/wC7+b7fb39q9AToRmKtwlsmUhpL6mPkHyJbUSAsp3sJJSoA61sH+VcRJ8Gd8xhTGJH07qmHficSv43E/wB5CtH0ofqD7FYFoy/FL/Ok2yx5LarhLhEiSxEmtPOMkK6nulCiU6Pr2B7r16UpSvKs+U4zkL8yNYchtlyet6w3LbiS23lR1kkBLgQolB2lXo6+x/lXq1iyLpbYsyLb5U+MzKnFaYrLjqUrfKE9lBCSdr0n2db0PZpIultiTYtulXCMzLnd/pmHHkpcf6Dsvoknauo9nQOh96ydj+dY1tultvEJq5WmfGmxHwVNPx3UutrGyNpUkkH2CPR/SvFVyDi7Wet8aSZzke/ybau7RY7zDiESoqFpQ6plwjo4W1LbC0pV2SHEEjSgaklKUpXkfvfin7wfun+8tq/beu37N+ta+q1077+Ht3/u/m+329/avQcnQmZbMF2WyiTIStbLKnAFuJRruUp3sgdk7I+2xv71wzcIMiVIhR5jDkiL0+dpDiVLa7DaeyQdp2PY39xXepSUgqUQAP1NeZYcnxzKYy5uNX+3XaO2v41uwZbchCVa31KkEgHRHqvxesuxXG5EaLkGS2q2PTCRHbmTWmFPEEA9AtQKvZH239xXrbFeTYcvxTKVSUY1ktquyoZSmQIM1qQWSregvoo9d9Va3r7H+VevSlKiUrlviyDnDHGc3kfGWMukhJZsLl1YTcHApBWnrHKvkO0gqGh7AJqWVzSqmy3yl4UwfL7rhmSZU9Hk499CL9MRbZLtvspmHUYTpaEFmL8mwR8ik6CkqVoHdSDkPm7inivAHOT84zi12/Gksh5qcHw8mUDrqlhLfZT6lbGkthRNTG3zmrnAjXFht9DcplDyEvsqacSlSQoBSFAKSrR9pIBB9H3WRUez7LlYHiVxyxOMXrIBbmw6q32dtlct1HYBRQl5xtB6pJWdrH5UnWzoHWrG/wAQ/F8g4khc8L4T5Eh4AmYqHd726xF+O3ku/E26lBeDklruUhbjSSlsq1tRSoJnsXy1sCcyw+zX3AMksuNcizP2diOTzVRUxbpIKCtoFgOmQwl5OiypxAK9jaUEgV6WeeSUey8kr4a42wC88g5pCgout2g22TGiR7TEX6bVJkyVobS44SOjSeyyNqIA0TVXkVzJh/OHhvzsxEsk+2XjELZPtd8sd6jNiXbJzaErQVBKltqSRpbbqFFKh7BBBAlGJ88Ytwl4xcIMXG23K+ZFlWL2G1Y3jtpbQubdZhgMHojupKG0JBClurUlCE+ydkA5aPNDD8fZzW3cqYTkOHZLgsa3zJtjWuNPemsz3ksxFRHI7pbd7vLbaPYoCFrT2IH5qlGG855ZdOSbVxln/C97wu4Xu13G72+RKu9vmsPsw1xkOpBjOqUF7ltnRAGv1P6QzyXt9wxbnHhjnubZZM/E8MVfbVfXocN2XItouUZpDEwMsoW4tCXGfjUUJ2kPAnSe1a+ZdiuOcjQLpjMLiqxu8h85Zrdr7jdyyCxJXMxzFUIYZdvklDraVM/w2VKjtOlJLkln/EFprcfx3c4OtPHsTjngfKcfu9jwpKbQ6i03FqWY7yRtXzKbUf4i1dlqJ/vEqNa2+X1ze5l8wOFPD2790YdcG3M0yOP8ykt3huOJCmobgT7Lf9kcKkn0r5En0UgjZzmXg/j/AJj4munFOUY9b1WmRCUzCSI4AtzyUEMvMBJSW1Nq6kdSn0Cn7EiqZ/DO5jyjmbxYtNxzO4SrjeMbuMvHZE+Uvu7MSx0W04pWyVKDTzaCpXslBJ3vZ9Wxu/6UPOvJ3Z7bj1u4UxWDb4LDoT8TV3vAL7spA327iI0hkK+wC3B63s9K+AsjzHyc5OzDnLD8Pyji+5WCBAxld5WmVItwSygSmWmFp6MNrcL7jjnpZIa0op2EV/8AhiuX+48e8m2gy3rnxjAzW4W3BjMcMhKrYhSkqQhTn51s9SyB22NlwD/EKsvwvXNxCLyZwDNkl+Pxbmci22QpJUlqyy2W5sJgrUSSptL60a+yUpQkE63V08lcn4Hw/iMvO+ScljWKxQlNofmSAtSUqcWEISEoClKJUQNAH/8AlUn/ANZB4U/6+LT/AOXzv/QqYcV+YXjfzZlIwri/lGBfr0qO5LERmJKbV8Teu6tuNJT67D9d+6uWupSWVrS4toKUjfUlGyn/AGevVfvuP5K/8Jr8/l/Tvv8A/aoRiPG7li5By7kq+303e7ZIY0KJqIWUW21RkqLENAKldj8rsh5bn5e6nf7oCUipv+T/APP/AP1XJKT9+/8AuBoFJH27f0NdaGIrbinm46UrV/eUG9FX+0691+3A062pp1vuhYKVJUjYIP3BFYlls9lxu0xLDj9qi222wGksRYkSOGmWG0jSUIQkAJSB+gFeKzxnxvHzZ3kljA7E3lb7IjuXpNsaE1bYBHUvde59Ej7716+3qpLISFsOJLIdBSR0J129fb3/ADr5O5R4x8wQ+ZcWxiyYZbMOtGUWnI5Vu4qOVzZVv+ijuRHZUVdwaWn6QzVlCiiOQ0PhQF7StYH1G4+t5tGBY1ajisXGDCtEOP8AsOK+l5m19GUJ+kbcSAlaGtfGFAAEJBAG6pHzcnXC9YZhvCdt+ZH+lrMrbi1weadDZbtXZUmeAdjZXHjuN9f8QWofcirezfjLHM6xKNhc2VerVZ2HGv4Fhu0i0qWwhJQI5XGUhfwlCupbBAIA+2hWsv4ZbEKycMckMRmVIjQ+UMiSlPdTivjQI4G1LJUo9UgbUSTr2T96jPiRgWGeSHA/IvPfLOE2q+Xfk2+36TGuU2M0uYxbWgY8ZphZ7LifD8biUBCgpJSFgkkKqreDuSso8prh4l8X8pq/ee2M2a+5jlLU8JU3cjAky4Ntcf7kmQpC2EqWhQ0pSuyt+9bC438HE/4hznFHHsGLZMQy/jNOSXKyw2ktQ/2nHmrjolNMoAQ04WUJQspA7hIJ2QCNva/JUAdaP9DTuP5K/wDCa/Vai+X09fIHkJ4/+N0mAmfj+R3qZk2RwH9BidEtzXyNMubOnG+/dS2SkhfVAP6iumaiFw55+cfYNxraYGPY/wAhYbczf7Vb46Y8OQ/CLjkeSGWwlCX0+0FwDZQopO9DVo+aPNE7gLxrzXkeyvtNXmLDTDtKnN6TMkLSy0v7EEo7lwA+j00SN1qfieJePzeGcH2nIbdm+HT5+UWnIIvKc+wxkpzO9LQqR8Lk1Ti5aESVrUpHzJQFIaSASANyny54k4s5Z8rG4HJHHXI2YO2zj+1zLfCwoBD5QLncRID7i1tthsgtAArSsnfx7ParWsmBcc8w+G104t8RsvGEWyZEfs7MpEVxMuDLSsfVR5qFkPofX+ZDqlfxNO9xvad0NlWJYFcPLTx54s4Bj2CNmfHSzcc9v1nht2guW5lthLrDiGwgSDIKHv4Y79As/wCFThH0YH2oVAfff+4Vx3H8lf8AhNc1q/8AiO57k2F+Mtys2GSHWL7nd1gYdBdbIT1M1wh0FZI+Psyh1AX70VD7fcQbyowjD/GW18G5rwjitrxK8QOQbLijj1ujIZM21SmnG5EWUUAGSlfwtnbhKgpIUCFe63YHse/51opnfF+O8d/iI+Osi1T7/cZl6i5bKmS71fJdyeUpNvUlCUGQ4oNISklIS2EjX33oVdPkN4iYn5NcgYxd+VJj8vEsXtE9uNa4kpyI/wDtKQ6x/HLzej0DLSklOx7IP6VQ/if4q8ZSsuzDn/giLLsdkZg3LGOPp026SJ31coBxiReVhaiPj+Xsy0jRBQ2tw+1p6wzlH8Pfx249x3BOIcasdzufLGeJFshSlX+WiJHUwyF3G7OMpUlPxMpJWlsaClraR9iavzya4lt3DHibZbpxgr6S5cDuQclsMqUtS3CiKsCYhxe+yvnjuSAtGwlRUE/lGinai03Fi72uJdIoWGZjDchsLGlBC0hSdj+eiKqflbzA8b+EcoGF8ocqW2xXr6ZuWYbjEh5aWl76KV8TawnfUkAkHWjrRFQ3/rIPCn/Xxaf/AC+d/wChV18Zco4HzHiEXPONsiZvdhmuOtMTWW3G0rU2soWNOJSr0pJHsfpXtX9q5P2O4M2Z1DU9yK8mKte+qXighBOiDoK0fRH+2vlFZOTuFcl4ee8YbtwhHxryei3KNYmZchuO1LeyIO7/AG0buo9+wW38rgUvbinA238iVitlvObjbC+TM/4ZwvlDHMxydl62ZKWY2IoAuL05CbaQpClFLbaCkPFRdUlsAjZB61a3hxD8eMfwm8YZwRjk7HJNjuamcms16bWi9w5yk7SJvyKUte0em1hSmyhOm1EA13+ZXHXLnKPG1ixfiJi0zXv3rtsm/W27zVRYNzs7fyF+LIUgFamVL+ErQjRUlJH5vaFa/cs4laeNPxCuELV442iBYLrkUOY5nlts7SY8V6zNFIQ9IjoAaSrp9QEr0FlSUDe+u+vxPwfD/JVnyLzjyJwu13G+ys6ueMvrvbTUtdlt0WOlLcZhxQ0x8PyLJW2U7UgK3tINUhb/ACQv+ceNfA3A+YZlepMLN8tuVhvlygOOyLreLHb5CUMw0dPzKXKLrcbYVshCe2wpRrbDg+z8Jnysfn4vjd/4oyy1YKm3DjyfZIVtZmW1UrsLm2Yi3G3yFpDRPyFSemiBVneS/lVj/jFFsdxyvj3L7xbr5cI1sauFojsOx2pDqlaaUC6HVOdG1rCUNq7dQNgkCvFk+ZdpsecweNcw4Z5DsmT5HbDdsWta4sSQ/fGh1CmUfE+pDElG3FONvKQG0NKUpYBAMv4l8h7JyPe8xwnIMbuGGZhgBjqyGzXSRHd+nZkNF5iQ2+wtbbrSmtEqBBSdhQH6wZvzTiXDFLty9jnC+bXriizfVKfy+IqGA/HjqKXpceE48mQ7GQpKtudQeqHFddJqAeRt1xvKfLHw6zXGX4k2FfJt+lRZ7KB/aYq4DC2ldtdinS9gH7dj6B3Vw5b5OfS57fOMOKOL8g5Hv2IxGpeSi1yokSNavlBLTC35TiErkrSkqDSN+gSSNEV5ln8zMP5DtuJf6EcPvmdXzMbHIySJaGnY1vXFt7EoRXnJDslxLSFJkba6IUtRUlX+EdqsLhrlr/S9Zb7NexO4Y3Px6+y8duFvnSGHnGpUcN/J+dhSkFJLg0QfY0fW9VqlmEPION4Hk5wnccJvNxyLmq6zJ2EybdbX32bq3dYLcP41yENqbYENxKlO/MtOkFS0jRBVjScH8ccw53PIV1xjjzC+MeG57Me45CuLGtzWRZY0gJTHS6QgKYh6BKU+nHiAQpKTW9tnu9pv9qiXyxXOLcbdPZRJiy4ryXWX2lgKS4haSUqSQQQQdEGsyobzDkdrxTjPIr1eBNMZEB1giHAkTXit1JaQEsx0LcVta0g9UnQ2ToAkfPCx5Qm2/hUHg+Ri2ajOnbZOtSbMjELqXvqF3JchKSr6foE/CtKu3br9xsqHWrI8qOTcSzC/+ON0wuzZZMt2JZ5b7/dPp8JvDYg21jbS3CgxAQEqbICAO2tEJIINSbCcptHjd5T8w5xyyuTZsN5iZst8xvJn4T6bcDHjrbciSXOh+lf26CEvdO2tD8xCap/PIN/ybGfKznlWMZHAsvLkGNiWD21nHJ6pN7MaKQieWENlxpt0IPRx1CAex2UkgH0MtxVy+4/4rc1TLfnreH8b2A4nma7FGulrvNmfctzLJkBLSESyy26kpcUykgp2AVBVdvKCfGK4w8kzLGeP805msJtlox3IcnueR3m7IMWXeoiRbrb8yyqTLQlbslJZVplxCEkhThTUk8bMVsnH/kli1k8auX8t5D42nWe7DKoN6Wqa1i7zbTAiBL7jaFR3nnAEKjgBemfzpISCjc/lPkrFOIOP71yPm0/6S0WOMZD6k+1uKJCUNNj/ABOOLUlCE/qpaR+taf8AJ3FXMLfidzjzhkDC4fL/ACJYFPSYoHyLsWPsqCv2MwR2IIifOXCnXd5wk/3QoWhxJJwCZzJx+riR2zuRGOKQi8qs/QwkwS/F/ZaD8J0HO4nFoLGg39R10Sqot5h8R53j3N3GnmdxhZpt+m8eA2zJ7LDCnJUuxuKWHFxmgD3cbTIkkpH5lBSSN9SKlOfecfD87A5Ufg/KhneeXuG5GxrH7PDeemvznEENfM0psfTtoUQtxTwSEpSrez6Ps+Cvj3P8a/HWxYHf9jIpzjl6vyA6FpanyAnu0kpJTptCG29pOiUKUPvXj8PvCxecvkFY7j1RJyezYlkFuCXEkuQ2IjsNxRTvsCHhrWiACkkjsAa981PISf8AvofHtzAeWZOESLeVZhd8Kxp6VLmpdR+S1x3nAlpttaFBT76Cs9T8KQlRWpNs+IWeHOcYvjeK8W3Hj3jvHXolkxax3iyLtlxbDcZK5K3GypSVtqcdR0WDskO9tq9nzvFmQL5zR5J5Vb2nVWt/P49qafWnr3kwbXGYkpA3vSXNDtrRBBH66uvkuLyRNxKTG4ouuPW3I1ra+nk32E9KiNo7j5OzTS0KUop2B+YAE7O/tVL/ALreff8ArV4T/wCELj/zVTHiuzeU9uycvcwZrxtd7CqM4kMWGwzIUpL+x0V8jr60lOuwKeu/Y0fVWvcrfHu1ulWuX8nwS2VsOfG4ptfRaSk9VJIUk6J0QQR9xWq+W+Jvh3gS4rec53fMeXN7fTJu3Kdzhl/rrfT5Zae2tjet62KkCfAvx3W0H0O52ptSe4WOQLyUlOt739T9tVH8Z8TPDvNJ0u2YfnV9vky3/wDzce28p3OU5H/MU/xEtyyUewR7A9jVSP8A6Avj7/3+/wCP71/zNYLnhF4xtXhnHnbvmKLpIYXKZhK5Hu4kOMoICnEtmV2UgEgFQGgSPddT/hb4sRburH5OQZW1dER0y1Ql8lXZL4YUopS6WzK7dCpJAVrWwRv1WXG8FfG+YVJiTM3eKRshvkO8K0P90mulnwi8Y5F3kWBi75i5c4jKJD8JPI93MhppZIQtbf1XZKVFJAJGjo6rBzjw78VeOMSu2dZrd84tdjskVc2dLdz69lLTSBsnQkEqP2ASASSQACTUGwTh/wAI88vSMXbu3JWO5A9FauEWzZNmV9tU6ZDcbDiJLDT8hJeb1sEo2UqQtKgkpIr07HwD4V5PyrP4ZxjJM7vGS2m2m53JEDO72/GgN/KGw2++iSW23io+mie+gToVuJaLXFslqh2aD8v08GO3GZ+Z5Tq+iEhKey1kqUdAbUSST7PusvQ3vXsVzWtPmNOax3KeAcyuKdWu1cp2+PMdC0p+EzIsmK0tXYgBAcdSVHfpIJ9/ar2zXNcf49xt7J8ndmot8VbSHFQrbJnu7UsJGmYzbjqvZG9JOvudD3Wn/wCHPlVugYpmvHORWXKrNe8kzq/36FGuWM3GIF295LRQ4XnGAyglKVaSpfbY1qo54xZ3YPEbhDkvgPlebcLfkWG3q8uY/Z5ndT16t8gD6L9mnr/aA86VDSE7Djh7JSSagPFfDmYeKj/ijzRyHDu1vs1ksV5sGbOx23FN2hu4uy5cITGgnbTaHJmnlq2lK2hvXUb2BwNxvmvz+unNOCuCdheEcfoxF28tpUqLcLk9LcfU3Gd0EOfEkkOFJUEq0CdkVuBVEZd4XcK5vk9zy7IHs4cuN3lOS5BZzi7sNBazvSG25AQ2gfZKEgJSAAAAK8+D4I8D22bHuEJ7P2pEV1DzTgz+87QtJBSR/af0IFbDVqH5k4xdMT5z4J8m47N2/d/BLtLtuVyoCVu/QWyY2E/UutoBV8CVd/lV70kj8prFhzIfPPnth/IvGkxq84jxlh0+Pdb/ABuzkF6fOK0NwmnQAlTyUKS6vRUAkgHRrA5wyx3zb4D544SsHGOS2DMcHdaXDt9+hqaXP+N9xcZ+P1P5vm+jkoSPYBKfagar3n/kTHPJvx24u4J4mjG88iXK7Y/+0LEGV/V4yIrf9sdngt7jpZUktLUepJX+XsPRvSd5B3vinye5BsnPvIlsxjjhdqt0vCGZ9qLaJqi0j6taJyU6U428l1Jjr7LIcQpOkj3QvGUTyh4g4Q5y8hOIuPoZn53n7mRWOx3W3S/m/YfyuJcnCEFh0OOJWlfxq0vo2tWj/DSefJvPLf5O5f49QuBLnAynkmyZFFu95nYwh747NCDaDL+SWtKVR2S4DpDhClBIBT2/Kfo4nevf8zVScq+L/F/MmRtZRmruWKmMxURG027K7jb2EtpUpQ0zHeQjsSo7VrZ9bPoVDf8AoC+Pv/f7/j+9f8zV8YpjVvw7G7bitpdmuwrVGbiR1TZjst8toGk93nVKW4daHZRJrXb8RrifLuWPGW5sYBDuEvJcWucHJrYxb1kSHHIyyF/GlIKlrDTjqkpTolSU696BrnyJ5ExfyzVwZxvwxcF3m5u5xbMwu2mXO1igwUPF4z09f7O53UpsIWUqLiSkbrYRnyMtqPJF3xxumB5RbpTtq/adsv8AIiAWu5qS2lx5llz9VNpWAT/9yVggaSVa5c58qY3K86OF81i2jMn7Bx3HyaBkVyZw27uR4sh+MtlpCVJjEvbcTrs0FI0UnsQd1fvllyFcrB4k5/n2Eh5Up7FnXbetyO406gSUJbS58a0haVpS92CVpBCgAofcV63iVjUnEPGTi7HZiI6JEPE7YHgwnqgrVHStR9gHZKtkkbJJJqmcXfyXLfxPcwlXBlgWTA+No1qghSFFRdmvx5CnEEp0Fb+RCiCPyhI/VVWJ56XSJafEHlFyWXP7bY12thLaCtS5MpxuOwgAfzcdQCf0BJPoVc2Iw5Nuxa0QJjRakRoEdl1BIPVaWkpUNj16IIqtOUrL5V3HKC/xDm3GlosAjtpDF9sEybLU977qLjT6EhP2AAT+ns+6iH7reff+tXhP/hC4/wDNVdPG0bkaHiMSNyrdMfuOSIU4JMmxQ3osNxPc/H1adWtaT06hX5iCQSNA6rB5sj53K4hzONxi/wDDljlinJsq+oKhMLKvi67IHbtoJJOgogn0DWiWYWrwx5J8RbbxRaMYSzybZseU1j2OJhPIyyJknxn+G6hDaXVrVL/M8tQ+JSSp09UALFyO8p8r8GcocT2Tm7OomO8cL42jR75MuUH6xqZlTKOj7LlxSCWFkFtxKnFFDvRaUgqVsRrg5V/V5BeRXmPj+KXS54DPs0aLjzNvhOol5S5CjtqcejMuEF0baLbbnUJc+QdPQVuzb55mNu+LC/IDC+K8suF8kvPWiHijtsfcmtXZtxbTjMhLKFKbbbU04pSyE7CAn8q1JTVG+OPLTcnlC3IxbiPlWRyhyJe4q80znPMMMGGbawyVyI0VTbqvo2ghoIjtfmHb4w4pRAI7sv5S4Qk55zg9yBxZkOHZqxIFiZx62XyWXuSGWgr6ZSrfFCfmS6QltStKBZdUhbhQHUiGxPGzJvG7j7xg5ay/HVB7j/KJ1wzpqE2p0WaLdV9i71bCgmPF0n5dBWiSQdVcFtuts5/8+8G5N4jDF+w7jzDrhGvWTxEkwly5fyoahNvdQHHkBaXCkEhKVn7H0cv8SG7pk2LizGrZaMguNytvItjyaUi2WKdNSxbYyn0vPKcYaWgdSpP5N9zvYSa6eSOYsGu/l7xDl8e1ZdIsmNWG/szbgcJu6mY0i4NxDFSD9LvupKF9iB+T7KIOxULxrryR5SeUtjtMHIILHLWIxMexm5T8auUeHIlM2l1l8qdcYSltLa9+1lIVr8hVsbz+POerFxz4cseP2QYtekcwWXGJOKM4HIssl6ZcpwQ8w0tlKG+kiKsp7l5tSm0o3tWxo14McuXBuReHOF5dCyafL4nZu8vL5MHG7lNZtn18dDjLXyssuJd6qUWv4ZVr4/YSNCpNZ8RwbhLnfmoeROZciYPbcxyhzLMZvtlyG8Wy0XONJS4tUdSoKg39W0UFPxuacX66AjW4reME8WJuRY1hHIHH2acUY+zaLlkeOZmLvckXVhL9zfa7T5DyVfSNy20JebafTtKnFJKkrcIVtN4JNZvE48yq3ZJlN0yuww8smM4lkt0h/BJvVoDTPSUtRAU+C58qUvKH8QJCgSnqakfkvyJlzDNr4N4dmBrkjkFLjESYn8wx+1pITMvDo7J9MpXpob2t5TYAVoiqbzbjPHuE/IfxaweMiBB4vsUe/QoLc4oDf7w/SdmH31rASqU6VKU2onuXPmKdE+7t8T12Z3j++P4d8P7nPZhfnMY+DXwG3Gas7Y6n4zHL/wBSWPj0j4C1+uzV1VwRv1TqP8/6mnUf5/1NNCnUf+zTQ1r3/WmhTVYtxtNrvDCI13tsWay281IQ3JZS6lLrawttwBQICkqSFJP3BAI9islSUqSUKSCkjRBHo142L4PheEMyo+GYjZbC1OkLlykWyA1FS++okqdWG0jssknajsmva+9NCuapvmnivKZ+Z4pzfxMmEM4xNS7fKiynvgZvthfWkyrc46AfjUFpQ+04QoJcb0RpxRFxdd/cnf8AtqK8oq5ETgt0Y4oj21eUykJi2565PdI0Nx1QQZTg6qLgZSou/EBtz4+mx22MPhfiiycKcb2jjuxyX5iLehbkqfJUVP3CY6tTsiU6okkrddWtZ2TrsAPQFTilK4O9HVfO/k3n3i7xp8oeTLb5VcRxL5bs2DV2xjJ0W5i6Om3IhttfstbTqlKZb+VlYSkdUlx5a1JSlYUIhyXmdx4/8V+C+A7reZFptnMWTSDJi49MXc5EPFXJheRa4r7JUl8/HKjMbSvRBKRtJJF+8bQuGT5XYxGXg2U8Q5vYMLkxLJh0uNbGbfcrWtfVx9tcFx5C3EFsJKC4FAMpV1IG62+kx0So7sZxTiUOoUhRbWUKAI0dKSQQff3B2K0bxnjHEeLPxOLLZcRj3ANTeJJdwlv3G6SrjKkyF3NYU44/JcccUdJSPatAAeqm3kH4e8A55mOceQ3lD3v1ktVlii3NJnSoQs1vhsuOSE7YcR8pcdW4sb/VQSPv7wPCbxK4+wfj7Is+hYhKxF3leOl6PbIN4lplWayKSFRI4l/KXkyVIIedcSsFLi+qCEoTXh+LmCYzxt57c/4fiMJ6NbYOO4yW0vy3pTylLYSta1vPKW44pSlElSlEkmrx8zuNMq5c8bstwrCYDM++OfQ3GFCdUEiYuHNYl/ThR9BTgYKAT62ob9VRfJfJuCZNk9y5yzLhy43rE7LhLeKW6wZRjT0eRfsnuM5p1m1xIcxjutSfhQhbqUKSC9tPYNrInviJYOIuDVyeJ7hmeDp5jylZv2U2ezOsMhmR02mFHYb0G2YzX5G2gAeiVOdQFE1tJSlQ7l7i7HeZ+Ob3xtlPzIg3qOG/nYWUvRXkKC2ZDSh/dcbdQhxJ/mgV+eJE8ls4Jb7fy4m3OZPA7w5ky3O7YuIbUUomJT1T8ReSA4WtfkUop2QAamQSB/P+tNCmqVzSlK4pUJwPjZWI5NmOZ3XIHr3ecuuKHlyHGAyIlvYSUQ4DaQT/AA2UqcV2+63HnlkDvoTbQpqmvWqaFc0pSuKaqEu8aify2xyler2uam1WddrslrMZKWre4+4FS5PfZK3XUtsNg6HRCFgb+RdTbqP8/wCppXNKp3kXi3KuWeWsVGUCJH45wh5nI2oqHyt+9X1BUIwdQAOkeL7dAKj8jq2yUgNbNwgaGhXNKUrjVNVj3Fma/b5LFtmIiS3GVpYkLa+VLThSeqyjY7AHR67G9a2PvUZ4q46hcXYNb8Qj3KRdJLJdlXG6SAEv3Ke+4p6VLd0dBbrzjiyB6HYJHoCpcEge/f8AWmv/AHumqaoQD/P+tOo/z/qaaAO/f9aaFOoP8/600KaH/s01qsQWe0C7Kv4tcMXNUcRFTfgT85YCisNFzXboFEq671sk63WJlOIYnnNndx3NcYtN/tT5CnYN0hNyo7hH2Km3AUkj9PVejEhxbfFZgwYzUePHQlppppAQhtCRoJSkegAPQArupSlKUpSlKUpSlKUpSlcK3o6rSDD7twxgd+5ow3y2xxpnIcyyyXKkXG+WR2RFyOyEJTbjFdQ0tIaYaAbDIWVNLClEhS9CnIvjtlfG3GfH3LtswK/jGuNOaZ2U2WzSY8l27wcLlOsBKiwQp5rqWA8tkoK+p7qCVdhV3XK6xvJLze4cz/iWG9dcR4stN6k37IzDfZifPNYLDUJC3W093h+Vzqkq0lwn1r3efEnkM7yVyhyBxTeeMcmxC6YRIQqO7dmglq8W9x11pqbHOhttS2HNa7DWvzb7JTrheOTo7/4gNt5mTxxyoMOtnG72MvXP/R3eylVwM5bobQ2IxcUnor+/167B9/rU4/E3OXXnxqi4RhjC1u5xlVnsEtXwOr+KM6tTpUoIBUlPdlsKJB/KSPvqtq5MqPZLO9NeZdLECOpxbcWOt1ZQ2kkhtpsFSzpPpKQSfQA3oVpJwxyClnzl5d5JuHHfJsDHM5gY9abHPl4DeGm5D7DSGnCvcfbCAr/G70SBskgCt5nHENNqccUEpSCSSdACtY+MWXvKDmFvyFuiS7xtg7siBxzHUdtXWZtTUu+KRv7ApWxH7J2E93BoqBNIcJS4kHh2Jx3k14ts3mdnnZT0hlsJE9V1TdQ69NdaBQ6pk29L6lqBAMYlG+v5K+ho+1c0pSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlK4KQf5/7jTX6UCdD0T/vO6heIcasY3muWZ/cL1Ju94yh9htLr7aUCBbo6SI8FkJ/+mha33Co/mUt5ZP2SBNNUI3XNcaopKVpKFpBSRogjYIrqhw4lviMwIEVmNGjNpZZZZQEIbQkaSlKR6AAAAA9ACsFOL42jIV5ajH7am+ORhDXchEbEpUcHYaL2u5QCSeu9bP2r1KUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUr/9k=)

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)

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)

— 4.5.5.3   Fatty acids in 1,3-positions [P(1,3), S(1,3), Po(1,3), O(1,3), L(1,3) and Ln(1,3)] (see formula (6))

![Formula](data:image/jpg;base64,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)

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)

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)

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)

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)

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)

— 4.5.6.   Calculation of triacylglycerols

From the calculated fatty acid composition in sn-2- and sn-1,3-positions:

|  |  |  |
| --- | --- | --- |
| FA in | 1,3-pos | 2-pos |
| P | 16,004  % | 0,653  % |
| S | 4,325  % | 0,177  % |
| Po | 1,015  % | 1,262  % |
| O | 68,526  % | 85,296  % |
| L | 9,204  % | 11,457  % |
| Ln | 0,927  % | 1,153  % |
| Sum | 100,0  % | 100,0  % |

the following triacylglycerols are calculated:

|  |
| --- |
| LLL |

|  |
| --- |
| PoPoPo |

|  |
| --- |
| PoLL with 1 positional isomer |

|  |
| --- |
| SLnLn with 1 positional isomer |

|  |
| --- |
| PoPoL with 1 positional isomer |

|  |
| --- |
| PPoLn with 2 positional isomers |

|  |
| --- |
| OLLn with 2 positional isomers |

|  |
| --- |
| PLLn with 2 positional isomers |

|  |
| --- |
| PoOLn with 2 positional isomers |

— 4.5.6.1.   TAGs with one fatty acid (LLL, PoPoPo) (see formula (7))

![Formula](data:image/jpg;base64,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)
, = 0,09706 mol LLL

![Formula](data:image/jpg;base64,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)

— 4.5.6.2   TAGs with two fatty acids (PoLL, SLnLn, PoPoL) (see formula (8))

![Formula](data:image/jpg;base64,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)

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)

0,03210 mol PoLL

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)

0,00094 mol SLnLn

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)

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03KV8JZb4/bWpq/hypAklgpccSlTYISFpHlQPIJFQX6OEAbKdLQAB/wBWyT4/99kV4fpFdQMmw7b4jGMLkPx77qNkNtwuE6wro4PjFkupS4SA0VNNuICz7d/uPBEJ3H4lh+1XIdAsq0HxS1YjNuOoVswi6C2RkR27raZjakOtzEtgfErBZbWlxzlSVgqB5UaxX0lunMKFhVo1FdyjK5cqfnWOxG7ZIvj5tURvuQv0oSSGuyy2lRUsLIUCUlPJ527v2g45c9AEW7MXLi3YZWYYwzdF21Dq5aYqrxGDpYS0lThd6k9QhJUVccAnxUL2Y4Ltm0xzW6YniNuz22amC1NreY1FQ4i7vWwqHZ6IFfwiwtxI9T0DyFIQHAOqBUy3bWyfZ8z0X1mk2Vy64tp7lr0vI0NNKeXBiyobkZFwLaUqKkR3VIWopSVpBChwApSdCag/4D1AczrLLJpFaslzDWfOGLdpku721TTshiHaokSRdHTwl34BlbUl4BZ6rBSevzg11Ztfw/RvSnTaLozpJltgvasQAZvarfMYekGe4Sp16UhpSi044sLIQr+VICE/KgARLeNpLmGq0bDI2nODyn8tt0+Q5ac1YyT6qGGrWhCVTFNpPqTAsDj0EoUFBBCigHk6I+jAwHM4mO43qPk+Ht3u2XXFXo1gzBN9KfquK3KS0u0fVRPRkrcjqeL7IIc69nFeooiumN2enEPNNJcnvc7KsstyMexq8ykQbPfH7fGmuCItSDJDBSp1KFIBCSoJPkKCgSKw2wtgSNmWlscOONerjaE92ldVJ5W55SfuPnkGtPY/p7C01+kuxexQ8lyi+qk6Tz50ibkN6fuUlx5dxcSSFOnq2nqhACG0oR8vPHJJPc9ckb+NQsquWlmeaU6ZXZy3y7bh0/JMtu7SFK+rrYhpz0IaSCAH5rja2x5PRht9ZT5b5jWcs2KR9Fng8fKHH27M7jGBt3FcYL9ZMUzrYHS2EAr7hHbr0BV246gngV7NoOnO1/S3UqVjmP2zUO3akSLa47BRqQ063PkW0r/iuwAsBvoSEhwI4dAbHdKQDzDNa9mej+B4vmWuGsl3y+/Zrk2STZEO145kDlvau0+bNW3a7ew2hr5XFNmM2tZSrgh1fzJTXTO0jQM7dtF4GEzZ8ibepz7l3vTrsx2ShM15KQpppTilH02kIbaSRx39PuQFLVXKum9miM6KacbNsxw8y80xLUCPKyq3TLatyCbRDuTk+RdH3nW/RXGejlCUq7KK1vpQf9vrJ9AsN2+S9Xnt1Vwt2H4HiLkt/HtL2p8huEu8LUspkXYfEOBSlvqCkR2wE9WR2Cey+T3JcG0PQJDSohlJW0tJYSoJLgKSOgJIA59vJHvX5OXTbrrdbtYLFhVmwlzH7Ddsavsu3aSSM5edUbOzKjmVbk3drn4T4txxDnpNrLfCOjjgC1cfqhg9vRa8KsNrbxlGOIiWuLHTZ23kuptwQylIjJWj5VBvjp2T4PXkeK4unacwdOvpHNH4EfJ8qv703EMglvzMhvb9xeK+riQEeoejKQkJT1aQgHgE8nzXdh54PHvXFmhmPYnui3F6+Z9qthNpyqz4hf2MDxli9QWpTEFENKzMDTDvbo4t0oWXeAVdgEkAdR79nL+Q6r6N6paRXvNsngW/AtRrvh9juluurjN2j2uI404wz8WeyyUpUW+3v6fCfuBrybBbLDxzVLc1YYD016NbtQvhGXJ016ZIU2hlaU+o+8pTjh4H8y1E/wBa03qHplt4yPX3WTPNZLdrBKZsWXFF5cxNmWbPBgG2W1Tb8xTCe/I4kdgyVLCPmWlI9Mn9FMEcwt7CLErThdrViwt8cWb6r6fCCEEJDIZ6fL6YQAEgeOBXCmK21u26ODZjleEOzM9c1TalzobtuU/EuVnTf27q5dnXVt+kqKqGhTRK1KUVBLagCSgZnSXDduV81xk7o5lswvBdPMbuEmy4DInPtQm79dFKKJd0Sp5YBbSoKZjtpHXwpwAEJI7xBBAKSCP6VWlKUpSlKUpSlKUpSsHmOc4Zp5ZF5JnuWWfHLS24hpc66zW4sdK1nhCS44QkEnwBz5r1Y9kmP5bZImSYte4F4tNwbD0SdBkIfYfbJ4CkOIJSocg+QfurWI3Z6DjJZWNyc1+ETEvLuOOXaXBfYtH1s0gLcgi4LQI3rgE/J35KgUjlQ4qT6ja16Z6VGyM5rlDESZktwjWuzwWULky58l9YQ2llhoKcWOT5UB1H3kVK73fLLjVnm5DkV1iWy125hcmZMmPJZYjsoHKnFrUQEpAHJJPAFay+11tX45+0hplx+P8AiqDx/wDkrY2NZTjOZWhi/wCI5Dbb3bJSQtibbpbclh1JAIKXGyUkEEHwfYisrWv8x3B6E6eXtzGs91lwnHLs02h1cG636LFkJQocpUW3FhQBHkHipNiGa4fqBY2cmwXKbTkNokKWhqfa5jcqO4pCilYS42SkkKBB8+CKhV43Q7bceu82wX7X3T23XO2yHIsyHKyWG0/HeQopW24hTgUlSVAggjkEGpDg2rulWp4fOnGpOL5T8KSH/qa7sTC1x157BpRKf5k+/wD2h+NS6lKUpWrNyWo+I6eaU35WVT5LCrzbZ1ugtx4EiW4/JXFc6tpQwhZ5P3c8D+taT+j11Lxu2bT8awhTN3eyXCrDKl3azItEpEtAEl9YQhLjaUuLUCkJSlRJKh+NQTc1m0jeXs2Y1a0gxnLrdfNPMxiXtdnejeldIsmCeHgG0hXdSGZIeSEkHwPvBScxuRz3Dt0uY7dsH0RyKDk0xvPIGdXFyE8HkWm2QW3FuGYEcmOtRUW0oc6kuIUjjmqfSZ5/jU3BMf0zgOXKZkkPL7HepMKJaJkj0YTa3FLeU420pHABHgKKv6VsLXrcLe2MO081N0gyW2MYRIzNmFll7ulikPx4FuAWVOuNrSh1pAcQlJe4SlBWlRUlPzVAL/NhbiN+ulGd6IXa25Fi+mVmuLmT5HaZC3oaVSkOJZg/EIUWXXD2C/TRyoBSyvwAB2TleUY/hGM3PLsrurFttFmiOTZ0t9XVDLLaSpSif6Af5n2rkGTiOrWb6SavbspNqm2nUXKsRnwsDtD7f/S8cx9Da1sNJSnsUzZI7SHOCSFraR8vTgerbvB03gTttK9LmLQzdZemcpV7TaUtBLlr+HjKWuSWQSpwXMgI9ThPdc3z6g4PZdW2I7EVlLEZlDTaPCUISEpH+QHitPbsdRcSwbRTLLbkc6U1LyOwXW2WtiNb5MtyTKXEcSlsJYbXwSVpHKuB59/BqCfR55zjdy23YTp5HlSkZDiliYZu8GRb5MdcVanHOEkutpSo/wDsk/8A2rUGR6+aYO/SFWPVZN3uYxO06aycelXU4/cfQRcDOccDAPw/Kj0UDyAU/dzz4rqDVLcpjGlOpWnmnV/xXJ5DeossQYd7hwPUt8OQtxDbLb7nPKVOOOISOAeOwJ4HtzVul0tzLSPRrVMu7h5kk6kN3h82pWCsy5d5mPR1BERUpkKWgBpLbDayAEIQgDjrWIw3VjVjANmmml2wTUeHcBj93xq1ZbIu+FuoaxS0iClL7TrISlyQGXgz2fR83HJ5HlQk+pt2te5TedoRdNBr7asntWmq7jecoyK0SlvxLew6G0oiGS2r0VuPdVJ9JPLnCgVANk1It0txv2SbxNsWlMVmI5a03a55ZKTI4Icdgxj0PBSfmQkuKT/vKHsQCOwUghIB9+K5r3C3C7665sztNwebIatsllmfqbdYjnCrbY3O3p29KgfkkTei0DwSlkOL4INa+m43g0Hd/qTjmsNtxVjBrTpFAZxaFNaZbjwbEguIuCWUuAIQErSoLKfCUeiCQOBXSO3V2+vaDafO5KqQq4rxq3KdVKK/iVAx0dFSO4Cg+UdC4OPDhWB44rYJjsKeTIUyguoSUpWUjsAfcA+/Hivv2rgPVHXHThW/7TjP0XK6Kx3E8ZvdnvFyTYbgWI0xwupQ0VBj5iT96QR5HnzXTOebn8PwDVLT3TO6Y1k76NR0AWy+sW4m2MvLUEsMvOEhSVrJHjrynsgq4B5GhNA75jm1rcZuExDV3Lm8WsuX31Gd41KvkpEeDOYeS4uath5fVCnUKUhK2x8wS0P5gnsc3sYK9PNE9TNa88jS7FYc8z6+5tBblRHjKYtr7iGmlOspQV8qLZUAEnlKkqHg1FdkmquFta666RpEu5RXNQs/XccbEqyzmBcI3pufxEqWyEoHAP8AOUn2/EVlrNuhTZ9OdZcU3IZpicbNYl1vdts+JKgOw7hMiKQpmGhDLag5OEjlHV2ODylRHflJ67R2BaY51pDtSwfCNRojsO+R2ZMp6G8slyIh+S482ysE/KpKFpBT/snkfcat7kr7kGqWRQNp+nE6TFl5PHEvOb1EUObDjZUQ4gK5+WTMKVR2h1UQkvL4ASFDW8vDMJsG9pvCNRrLi8fTeyaMOx8RgXRpkW+JHRJS3ckoDwCO4jpV6pHkMde3CSa35tUclubd8CXIcmOMmztfALm9viV2/lXwanuwH8UxvQK+Pl7E9SU8E7XpSlYu/wCU41isduXk2QW20sOr9Nt2dLbjoWvjnqC4oAngE8CsmCFDkHkVYn3CDaoT1xucxiJFjILjz77iW220D3UpSiAkD8SatWe9WfIbe1drDdYdxhPdvTkxH0PNL6qKVdVoJSeCCDwfBBFedzKcZavzeLOZDbEXl5Bcbt6pbYkrRwVdg127kcJJ5A9gaynIrzW25268QWrlaZ8abEfBLb8d1LrawCQSFJJB8gjwfup9aW36yFnM+OJ6mDJEX1U+qWQoJLgRz269iB2445PFWr1f7HjcE3PIbxBtkNKggyJkhDDYUfYdlkDk/hzV+33GBdoTNytc1iZEkoDjL7DqXG3En2UlSSQR/UGvRWAzvLF4NidwytGMXnIPq5AcVbrO2yuW8nsAotpecbQeoJUeVj5Unjk8A8z419Ihi+Q6Rxdef+RLUSLgLUtUS8XpxiJ6dv5d9JtxCC8HJLXYoDjjSSlsq4JUUrCZ7G3bY+nMMPtV8wHJLNi+os0WzEcpmKipi3SSpBWyPQDvxDKH0jllTjYK+RylHIrJ59uRjWPUk6Nab4DedQM2iwE3W6wLbJjRI9phq4Da5UmStDaFuEjo0OyyOVEAcEx3K9ZMP1w29az25mxz7ZeMTst6tGQWC9x2hKt8tEFxaewSpba0KHC23EKKVDyDyCBf2DD/ANDnSjj/ANXmT/8AUXXP2C2G4WDRqw7NMowSbJyuzamM3C6rftTqrTKsLF8F3curspxsxlMLjJ9EIU4pZWUoUBwoJyGj9r22Oawvbsr9AwDTbCkS5Nl00TITHtRvTylFMu9Hv0Ky6eW2QRwloFfAKga7wIafa6kJW2sex4IIr81NnWpOhel+4TdnZNVcvw/G4lyztxmFEvMiPHafZRJuCXENoc4SpIC0ggDj5gPvqebO22Fbvtcc90dZ+C2/TYLJiyIjZjWWTfG0xhIfipUAlXBRM7OND0+Cnk8FHG3m96UO44pdtXca0XzW+aUWUylP5hDVDCX2Iyil6XHhOPJkPRkKSrlwJB6ocV1PU86J+k7uGKZxhm33L7L8BdbZe89tr0SYGUrTJhvshY4KhyULT0JSfB4HI8eP0FjsssNBphpDaEk8JQkJA8/gK/PPdXfcIwL6TfQXL8yudnsVnYxu4LuNxnqbYYTy3PQguuK8eVKSkc/eofjXzrpfMG1S3WaGZBs5nWi9ZfCvipGZ3jEQgobsRca9VM+S2A0UqQmSAhwlZ54A5UnnqnL9yaYmpVx0e0s05vWoeWY/EZn39i3zIkOLZ2nhyyiRJkuJR6zg4UlpIUoo5UeAKlOjWtmI63WW63PG4t0ts3H7tJsV6tF2YSxOts9gjuy6hKlJ9ilQUhSkkK8HkECfrWltJWtQSlI5JP3Cub3/AKRrZZHecYc15s5U2ooUUQpq08g8eFJYII/qDwa+of0iuzKfKZhRNdLU4/IcS02gQJ3KlKIAHlj7yRXR4PPtVFFPse3/AABr5V/KoIKgojwSkkc/5VCdItOVaZ4u/bbne1X2+3e4yb1fbuYnw/1hcJC+zjga7K9NCUhtptHZXRpptPJ681M2mYrClrZjpbU4eyylvgqP4ngeauEpPk9/7GqKDakFtSSpKhwQUk8iqMtsR09GGQ2n36pRwP7AV477YrDlFqfsWS2WHdbbJ6+tDmxUvsu9VBSeyFgpVwpKSOR7gGvdyjr16nj8OpqM4fplpvp9KuU7BsDsOPyLw98RcHbZbGoypTn/AGnChIKvPJ8/eSfcmpP3H4K/0mncfgr/AEmqFST79v8AgCKApHt3/wCIJqnyf7//AIqhOoOnUjUHIsOlTsgUxj+M3T67mWhMQqNzmsgGCVu9h0bYe5f6dVdnEMnlPpkKm5KSOPn8f0NPkIKSFEH35BNfDLUeOnowyG0k88Ib4HP+QFVKWVOJdU0CtHISoo8jn8DxX33T+Cv9JrwW+x2G1Trjc7ZZocSZd3kyJ8hiMlDkp1KEtpW6oDlaghKUgnngJArD5lpnpxqG/bZOd4JYshds7/xNvXc7a3JVFc447NlaT1P+Xv459qk4UkDgAgD/AHTTuPwV/pNO4/BX+k18/J/v/wDiqE51py7nmXYbdbnfOthxOc5eV2cQ+3x1xQjrDdW728IYK3XA31PZ30V9h6QBmbzEWQkIkR0upSeQFt9gD+PkVc7J444V/Y0BSDz8/wD86trZjOOpfWwlTif5VlvlQ/yPHIq73H4K/wBJrHw7DYLddbhfYFkhRrldi0Z8xqKlD8stI6N+qsDsvqn5U9ieB4FYnNtNdOdSW4LWoGC2PJEWx8SoabrbW5Qjujj50eok9T4HPHuPB5qStIbbbS20gIQgBKUhPAAHsAKiGq2sOmuiGLDNNVMsiY9ZlSW4aZUhLigp9YUUtpS2lSlEhKj4Hskn2Fac/wCcg2U/9/Fp/wDh87/+FTrSHdft915yCXi2kupMLIrpBhquEiMxFktqRHC0IKyXW0jjs4gcA8+fattE8An8K4x0itNi3E7xdesp1IxO2ZHZdPVW3B8aZu8RqQ3DKA47OKWHO6ey3gCHuAoo4T4HIEh2I3+6NTtbNKfinHMd061HuNlxuO6tS1QLeSVIipUTz6TZ56JP8oUUg8BIGO3QzDqZu30G26XS2t3LFFG5ZtklukpT8PMTEZWiElYJ/jIS8FqUyUlKuUk8j2j2YZTb9s+8y42zA7VGs2IXbSK5Zbe7Jb4yW4rs23LeLclqOgoQh70mQ2ojjunwryAoRbTHSbG8h+joyXWzOcYgPalZHj9/z5/J0IR9ZouIW/JhyWZSR6jJQlmMUoQoBPUp48mtvwbSdxOzDD9QtTL1fnricDXd5bVsvUu2xp8pULt3ktxnEesAttKwlR6hRV44JFez6PGA3cdjOm9uU8/HRKs81pTkV0suo7zJIKkLTwUKHPIUPIPmtb6Uae2DTX6Te9WCwP3eUhzR34x+Vd7tJuUuQ+5dmyta3pC1r88D5QQkceEjzzd3hag4foxuUwvUXcTpo3lek1zsX1Bb7g/HTOYx+9KfdcdeMNwlClOsemFLCPU9No9O3VaVT7Y2bHfWtTNR9MrfHs+lmW5OJWIWlhbXRAajoZmy0stk/CokPpKxHV1UjoSUI78V1HUR1ZyO1YnpxkF8vPxnwjUJxpQhwJE10rdHpoCWY6FuK5WtIPVJ4HJPABI/OzGMoTafoqndEJeL5qM6dtlxtSbKjELqp74h25OPpSVfD9An0VpWVduvkjnt8tbG3Ual4pmNy24z8Ms2WTIGJZ9a79dBHwq8NiDbY/LTjpQYoICVIICAOxHBCSCDUnw3KLRtx3Wav5/qsuVZ8L1ki2O9Y5kz8J9NvQqNHU05ElL6H4V4l0EB7pyBx/MQKh9pF1ukndPuZn4/frXiuo1mTimIQ0Y/NMq9enBcZan/AAqG1OhDq1JCFrbHhairoB53z9H/AHFK9q2C41It92gXTGrci1XSJcrVKguMSU8rKQH20dx1Wn50dk+455BFWdw1zvGtuZRtpuCznmIVwZan6l3WK51VbMfcKusFKgodZE4oU0PCiln1VlJBFQKfa8Nwne1eLZqonFLdp/F0dTFxWLdEMNW+Jb2n+lyYQHQG+Q0lRdCef4BbCvlHA3Zt9vRxTa9ht/yv6ybi2zGWJJDsWRInIgob5YDrSAt1yQI/pBaUJPLgV1HHArl3YNkMay7kdwyr7YMotzWpeaKueLvzsXuUdmfGS7PdU4XXGAhkdHEHh0oJKgACfFdr6s4lNzvSrMsGtT7TEvIsfuNpjuu8+m25IjONJUrjzwCsE8VxxptrzYtNNnjG3/I8WvbesFkxqVizGCSLLJel3OcEvsNKZCG+kiK4U9y82pTaUc8q5HnSmvuC5Jp/t122aDybRk98yzTzIIF9yRqBjtxltQIzpcfUn122VtOel6ob6oWpXyeEj2HWete7ODe8ateIaFWvP7plGRZBa7cH42GXaImBDXNaMp9x2TGbQlPohxHIPIK+fASSNM6+5nbn/pG9JNSWLHlsnGMBtt0tWQ3NjEbq8zEklM5AQkojEvAqdbAW0FoPYEHjzX6FRXmJkNqVG59N9tLiCpsoPVQ5HKSAQfPsRyK4zwDJLRtQ3H64ydb33rBj2pN3i5LjmSOxXV2ySgMuB2Kt5CVJZkIVyAhwpK+AUA8p5kmzXEstumq+um4m82Cdj1i1Lv8ADRjttmwXIbz8CCyptFwUy5wpHxAcSrhSUqJSokAEV1cvv0Pp9e3Hjt7c1zk5jG/lbilp1Q0SbSokhAxG5EJH4cmXyau2/Gt97M+M7cNTdF34qHkKfaRidxQpxsKHZIV8UepI5HPHiuifu81pLP8AZ9o3qVl1xzfJv8YfWd0Uhcj4LMbpDY5S2lA6ssvpbR8qB/Kkcnk+5NR/7Au338/fr+9fuafYF2+/n79f3r9zT7Au338/fr+9fuafYF2+/n79f3r9zT7Au338/fr+9fuafYF2+/n79f3r9zT7Au338/fr+9fuafYF2+/n79f3r9zT7Au338/fr+9fuafYF2+/n79f3r9zT7Au338/fr+9fuafYF2+/n79f3r9zT7Au338/fr+9fua8Nw2RbY7TIhQ7rd8xhv3J/4aE3I1Gu7apL3Uq9NsKlArVwknqnk8Amvu67G9tFitsm83u5Znb4ENpT0iVK1FvDTLLaRyVrWqUEpSB7knivJjOzHapmlrTfMPyTKb5blrU2mZbdS7rKYUpJ4UkONyikkH3HPivTeNj+2XHrZIvV/uuZW23w2y7IlzNRruyyyge6lrXKCUj+pNWMb2XbV8xtLd+xHIcrvdteUpLcy3alXaSwspPCgHG5RSSCCDwfBrxPbSNn8fKmsGfza/t5G+ns1Z16pXMTlp6lXKWDL9QjgE+E+wJr25Jsv2rYbanL7l2RZVZLa0pKHJlx1LusZhClHhILjkoJBJ8Dz5r0WjY7tnyC2Rr1YbpmVxt81sPRpcTUa7vMvNn2UhaJRSpJ/EHivZ9gXb7+fv1/ev3NPsC7ffz9+v71+5p9gXb7+fv1/ev3NPsC7ffz9+v71+5p9gXb7+fv1/ev3NPsC7ffz9+v71+5p9gXb7+fv1/ev3NPsC7ffz9+v71+5p9gXb7+fv1/ev3NPsC7ffz9+v71+5p9gXb7+fv1/ev3NPsC7ffz9+v71+5p9gXb7+fv1/ev3NbY0m0hw7RfHZOL4T9cfAypi57n1peJVyd9VSEIPDkla1pTw2n5QevPJ45J5uaqw9WJ2MJj6N3nF7XfVSmyuTkMB+ZGTHAV3CW2XEK7k9OCTwB28c8cag/wALb+/+9XRP9IXH91U70itO5e23qYrWrL9PLzaVxeIqMdskuDIbkBaeCpTzziVNlHfkcA89eDxzztUjkEfjXEum821bWt4eua9U7zIx7ENUDAyjGrpcXFC2vSG23TPZ9bgNokBSyQ2fmLbY8ngc12z3nJdMdMNet0D+neSXeDm2a3LKbBj8GEv6zmwPUDTbobWAoJXypwcp59NJVweQDhNT8wiZLq5tt342SBkUDBEw7lZMtUtlZctEd9DqGlS2mwejLchTwdcJKR6aD+HOSvGNQd1e8DIcjwqZ8dg9g0rn4TcL9GUr4WVPuKngWIz/AF6KW2hwqWpPcI4AI5IFQbT7VWFpv9Hzkm23O0XYas2a0XrCU4q8w6q5TJEtyQiGYjYSpT8f0nUlLiAUdWlDkBPNdCMhjbpsxx3TrPU3OReY2F/4eSxZrNMuSnZ4grHpBMZtZSO3yha+qCfvHNYr6OXKrfG204bpdcbdf7bk2L2t5V1g3KwT4XodpbykgOvsobcJC0nhClHz7VrSz6yYifpCLprIu05s3hr+mTWNMXVzCL0G3bj9YNu+klHwvqcdOT3UkJ+Ujn25nOc3fT3B93mT5ZucjwWscuOKQLZgd3vMErtEdo+obnCUtaVNCW451WSepWzwkchJ5bLtNMPw3V3VzI9DbfOiaQX5NnNk4deFukXNDbpmuwUO+VM8LYT6oBQpQUlKiEcJ6/qhHPinUf1/uadR/X+5pwKcCgAH/nXkiWe0wJs25QbXEjy7itDkyQ0wlDklSEBCFOKA5WQgBIJJ4AAHisflGC4Vm6YSczxCyX4WyQmXCFzt7MoRn0/yut+ok9Fj7lDg1m+BxxQJA8+f71WqcChSD+P96dR/X+5p1H9f7mq1TinHFVpSlKUpSlKUpSlKVwluS0rw/Bt4m2vJ7K1dHbrkuZ3Z64Srjd5c9ZCY7SkNtCQ4sMtJK1dW2wlKeeAAKl+66arUHc1t329y4Dc/H7hc52X36DKA+HmN29kqjoX5/iJS56iy0pJSr5OeeCKXRbemH0h+DYtgkKLZbRn2C3BWQQIbQZjTHoS3Fxny0jhHrI8oDnHboopPjjim5mUvUjeNoHoFcre1cMXii551fYEpKfh5SozLjcIkc/xPTd7qLah1PZJPPBAj2oeXM7eN61zOFwGbXjt10dueU361QWEoYmTLat8syAyClAeDbQa7eOyPlJ9iI5pdpdYLv9GlkupubY7b5Wc5NjmQZ7MvqUJM5dzK35USWmQAFtuIDUYgJI6lHH48+PQjKbzuc3GaRManxY2RQMH0WhZLKbntIU05fbn6aFTPTPKXSWChPzJ+VfcgeQa2voLPew/fHrhpDjaGoGIGz2XJmrSynrHjXF9tCZDzKBwlr1e3KwkcKUlKvfnnrilKUpSlKUpSlKUpVOPvrF5Vbr3dsaulrxq//Ud1lxHWYVzMVMn4N9SSEPekohLnQkK6kgHjz4rxafYLY9NcKsuB44hxNvskNuIyp1XZ10pHzOuK/wBtxaipa1Hypa1E+TUh4pwKEc0AA/H+9U6j8T/c1XinHFVpSlKUpSlKUpSlKUpSlKUpSlKUpSlKVT2rh7djmjl53PaE3Cy6faj3K3aa5JcpWR3CFg92kRY7bjLSEFtxDBEgEpPlruOPvrL7n7VLRq1t+3eWCz5O5jWJy5MXKCzb5TcyDapjXCZL0IoDyWm1FwvAo7pSRynxXosxGvO+7HNV8BS9LwvTbDJlumX0xnkRZtymLWBDYUtCQtTbag4tSSoAEJPBNXN1uJ3XCNz2iO6hq3XmRjGKm42DL37ah2QYcGSysR5DrDYKjHQ664p1YB4ARyPArAz8RZ3Vbt8hzPGEyXMBsel8/BpN69B9li4zrgt4LZjOLQnt6TbpK1o7hJ6j3PiC4FqBK0y2D5FtbzLH8lc1atlqvOGR8bNvlOyri7MckJiuxFJbUl6MGnQQtJ6BLRHKRxWRwTSy/wC0LcBpTqDngnpxOdpRDwPILvBbefhQL3G9P0jJCAfSZUlCG0OEdS52JKeTxtHbZabhqFuu1l3JWuFKYwy7wbVjFhlyYrrP1uYraS/KZDiUH0UrT0CuCFHtweE+etaUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSqcUI5HFAAP8AzoRz4oAB+P8AenUc8+f70IB8UAAqtKUpSlKUpSlKUpSlKUpSlKUpX//Z)

0,00354 mol PoPoL

— 4.5.6.3   TAGs with three different fatty acids (PoPLn, OLLn, PLLn, PoOLn) See formula (9)

![Formula](data:image/jpg;base64,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)

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WNqaHdEefdNvQ2p1VgxkOOCC24rigPOpT20OKIJDRV3MfFxx51tjrzTCQt5xKElSUAqIGVKOAP7kkAD7ydazZu51i7gKrSbRuBqebdr0q2akO0412anGAL0cdxKeZSFA5TlJHoTg62Z11thpTzziUNoSVKUo4CQPUk/cNdUKoQakwJVPmMSmScBxlxK0k/wB0kjXo0000000000000000000000000000000000001Urrjrs25b22N6bWG3XqbudeAduCMhXbEyjU8IeksKcyAEK5pUpGMrCOI+8Kx92xaRsD1t7I2jtDQaba1A3Rpdep9yUilxkRYEkwWBIjSBHaCW0yEKWtPdA5FCuJyANSt1q7g3dtd0s7i3xYiJH15Ao6kxXo6gl2J3XENKkpJ9C0hxTmfX4PHnVSd7LFsTp+6ItsupTbWmQbb3Gthq3a0itMJQ3Ua09ODftsaVI+3JS6l51akudz4WzgAA4sPP2Xu/dTqcrlf3l28tm7tpXbShR7dRWX0S002evBlJZhKBRzcP231p5hKGQ2sArSK29N+092b8bfb8dOdHuqQvZem7lwaXQZEiWqSr6mjzVOz4cWQsOKz2WoZbJHFK1k5+JWszL6HNlal1EUfaPbepXw+1aaY1w33UJd1yXW4kdZJh01CE8T3pRSpalcgW2WyQCXEkWT637QuO5tnafVLdtx24/4Ruyh3TUKKynm7UYEKWl2SyhGCHFdvkrgQeQQQApXFJhHde+Nlr/uncDfKZtkxf1Fdt+3rFs5MumuNPV+4zKnSPZYS1pS8Ef7zGS6tJSP5TgOe2Rqaej3bLbPYi2Jm18C57Slbkz3VXDeUKlymBIblvEZSI6VlxqMzySy3kAYHL7Tis+nrD2xuXdG0rcpNj7eSa3c8OttyaRXmbkFG/hWRxKRU1LBLjwRn/sUIWVjIwPB1XH6OrbLcOHOol/Xpb7N7U1oXBTKPdZrSmDbqmpzjMqP9Vqw2pUt5tbpkt8nFBWHCnGDK/WZWJV6bw7D9M/s7kqi33cUirXJC5dtE6mU5oOqjuKJwpoklS28ErCEj78HzTo9M2M669r9v9qqHTrZtncm2KwivUWmRkRYDj8FC3o8pEdsJQh8HkhTgGVIVg5wCJf6ud5pOwXTveu6FNUwKpS6eW6YHj8BmvKSywSMHlhbgVx+/jjIznVNrRtLYapWXtA3cFRuu2LurFz0m4V7vVG1cpuysLSX1QUVNw95tt5ailvPBCkxwE8gfi3LrC22233N6p4FIv2mbl1N6DYMSdAhWC0tc15CarJEgPcRxS1xU2MrUk5VhGVHGpbtaxLC3C6O6zt10a3w3azdShyqfHqzzb/tseolYEoTufGQ3KXhSFrUO4jmFJSQlA1X267DsiF1KdOm1/TsxbTG5FlyES9xa5a7TdOSumR0R0zETA0B3jIUl3CFlShyIP21EWk63rGui/8Ap1rlJtG2lXFPgzqXWVUZGCuosQ5zMh6OhJBC1LbbWAkg8j4wSQDBW6W4Oxe416XVv9X7E/jmyqBZcG1qX7VSH2n6rcUqe4+zTqf3W0vF7iWkOFGOPdAOcLAlro52u292KpE2yp9as1ndq6CbmuyjUmWwl2IpZ+COzHDinRFjhSWkqJIUeSyeTh1n+sLber7n7c0uh23tZJvGux67GmUmQxcwoSrfloSsN1X2kHmeyVfYbQtauXhPjIq70FbU7nQdyUXhf1Ka3Fh0O5bro8e7DWlxVW5UG330TH/q1WESFTXHF/7yOTwDnBfFCE5vfuPYUXce3027NuW5KLHMhDrztAqrlOkPIAUlTKnmvjDagryElKvAIUCM6rL9GJDZgbS7kQ2C8pDO6txNpU88t5xQSI6QVuLJWtWAMqUSo+pJOpk6vd06jsr007g7l0Z4s1KkUdaYDoa7nblvrSwwvjkZCXHUHz4GMkHGDVbeTa23+nDoIoG9lk21EoG69nwLerbtyMIbNSkVGRIjpmolykjnKac9pfSptalIIKfGEp1JXX/Y8e7Olu89zajc10MPwLRQpqkQq5Ii0pTq1oJddjNqSH1YdUjDhUgpxlJIB1J9OBT0WRUtJRkbXoCQrHH/ALnGAc+Maqd0lbadIdjXJtxdVcgbltVu4YsJ+0516MyEW/IqZiNK4QCtKUd1Kg4WS8EklWWuWGyLQdcFnXJd2x3fti2HLldtu4aLckuhtDk5UoUKa29IYQgghai2lRCCDy4kAKVgGDt1L72S3Bu++996nty3fttMWvQ7KtcSqU609XLjcmy5CYUBS0Je9H4yXVpwBhQOQhQEy9He2O2+xNuS9uG7is9zdCsOKuS8adSpTAfYkOkfy0RwtTjcZgKSy2T4OCs/E4rOydW1gytyNpVW5Tdp5V/1H6ziyIEONciaEunyUFRbniWVBSOyTnCAtRJACT5Ip90M7TbtRN3arXb/AIDe5kG0twLhosmu/Xq4RoNbbSoy6mqCcInGSJCWw8cvoB4kBCU6tV1Tbfbs7i1fbCj2XQabX7NZudMi+KNUqh7NFmU9LeW+8BhT6EOZWGfiStwNBxC0csQXQrej7SfSbUfb3p+gsUa0a9Zj1Xv6gUzCKdFcAdSxIEYYbjuKWmEMtpBIdV4w4om+mmmmmmmmmmmmmmmmmmmtbvrcnbzbCmMVrce+aBa1PkviKzKrNRahtOPFJUG0rdUAVcUqOB5wk/LWaptTp1ZpsWsUifHmwJzDcmLJjuBxp9paQpC0KT4UlSSCCPBBGopj9Wmwz1yO245ewioaqz9ATVpkJ+PSXaoykF2Eie4gR1PDP2AvJKVBOSkjW0bhb07abXS6DTLzuhiJUboqMelUensoXIlzZD6+KA2w0FLKc5yvHBP3ka2ivXBQrWo0y47lrEKlUqnsqkS5s19LLDDSftLWtRCUpHzJxrRLe6mOnW7a1Dtu1t9rArFWqDgZiQYNxxH35Dh9EobQ4VKPj0A1JXr5GudR9d/UNsNt/XXrXvreeyLerEdKFuwKpXosWQ2laQpJU24sKAKSCDjyCNd1mb8bJbjVM0WwN3rMuSoJHIxKVXYsp7GCc9ttZVjCT933HXmuzqK2CsOvybVvbeuxqBWoYQZFPqdfixpLIWgLRybWsKTlKkqGR5BB+/XrsrfTZbcmoOUnb3dqzrmnNAKXGpNcjS3UggnJQ2sqxhKj6egPy1vOmmmmmqgddtt1ah37sP1GQxVBStsbvP8AET8BBcMOkTO2mQ+4hKSotgNBCyD4S4cg5yPBdNYou/8A14bL1jaitQLiom1dCrdYuCs06QmTAaM9hMePFS83lBkHKXO3nPbVyxgHW90/qztLc/a3eCpQNnLrqUzbZuXGqto1qnJYkVRng5x4oVzSpt1LToKSFKASocVEpCqiX5am0fUjsztfsZsK9WqpVbmmw5j1tO3Gqrxtu6YpwPTHXFpJRHcbTlhoPcl8HHW22wSQJ96z+phqyqvT+nunRr7h0yp08qum4bYoDk+dEgqSEohwypIaTIeQTyfJUGUZwgrUnhvXRXfVnXJbtWtXaDbWfZ22dpx6dTqNGq9Kdg1J6cvvrmuPBS1B1BT7KQ7nkpanuWfh1qv0dtTrt7M727sXEzETLuvcyopQprBcQxFbbabZUriCUNpwlOc+Mn1JzbyTIYiR3JUp5DTLKC4444oJShIGSok+AABknVXNvadX+pHcWpdTLkcNW5bEWZR9o4k5A7UhxSSl+vrSeRw+sJaYPghhsq45cyYe6Yotso2V6e6upqCndqVuLVRVHUIbFSfkl2d9dCcUjv4EQIUsKGA4mEF8U4Ov0IHoM/8Azr4YYYjN9qOyhpGSeKEhIyTknA/rqoXWtb9TtPefYTqWaVU2aBYNwSIFzzYaStNPpk1CUKkPJSnIYHFSXF5wlKh4OddEuqUrfLr+23uva+rwbht3a60qq/Xa3TpCZMBMioIUyxDQ83lBkYUl0pz4bOddG+d7U7rW2L382JtGxLkpt4WOUhqn1yEqMqc4y+tcd+MUn40uqhvoQD9/EqGDqLOoHciyuoTpD2y2L2okwq9uRWpluQxbcZxC6jQHYqEiU7MaSCuIlrtrbWshOO594J1YOb1CVHbfqsvm1t8b+tOztuxb9OmWiqrxxEcqLikpElTc5Sg2rtOpeCmFfzP5jakgJSoqr3tRWOojafabqJ6nNn9uIlSYvW/l162aTU480e00gSHUv1NMTkHv5iHELwShRDa1Y4pbSeOq7cSi9RVT6emtha7b9y7xxrghVSe5Zkz2pykQ+wDNC5aQCxHDpT4eKCoJ8p8KGv0iyEoJUcAZPn5aq7YDErqj3hO+8pAe232/ekQdumXQlbFYqg5NSa5jJCm0KCmYyvkFuDBI1CnT1GpydjbBq1w/Vqt7l72TW6jIiJQKg7WPrR9NTRKKU94I+rO8VpwMNBoqAR5H6HJ+yP7a+GWGI6VJYZQ2FKKyEJAyonJPj7zrBX3fVr7cW3Iuy8aiqDS4q2kuvpjOvlJWsJT8DSFLOSQPCf76p59GtuNa0agXrYM52pQa/cG4Nfr9OgzaRMjLegOhlSHuTjQQkEJV4KgfBGM62HdPcGB1u9PG/ey9mWZddGui2EmEaZWIYiPy3mni9EW1nkC285DWjBwrwQcZCtRZvVuxb++fQRaWwtq11Vb3SvFm3bVfoTqsVWJUor8YzXZsc/zWW2yypS3FpCQHEKzhQ1MfX1d1v210qXPtTMkzJNzXDboh0qDCpsqUqWttxlKsFptSUAYJ+Mp8a7Iu8ddm9D06rdPpcq162TZ1OYVCkUd/kiUzGZLzXYfQjvKDaHsJSFZIAGTgGIOqq+qZ1UbJ7VbLbP31bd97mVW4qPUZrtAQ+ymjpjsOGVUHWwrlAShSwntyCFgKWlKeafh/Qp11phlb760ttoSVKUs4CQPJJP3D79Vc29hVjqX3RndRr7GLOs5uXSdqo0tILM6SUlEivqT8WUuLHajnx/KQV8QVg6hrpoiW63shsdV5bcEbySd1aqKq6yhsVN6eZk0VkTSkd8D6vHJYI8cYnPijBH6Fp+yM59Pv18Mx2I/PsMtt9xZcXwSByUfUnHqT89Qn1b9Q7/Tvtn9fUS251duOryBT6REj09+W224cc5DyWRktNJPMpykrICAoFXIV96Qt0rDf3NiW/tnaF+VG7rznyqzuNed82yYEioMtxHSkRltq7bITJMZLccDgloueSoBRvlppprj01i6VdVs12ZMp1FuGmT5VOX25jEWY265HVkji4lKiUHKVDCseQflrK6xVRuq2aRU4dFqtw0yHUKgQmJEkTG23pBJwA2hSgpfnx4B869s+oQKVCeqVTmsRIkdBceffcS222geqlKUQEgfMnXVR61R7gp7VWoVVh1GE/wAu1JiPoeaXxUUnitBKTggg4PggjXnXdNst15u1nLhpiay6juN08y2xJWjBVyDXLmRgE5x6A6ymRrzU2p06sQWqnSZ8abEfBU0/HdS62sAkZSpJIPkEeD92vKi6bacrq7XRcFNVWGkBxdPEtsyUpKQoKLWeYGCDnHodZTWt7h3p/s9s+o3iq2K3cDdMbDzsGjNsuS1t5HNSEuuNoIQnKzlYPFJwCcA1vt76Qy1q1tNTN95Oy24UDb92YYVVrrzEXtU9RdDaHQ33Q7IZ5qCVutIKUHx8RCgN9hdWVC/ji0LduHb+5KDQNxZK4VoXHPVFTGqj4RzQFMJdL8cPJwWe6gFfIZSgnGvTcHUsqRuRWdq9otsa5uJWrVbZXcjtPmw4UOlLeyW4635TiEuSCkFXbRnAByQQQIw6l93LG386Ed3LotuFLbFMp9QplQplXhpam0qpRXUpcYfayoIeQrB8KPqkg6nnp18dPu2eB6WdRf8A8FnVOtu7emUbZex+jm77GmPXPae4UedcSpdLd+qHaDDqyqk7VHZTjfsy2HWAhsIK1LLjiUKA4r45jZCldODe7LnVfcECwttLUnSZFC2vjSUMUldUSpZTJrKkucFLXIPwsgpHBkA+q86vctDbrZQtKVoV4IIyCNUG+jWpVLY3s6qlMUyI0Yu4rrDBbYQntNiVPwhGB8KRgYSMAauLvJujH2a29qu4s60a/cMGisOS5seitsLfZjttrccfUHnW09tCUEqwSryMJOoWt7rvtur2fZe5lV2ev6jWPec+JRmLglsRezHnSVJS1zaD3eMYqK0+0hHAqRhIVySTEH0qjlEplU6f7hqvsUVqHuJHXJmvpSkNR0lpThWsjIQAnJycfCM+msT1535srvHZduxumeu27du9abjgKtmTaBRIq0XgslxZkMeWWgFDJcUEA4P3ZH19I47Dt++uk+471egRHoF6xnazUJAbSltDbkBb63HMY7YIWo/8OBnXR13XntPvLSrKR0m1y37p3vbuiI7Q5toKbeqURhCVB1bslkYZZBUzkvKCPHyCsWuvTqORbt+RtmLFsWsbg38zTEVarU+mSY0VilxDgJclSpC0NIU4ojg2nkpQ84CcE7Ps/vfbe8AuGnQaVVaHcNoVL6puChVZttEunyeAWnJbWtDjS0nk26hRStPkehAkTVf7p6+ekSyrkqdo3LvZSYlWo0t2DOj+yy3Cy+2opcbKkMqSSlQIOCfII1i/+kf6Kj/48Un/ANvnf/Rqw9ErVMuOjQLgostMqn1OK1MiPpBAdZcQFoWAQCMpUD5APnXsUU/ZUCf8iddbLMaMgtxmEtJJzhDfEZ+eANaVt7tw5aFfvC763XDWq7eFU9qflCIY6Y8FlPbhQm08lfAy3yJOfjddecwnnxG6NMxWCosR0tlXlXBvGf74HnXYSknPx/kdApI/xf5gnXy2llkFLTQQCckJRjz8/TXVUIVPq0CTSqpCamQpjK48iO+1zbeaWkpWhaSMKSQSCD4IOlPg06kwI9LpcFmHDiNIYjx47IbaZbSAlKEJSAEpAAAA8ADWApG2W21Au2o37Q7CoNPuOrp4z6tGpjTcuSPv7jqUhSs+M5PnAznA1s/MfJX+k6cx8lf6TrhRQtJSpJIPggpPnXWwzGjILcZhLSfXihviM/PAGtLsjbmRbV53jf1euBVarF1SmW2XPZVMop9KjJUIkBCStXIIU7IdUvxzckOK4pGAN0QxFbcU8iOlLivtLDeFH+5xk65eajyAEvsJcAOQFt8gD/mNffJOMYV/pOuttiKyorZjpQpX2ilvBP8AfA1zIajS2HIsphLzLyC24243yStJGCkgjBBBII156PSqRb9KiUOhUyPTqdAZRHixIrAaZYaQMJQhCQAlIAAAAwBrCw9tNuKfeMncODYdBj3RNbDUistUxpM11Hnwp4J5n1IPnyMA5wNbNzHyV/pOnMfJX+k6FSSMYV+R1wCkenP8jrR7A25etK5ryvSuV9Vard31JLqpHshYTEpzCSiFAQnkrKGkqcUVZHN195fFPPiN1SzGS8qQlhIdWOKnA38RHyJxk6+yUn15/wCQI0BSPHxfkdfDbUdpS1tsJQpw5WUt4Kj8z48+p18TokGpwn6dUYjcqLKaWy+w81zbdbUClSFJIwUkEgg+CDr5plOplFp0Wj0ensQYEJlEeNFjMBtplpCQlCEISAEpCQAABgAawNM2z23ot3T7+pFhUGFctUTwm1ePTGm5kgeftvBPJWc+cnzgZzga2fmPkr/SdOY+Sv8ASdcFST68v8gRoCkHxz/zzr71B+43Wx0u7S3fOsLcHd6l0ivU3t+1wlxpTq2StAWkKLbSkglKknGc4I1rQ+kf6KicDfik+f8A0+d/9Gp2sS+rU3MtKmX1Y9YbqtCrDPtEKY2haEvN8inkAsJUPKSPIHpqCvpD9ybg236VrqdtGS9Gr1yORbZp7zeAW1zXQ04rnyHbPZ7oSseUqKT/AFEWdU9hWr0u7V7SX3s9adKtW5rYu6gUYTIEZDbsuK8hTUqPLcQAqUh0J+PuElSvjyFedXkUvDZUfuz+Q1Rro/sOyepra3c7fbdyx6VX6huRdFZTCmz4rTkmPR2ECPFZZUeSopa4ugcFBQIC8k4Ooc2P3Lu/qdj9I+0u5zpuemLar903S3PwpNSapj0mJTS+VKJkFK2iXEKBCzxUrl5xNV4XTA6Zusqr0ywqXGo1oVTaCo3hWqJAjJREcnU5b3bktR0FCEPFpkNqKePNP2vIChq22201t1z6OS497L2tmA7uXcFvV6/3rnQhH1oio835UOSzKSO4yUJajEIQoBPEpx5OpgZpHvEdF9o7iblVqvO1I2CusS2aZWpdNjT5S4PPnJbjOI7wC2wsJUeIUVeMEjXx0NQ7gm/R82VBs+W3Crki2ak3TH1EJSzLU/KDSycEABwpJOD6eh9NV86jNlIO1H0flOubdK1bZoO+VEkwl0+vUSQtVUlVd2aObipo/nSJDrCnlugrU33Aop8JRj9CNrnLwe2ztJ7cMYupdDgKro4pTioGOgyPCfhH83n4T4H3ax299xUy19p7oqlWTNUwaa/FSmFT5E15TryC02lLMdC3FZWtIJCSAPJwATr89WbnTG+ipb2NXa96m+nqc9Sk0dFoVUuiR9Z+0EFXs/AJ7K0q5cuJ8gEqBGpN6q90LQvK+unOu2XR7sm0q072j12qLj2TWEJhU5s9ouFBiAjCmlAIA5YAITxIJyux1+Wz0q7l710rfCTMtyl37eD982zX5FOkmBU4c1sr9nQ4ls8JTfbKSwvi4on4UHUY1W3bwhdM/U5uLclnXFSX9+a9JNoW2zQJjkssoSrsPvMNIWqOt9AKlFxKRlAyr4kjV2+l2uwq30/2EmIxUGHaXb9PpUtmfTpEJ5qVHitNvILchCF+FpI5AcTjIJGo96gZ1U37vlrpOsqa81R1NMVDdCpxXSlUGjO8i1TEqSoFL83trSfUpYC1EHkNaJPp9l2l1m31A3f/AIVg2MztFFjWxFqDTDUSLR21rRUY7SXEhGBxUXEpz/LU0FfCMCdtkK69aHTJZdwXyai2mmWrCkSecSTJnIYSwnth5pCVuuSA1wDgSkkuc+IxjVO+iTc63to90eoe4NwqLelJp973w7V6A+qya06JsQvzFB0BuKooHF1s4WEq+L09dSFem+dwbobXdTVTm21fEa1Z1I/hGxY0u16gh2oyXKZJDjrUcMl1KXX3AOa0gBIa5lP2Ux/cV/0w9Bm1O2DVAvV256a7ajM6nt2dV1LjGnTIr0suH2bAShCDggnkRhHL7vd9IXeEDcatbHCyaHdtYFv3fT7nqZj2lVVCLTXEtOJdUfZscuHktjLiTkKSCCNX3tS46NeFvwrmoCpKoFQbLrCpMJ6I6U8iPiZeQhxByD4UkHVE/pEa4i4N79hYNBoNz1RW3t8RqxcjkG2ajJYhQy5Cd7vdbYU278CFEhpS1AggjPjV77brtJuugwrjohfVBqTCZEdUiG7FcKFenJp5KHEH/wAqkg/MaqPRqtC6YesjeO+d3+/SLP3ah0SbRLlXHcXTWH4TJYdiSXkJUI7hLgUkuFKVAYBJIGst0q0G4L56kN5+ptNHnUazrtTTKJbSJcB2G5WGIjYCqiWneKghRACFKSCoLV9nBBttqAblt3rdlXFU5FrbjbPQqMuW6adHl2vUHn243M9pLrgkgLc445EAAqzgAYGsb/C3X3/zV2T/AEhUf3WrDUkVQUuGK2qKqohhv2sxEqSyXuI5lsKJUEcs4BJOMZ1F26vS5tXvJcrd2Xp/FHt7UREJP1bdNRpzXbQpShlqO8hBVlasqxk+MnwNab7gvT7+Pv1/Wv3OnuC9Pv4+/X9a/c6e4L0+/j79f1r9zp7gvT7+Pv1/Wv3OnuC9Pv4+/X9a/c6e4L0+/j79f1r9zp7gvT7+Pv1/Wv3OnuC9Pv4+/X9a/c6e4L0+/j79f1r9zp7gvT7+Pv1/Wv3OnuC9Pv4+/X9a/c6e4L0+/j79f1r9zp7gvT7+Pv1/Wv3OnuC9Pv4+/X9a/c66ZnQj05U6I/PqEq+I0WM2p5557cKsobabSCVKUoycJSACST4AGvmndC3TbV6fGqtKnXtMhTGUSI8mPuJWHGnmlgFK0LTJIUkgggg4IOsNTOkjo/rVxS7Qo97V+dXYAUqVTI26VTdlsAEAlxlMsrQASM5A9RrYfcF6ffx9+v61+51r1H6Sej+4a7Nteg3vXqlWady9sp8PdKpvSY2Dg9xpEsrRg+DkDzruuvo86SrEgt1S9rtuS34brgZbkVXc6qRGluEEhAW7LSCrAJwDnxrKRuhPpwmwm6jDl3u/FebDzb7W4dYU2tBGQoKEnBBHnIONYa1+kbpBvd2YxZt61+vOU9QRLTTN0anKMdRJADgblq4HwfBx6HWwe4L0+/j79f1r9zp7gvT7+Pv1/Wv3OnuC9Pv4+/X9a/c6e4L0+/j79f1r9zp7gvT7+Pv1/Wv3OnuC9Pv4+/X9a/c6e4L0+/j79f1r9zp7gvT7+Pv1/Wv3OnuC9Pv4+/X9a/c6e4L0+/j79f1r9zp7gvT7+Pv1/Wv3OnuC9Pv4+/X9a/c6e4L0+/j79f1r9zp7gvT7+Pv1/Wv3Ou2N0G7AxJLUpn+PO4ytLic37WSMg5GQZPn01YjGB41CO4VC6wJ13z5G2l+7VUy21FsQY1XtydKmJAQnmXXW5CUKJXzI4pACeI8nJOu/wt19/wDNXZP9IVH91qdrKZvCPatMYv8AmUmXcLbATUH6THcYiOugnKm23FKUgEYOCo4OfOoJ+kI2hufeXpbui37GhzJdy0p2JXKTHiOFLrz0V4LUlIAJUstF3gkYJWEefnDvUVuFb/VdYWz20e09SdrF0Vq66PV6tGWy57RQI0NKzMeqKOOWCheWylZSVOeE8tWQndRdOp3UdC6cqrYN0xHazSlz6ZcTsTFLmvJbW85Gbc/xpabWSf8AEhQwPBNZ+lu+7c6O9st09jd259Qp1XtK46tUbcp03uKXWqVISj2T6uVw/wB4LjmQUtpyHHfiSCSNRltbsvfHTDT+k3e2/IFXp9It2HW6Zeyo7bivqiJVFyJMMy2Qnk22hco99avCChIIBT5mWsWzC6rOr657ksqX7bY9C2qn2LOrsdSvZZc+orfBYjP8eKlNIcJWpPMIIAIyQNaNYe6sLbz6Pa4um2+G6v8A7WqRR6zZCbUejuqqcyTLckIiGI0EqU/H7TqSlxAKODShkAZ1YQ9jp26MLf23vtFTk1mPZX8OoYo1GmVJT08QFJ7aUxm1lI5fCFr4oz941hPo+b5o9D6WrWsKt0+4qbX7LokiRWoU626jHUwj2l5fwKcYSl9XFQIQ0VqOfTUBS+qGkX9uj/tY3m6ct86zJtSVK/gO3otkrcpFK/4W57/cWhciavilWVJCGQQlAKklw/oft5LuefYNtTr2biIuKRR4TtXTDbW3HE1TCC+Gkr+JKO4VcQryBgHzrYCM+NOI/r+Z04j+v5nTA04jGP8A96AY15YlIpUCVMnQaZEjSai4l6Y80ylC5DiUBCVuKAytQQlKQTkgJA9BrG3PYtk3qqAu8bPoldVSpAmQDUqezKMR8ejrXcSeCx/iTg6zn9NccR8z+Z1zxGMefz04j+v5nTiP6/mdPTQpBOfP56aYHroABrnTTTTTTTTTTTTTTTTTTVaevfa2z7v6d9wrxuJipy5tuWjU5FOYFYmNQm30sOFDy4rbqWXXElR4rcQoj09PGtTrW5dU2e+i4o24NBfdjVKm7XUViC8ygFTEmRFjx2nACQPgW8lX9OOcH0OgdQO2VC2C+jnt+87Qt2nUG/LBp9tVeJWYCEiUzVlyIyZTvfSAp0OGRICwolKkuEEY1OvWlu7XNrejW89xKRJdjVh2ix4kaRHQOTEiatpgOJyRx4l4kHJIwDg4wYQ6pdvKP029DNo3lYlt0u3b323ctuVBqdPbSl5qaXGmpXN5GFPodDz6XErJS4FkkHxjc7Dix97+vfdqbeNBgVikbS25SrbpTM9lDrcSVNHtMh1tpXJJU521ju4CglKU+hOa17s39dlqUjqC6aLGkLh0Ovbs2/aNvwGl8Gqe3WkPyJ0dtRViPHcMdQCEDijvLCQArKbGdWtCoGwtx9Ol0bR0CnWvUBuTS7OWunR0sJfo0xtTb8R1KMB1shpogLzxUhKhg+dXPHprnTTTTTTTTTTTTTTTTTTXGBrSahtr9c7s0rcysV1yTGt6lPQ6NSPZ0paiTJCsSZpczlbimUtsoBA7aC9gnuqxu2BpjTGmBoRnQAD5/nrjiPmfzOvrTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTVfOuO5xC6eb2sSBa9216uXjblSptKi0C3JtT5vqbCAHVx21IYGXEnLik5AVx5FJGo0gWhK6gPo8ZHT9TLbuenXTSbApFLehVuhzqN/1rGjtONtIclNIS8nvxuKlNlSfIyQFA6jzdi+XN9OiO0+ly26TcUjdO4Gbftaq0ioU2WiZSX4TsYzJk3k2eDKezyLilAKDiSCTkasv1ebJVjePpOvDaagM+21l2jsrpzQc7XtEuItt5pAJ8DmpkAAkDKhkgZIrZvhefvKdJtjdNdmQrgl7j3LJoFHrdPqFNlol0Ew1tGdMqHNv4G21tgFSlDn3AUlWt8hR09NnXJuHuFfiqnTbF3aoFPeh1sNPO01NXihKHI0goSQy6UJWtvmOJSVAKzlOoGv/AGC3L3r28306gLKteuhysbl0m7rMgNsvRqjUINKQ6wZzCFpQs95qS44yghKv5eRklIM2763dSOre+NgrO2fRUJ4ol7wr8uCY7TpLTdDhwkOHsy+baQ286sqbSgqCuaD4IOdXcHp51zppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppprjTTiM58/nrnXHEZz5/PQgH/+6YAGNAkD5/nrnTTTTTTTTTTTTTTTTTTTTTTTTTTTTTX/2Q==)

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)

0,00761 mol PPoLn

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)

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)

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)

0,43655 mol OLLn

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)

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)

0,06907 mol PLLn

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)

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)

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)

0,04812 mol PoOLn

ECN42 = 0,69512 mol TAGs

Note 1: The elution order can be determined by calculating the equivalent carbon numbers, often defined by the relation 
![Formula](data:image/jpg;base64,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)
, where CN is the carbon number and n is the number of double bonds; it can be calculated more precisely by taking into account the origin of the double bond. If no, nl and nln are the numbers of double bonds attributed to oleic, linoleic and linolenic acids respectively, the equivalent carbon number can be calculated by means of the relation of the formula:

![Formula](data:image/jpg;base64,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)

where the coefficient do, dl and dln can be calculated by means of the reference triglycerides. Under the conditions specified in this method, the relation obtained will be close to:

![Formula](data:image/jpg;base64,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)

Note 2: With several reference triglycerides, it is also possible to calculate the resolution with respect to triolein:

![Formula](data:image/jpg;base64,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)
 triolein

by use of the reduced retention time 
![Formula](data:image/jpg;base64,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The graph of log α against f (number of double bonds) enables the retention values to be determined for all the triglycerides of fatty acids contained in the reference triglycerides — see Figure 1.

Note 3: The efficiency of the column should permit clear separation of the peak of trilinolein from the peaks of the triglycerides with an adjacent RT. The elution is carried out up to ECN 52 peak.

Note 4: A correct measure of the areas of all peaks of interest for the present determination is ensured if the second peak corresponding to ECN 50 is 50 % of full scale of the recorder.

Figure 1

Graph of log α against f (number of double bonds)

![Image 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AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD/2Q==)

Number of double bonds

La: lauric acid; My: myristic acid; P: palmitic acid; S: stearic acid; O: oleic acid; L: linoleic acid; Ln: linolenic acid

Figure 2

Low linoleic olive oil

(a)

![Image 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With solvent: Acetone/Acetonitrile.

PROFILE a: Main components of chromatographic peaks: ECN42: (1) LLL + PoLL; (2) OLLn + PoOLn; (3) PLLn; ECN44: (4) OLL + PoOL; (5) OOLn + PLL; (6) POLn + PPoPo; (7) OOL + PoOO; ECN46: (8) OOL + LnPP; (9) PoOO; (10) SLL + PLO; (11) PoOP + SPoL + SOLn + SPoPo; (12) PLP; ECN48: (13) OOO + PoPP; (14 + 15) SOL + POO; (16) POP; ECN50: (17) SOO; (18) POS + SLS.

(b)

![Image 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With solvent: Propionitrile

PROFILE b: Main components of chromatographic peaks: ECN42: (1) LLL; (2) OLLn + PoLL; (3) PLLn; ECN44: (4) OLL; (5) OOLn + PoOL; (6) PLL + PoPoO; (7) POLn + PPoPo + PPoL; ECN46: (8) OOL + LnPP; (9) PoOO; (10) SLL + PLO; (11) PoOP + SPoL + SOLn + SPoPo; (12) PLP; ECN48: (13) OOO + PoPP; (14) SOL; (15) POO; (16) POP; ECN50: (17) SOO; (18) POS + SLS

Figure 3

High linoleic olive oil

(a)

![Image 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)

With solvent: Acetone/Acetonitrile (50:50).

Profile a: Main components of chromatographic peaks: ECN42: (1’) LLL + PoLL; (2’) OLLn + PoOLn; (3’) PLLn; ECN44: (4’) OLL + PoOL; (5’) OOLn + PLL; (6’) POLn + PPoPo; ECN46: (7’) OOL + PoOO; (8’) PLO + SLL + PoOP; (9’) PLP + PoPP; ECN48: (10’) OOO; (11’) POO + SLL + PPoO; (12’) POP + PLS; ECN50: (13’) SOO; (14’) POS + SLS

(b)

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33pXBV9AREQEREBERBGNFPumuGrszOsf2SpGc38IQDcKzqMaCfjW1e/j6L5hqs6CKcaLSdFHyh/L2F1opd/YlCslvl7egp5ubm7SJrt/LuAd1KeMKAy8P+QScoIpzBM4nxATM6j31TMYe2TG7ZI31LqOIj2CwIOxREQEREHxx2aSfF1UR4Qpm1GPZnO0ENky+4PAPeAZN1bJiBC8nuDSf1KJcGxjkwC/TxjYS5LXv38Z+6Hb9SC4KGzAN43oT434OdvcqT9auSh9wZyca9skO47XCpmjyHaoB+lBcEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAWio+8P9qfkWtaKj7w/wBqfkQTvhq/EzZPbVHz8io6nHDV+Jmye2qPn5FR0BERAREQEREBERAREQTTiXuduotIr1SVddTU9RVxMbTxSShrpSJY9w0Hq49R3Ki0P4HD+jb8gU54mLXba7SO8VlbQUtRUUcTX0sssQc6Fxlj3LCerT0HcqNQ/gcP6NvyBBvIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgjPFv90wbH6UerqMptsbT4gTMO9fbNG5nGLfNyCHYVTfqqiE4sP8G8P/AJYWz54LcoyIeMSvD/8A5jC4hHt/BqiTugsKIiAiIgIiICIiAhRCgiXCiDy6kP8AyXZvcC0+XqFRNXYmTaW5RHI3mabTU7j/AEZU84THB1szxzSCDmdxII8fp1TtRYWT4BkML9+V9rqQdv0TkGP8Osj5dDMNfId3G0QDf2G7LPlNeFx75OH3C3vcXONsZ1J85VKQEREEY1u/HZpD/GlV8yq5d+tpqx/kH/1So3rQ2WXiF0jjYSWtqquQt36dIup95Wa6f3sqf0L/AOqUEg4Jxtw442N99nVI/wC8PVoUV4JiDw7WLbxVFYP+8yK1ICIiAiIgIiII1w7dc31aeerjlbgT49hCzYKyqK8NIP21asvJ33zGYe9ExWpBKuLgE8OeZbd4o2H3poys7wKTtcHsMu+/PbaZ3vxNWEcWDebh3zMf9H7+9IwrMdNXc+neNuA23tNKf6FiDIEREBERBt1X4NL7Q/IoxwaRsbpPVPa0Bz77Xlx8p7ZwVlriRRzEd4jd8hUf4NQDofSTH75Ncq98h8rvRLx9CCzKIZo80vF9g8oa5oqrDWQFw/K2cHbHzK3qJasltPxN6TTjcPqIrlA494IEbCAgto7kQdwRAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFoqPvD/an5FrWio+8P8Aan5EE74avxM2T21R8/IqOpxw1fiZsntqj5+RUdAREQEREBERAREQEREEM191EttXp1kVjbY8ninPLB20tnlZACJmDcyEbcvnVtoetFCf8m35AsE4i/xMZH+gZ86xZ3RfgcP6NvyBBvIiICIiAiIgIiIClOvGptfgN+wS226npp3X++RUVSJt+kLiGEt27iC9p383nVWXlDjpr3Uef6VOa4DsroZxv3btlhQer0WmNwfG1w7iN1qQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQRTi1BdZsFaO92aWwf0i1VUxj4y6WPl37XD3DfybTkrRxZvLaDT5u3q84tg/nkr7fZez4yseZy79ridQ3fybS7oLWiIgIiICIiAiIgL4/1J9hfVonJbC9w7w0n9SCIcHUTmYnlrzttJldeR7j9voVdzJrX4leGOG7XUE4I83ZuUj4M5HTaf36Z2wc/Ja5x28pkVeyv/AAYuv+ZTfNuQYFwoOL+HbCy47n7H7e9I8KoKU8Ih34ccNO+/9pvH9NIqsgIiIIjqxI93E3pRABu0Mr5Og6/e9lZ68b0E48sTvkKkGof7qjTD+L7p8yVYqob00gPjYfkQRzgvbyaCW2I9DHX17HAeI+ipFZ1FuDd5GklRTDbkp75cI2eXbt3Hr76tKAiIgIiICIiCLcNBDsk1XIO4+3OoH9ExWlRLhe/v9qv/AC2qv6jFbUEy4qG8/D1mo6/3scfec0rKdLDvplix8tmo/mGLouI+N8uhWZRsG7japdh7i7PRao9FaRYjNy8u9mpRtvv3RNH0IMuREQEREHHuR2t9QR39k/8AqlR/gs5zw/WeR/Uvq612/wD9zIrBdDtbak/5F/8AVKkPBb14dsfcO501Y4ewamRBZlENbgRxD6LPBIHoy4tPu07fqVvUV1yYRrpozOfUi6VrO7xup+nyILUO4Ig7giAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgLRUfeH+1PyLWtFR94f7U/IgnfDV+Jmye2qPn5FR1OOGr8TNk9tUfPyKjoCIiAiIgIiICIiAiIglXE/U3yHS26RW610lVQSxNFbPJWGJ8A7aPYtZyEP8fTdqp9D+Bw/o2/IFgvEX+JjI/0DPnWLOqL8Dh/Rt+QIN5ERAREQEREBERAXjb/hDZOyzHT2bpvD6Ik693SWFeyV40/4RAF2R4s47csNtqZev+cQBB7CtT+0tlLJ09NCw9PO0Lkrg487msNvd5aWI/zAucgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgiPFp+B6d/y5tv8AXK38oH/6v8OPj+1iu+cC4/Fn9702Hi+3m3fK5cjMenFvgW3jx+5A++1BZ0REBEUnzvX7B8SyWpsElNfrxV0YHo11pt5qI6UnryyO3Gx26kDfYefogrCLr8bvVsyKw0V8s1XHV2+tiE0EzDuHNP8A+bbeULsEBERAW3U/g8ntD8i3FtVh5aSZ3kY4/qKCNcHAA0sriAATf6/fz/dnKs5ON8cuYPjpJR/MKlPBswHRltV+VU3e4SOHiB9EPHT3lWcgANirwe400n9QoJpwffubsN/zab/eJFWVJeD7b+xwxEA90M49j+2ZVWkBERBE9QSf7LfTJu52+xN0O3n7NWqQczHN8oIUSz4k8X+mzfELLcz/ADCreUER4PY2w4bk1O0bdllFezlPe3aTuVuUR4T3ODNR4XbbxZtcG9PZB+lW5AREQEREBCiFBD+Fff7M6rE/nxWf1Wq4KHcKYd9ktVHO/Kzmt2PuNCuKDEdZ6X0ZpNlVOGudzWmo6N7+jCfoXVcNkom0Hw2QP5wbXGN9/JuFk+oLefA8gZvtzWupH9E5YTwmydpw64Y7ffagLfekePoQVJERAREQcW7na11X6F/9UqR8FW/9jhjRI23NSf8AvEird4/vTV/oH/1SpNwXAjhwxfcfkz/PvQWRRfiJkFJqDpJX7EGPJTHzbb7B8Tm7K0KM8U20FNp/cd9jT5nQt3Pd6cPCCzBECICIiAiIgIiICKZ8QddqBBh9bTYPDRUjfsdVVFddqmYg0scbN+SJgG7pHgnYkgN5Se/ZTK/5de4OHXTO00uSutNZk7IKevvFRP8AdKemETpJ5A9xPpy1uwPf16bHZB6ZBReeuHylxNucvmwDWq65RQMpnNudquszqiSR35EkTnhpYAe/YO38oXoVAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBaKj7w/2p+Ra1oqPvD/an5EE74avxM2T21R8/IqOpxw1fiZsntqj5+RUdAREQEREBERAREQEREEo4pLfd6rS6vqrffHUFLSsa6rpfQ7ZBVtMsezS4ndm2x6jyqo0P4HD+jb8gWC8Rf4mMj/QM+dYs6ovwOH9G35Ag3kREBERAREQEREBeNuPlpqsppYSOcU2NTytA/JJqYdyfeXsleOuM10c2od4h3PNHhMjj8ZiI+RB6zxQ74xaz5aOE/wBG1dkuowqQS4fZpQQeeggd07usbV26AiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCHcWrthpmPLnVv/wDEt/ONxxc6dHfvslzH6gtritcPRWmDD3nN6Ij3GvW7nZ5eLbTY/vrPdG/zQUFqREQaJi5sTyxvM4NJA8pXkvR3w1nFr3cMFsmI00FRfbhNcZbzPI+or5RK4EBrBswADk6nqQTsB1XrdRrKNEK2ov1wrcO1Fv8Ah9vuszqi4W6iY18Msz+kkjdyOQuHftv16+ZBmWieS0eW6Y2e+UVphs7JmPY+hhADKeRkjmPaNgBtzNJ6eVZmumwnGrVh2K2/GrJC6K30EXZQte7mcepJJPjJJJJ8pXcoCIiAti4HahnJ8UbvkK31x7n/AHuqf0T/AOqUEh4MXNfoTQvad2uuVeR8ZkVbvTQ60VjT3GnkH80qRcFbQOH60EflVtcT8akVirRzUczdt943Dby9CgknBu6M8PlgijJPYy1UZ38RFRJ9BCsKjvB4Gt0Vp4xsDHc65rm/vSKh/Q+RWJAREQRDPOvGBpyB4rHcifglW8qIZt14w9P9vFj9xJ/Wregh/Co3luOqbev+HNadj52sVwUT4Xmlt71Va4bH7dqo++xitiAiIgIiICFEKCJcKwJqdTX/AJLs3ryD5eoVtUS4T3NfS6gvY4Oa7M7gQQdwRzq2oOozVvNh16b5bfUD+jcp9wgu5uHDDT/9JIPenkVFytnaYxdWbE81FMOn6NynHB8C3hwxBp7xBMP+8SoK0iIgIiIOHfHBlmrXnubTyE/BKmHB7GY+HPEgSDvTyO9+V5VGzGZ1PiV3naAXR0MzgD5mFT/hIY5nDviAeNiaMn3C9xCCqqLcXm4w7EpAduTM7W7fyencFaVF+MEFunFlnA37DKLZJ3/5Xb6UFoHciBEBERAREQEREGP6lQy1GnOSwU8Uk00loq2RxxtLnPcYXAAAdSSfEoRdMJrqzQjSm81OIyXuXFBT1dxs00ZbPJB2RbI1sbtuaRp5Xhh235duu+y9LrGYc8xabUObAGXRpyGGkFW+lLHD7mfI7bYu268oO+3VBGcNZT5vrji2T4lpxd8Stdgp6sXKruNsbQOnMsZayJsYPp+vUnxL0YiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgLRUfeH+1PyLWtFR94f7U/IgnfDV+Jmye2qPn5FR1OOGr8TNk9tUfPyKjoCIiAiIgIiICIiAiIglHFJjlou+llwuldTOfWWtjZaSVsjmlhMse/cdiDsOhVRoRtRQj/ACbfkCmfE7frLbNK7ra7hdaOlrrjE1tHTyyhr6hwlj3DAeriNx3KmUP4HD+jb8gQbyIiAiIgIiICIiAvJXE/TNrNU8xj7PtDHp1LJsO9u1TGd161XlnWiNtXrpqHTuJaG6WVD9x5pA76EF80hn9E6XYxNy8vNa6c7f8AUCypYRoNMajRnEZi0NLrTB0HtVm6AiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCJcUbGvu+lrXDcfbnTH3mPK1Z+duLbTHz2q6j+jXziXPa5bpRRno1+Vxyl3j3ZG7YfrWrUdxj4rNK3cu4dQXVm/sxILUiIgLzTxPZXU2biD0ko2SuZBDVvqJGh+wf2jhHsfL0b+tell4p44J3s4isEeN+Wno6aT36tw+hB7WHciDuRAREQFxbt/eur/Qv/AKpXKXFu52tVWT/zD/6pQR/gmaW8Olh38dRWn/vMitEgJjcB3kFRrgp/c6Y+fEZasj2DUyKzlBFuD17/AAa3aGRnI6HJLiw+X78T199WlRfhI3GK5dGXEhmYXNo3/Sq0ICIiCIZi7fjIwdm3djVcffc76lb1E8m9Nxk4ly+m5MVq+bb8neQ7bq2IIzw3crMr1Yhb+TmEr+/r6aGNWZRPQEeh9XdX6Ps+T+7kM3f++iH/APatiAiIgIiIC+P9SfYX1aZTtE4jxAlBEeD+JrMYy6QE7yZXXk+4/b6FcFFOD0c+n17qj6uoyS4Pf5N+1IVrQcO+MMlmrWAgF1PIBv7UqV8HUzpNA7NA57XGlqKuDoO7aoefpVelYJI3MPc4EH3VHOD4hulNZTDb+1b/AHGE7ePaY/WgsqIiAiIgxzU+R8WnGSSMcWuba6ggjxfc3LGuGGB0GgOGMcQSbZG7p5DufpXd6yzOp9J8rmZtzMtFSRv+jK4fD9C2DQ/Co2b7fYSld188YJ+VBnKjvGGx3gSq52tBNPcKKb2Np29QrEpRxdbDh1y5+wJZTRPb5iJ4ygqFvlM9BTzHfeSJrjv5wCt9dZicnbYtaZd9+eihdv7MbV2aAiIgIiICIiAe4rxRZnS0PGJVZ3K90lG7MJLC1wdu37pSyAD3CAva57l4how0aY2nK5NmFurnoqoeP3gf2Y/U4oPbyL4whzQ4HcHqF9QEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAWio+8P9qfkWtaKj7w/2p+RBO+Gr8TNk9tUfPyKjqccNX4mbJ7ao+fkVHQEREBEPcvPd6tOWav6qZdaWZvfcTsOKvjoaRtmm7J9TUSRh73yu73BvpRy+9t13D0IimfDhkt8yDBaqjyaqjq7xYrnPaampYNvRHZcvLIR4iWuG/nC4mpmFZ5neatofttuOLYfR0jZYpbLUiOsqqsnYh523DGt36dxJCCroo9w21WRwVWZ4peb/VZDQ49dm0duuVUeaaVhZzOY9/5TmkgbqwoCIiCecR0ccmjGQl8bXFsMZbuN9j20fULPaL8Dh/Rt+QKI6855JVaeZJZZcLy6lB5YWVkltPoY7TMHOXg+lb033PlVuoetFCf8m35Ag3kREBERAREQEREBeYdTW9rxA6ks5dwNK6ge7uV6eXmnPGc/ELqSOvL4MZWk+TcuQVHhncH6B4U4HcfYiH5CqKprwuHm4fcKJ/xVGP1lUpAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERBDeJKYDUjSOn5Tu7Iy/fxdIyPpXM1V+4cR+k9U7q1xuMOw793QHYrjcQDWv1g0ha9ocPs1MdiPJCdlr1ulMGu+kMnLuHXCrZ8KLZBbEREBeJ+Nbap10tzwWbUNrt5dseo3rHn5CvbC8Y8VcArdSc5qg1vNbbLa3Dfx7zuO/m70Hs1vcvq4NgkM1ioJXAAvpo3EDu6sBXOQEREBcS9f3orP0En9Urlrh3z+81b/m8n9UoJJwVfucca9mp/wB4kVnPco1wWsDOHDFwDvuKh3vzvKsp7kET4R3E4/m7Sejc1uYHm9OCrYohwiDaz5+P/wCcXL+s1W9AREQQ6vlY/jSt0bTu6PFJA7zbybq4qF0rmTca1W3k3dBijevk3kCuiCL6SPbDxGauUTT0MluqDv37ugG6tCiunJI4r9Vmb+lNBaHe72JCtSAiIgIiIC2qv8Fl9o75FurYr/wKf9G75CgjXBfCWaNOmL+Yz3mvf7G07h9Ctii3BW0N0Dtx/fXCvP8A3mQfQrSgHuUX4RTthmVxAACPMro0AeTtGq0FRXhIDm47nMbhsW5xdBt/1mH6UFqREQEREGDa/kt0SzMg7EWWq+bK5OiEYi0bwxgJIFioj188LCuv4jncug+bu3I/uJU93tCu20eaWaS4e0jYixUQ2/0DEGVKV8WrOfh1zMf/AEIPvSsKqinHE3Tmq0DzOEbbm1yHqdu4g/QgyvT9/aYJYH/vrZTH+iau8WMaTVDKrS/Fp2ElrrPS9T5omg/IsnQEREBERAREQaZHNYwvc4Na3qSe4ALxlJTmLgVvdy5PujMhfXQu8m1ez0w9wFeu8uqBSYrd6o77Q0M0nTzRuK85UNk9Ff8AB+zwNaXPms0le4Dr17UyfIEHpazSGW00cp/LgY732hctY7plcvsvp3j1z6f2zbYJOh372BZEgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAtFR94f7U/Ita0VH3h/tT8iCd8NX4mbJ7ao+fkVHU44avxM2T21R8/IqOgIiIB7l5xuWZu0S1bzWfJbDdaqx5RLHcrXVW6m7UGVkYZLE/bbY78p38/j3Xo5NkEP0arp8B0muOZ5faq2klyC+PuJo6aF000LKh7GRNc0eMDYnyA+4uJr1rPSY9lcGEOZfqGklpm1FxuVuoTNM1jvUww9QGOcO9535RuAA7Yi9psgm+geX4Vk2N1FFg9nuNqt9rkbG6KsozAXOeC7m6kl5OxJceu/eqQiICIiCfcRYHgYyPp/yDPnWLO6L8Dh/Rt+QKXcUkmRM0vr22ilt8tvcxouL6iVzZWM7WPlMYAIJ79wdvEqjQ/gcP6NvyBBvIiICIiAiIgIiIC845W0S8RWpEQHNzaclpA8/N0Xo5eeK3kquJbUxkQ3kZgzIevTqQ7/2QZ1wrHfh6wv8Aixv9Zypqk/CJO6bh5xRruXeGnfF6X+DI7v8AOqwgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgietQEmv+j0L/TR+jq1/Ke7cU7iCvvEF2sWqWj9QxoLPthfGSf4UJ+jdaNXyTxLaOsPqe0uR28/oYrkcRTgzNdJJD1Ay1jdvZheEFmTdRvi3v7LPpxRUH2XuFpfd7xS0ZqaB7hUMi5+aQx8vpi7lB6Dv3WLcNYw45pUfY/M9S57s2ldyWrLZnM7WI98scZHptiNt9+nkQejV5C1zgjnyTXyo6GSmx61Naf3pL9z8i9enuXkTVU9rf8AiRaSPSWS1j3mkoPUOBvMmEWKR3e6207j7sTV3Sx7TN3PpzjT/wB9aKQ/0LFkKAiIgLgZGS3H7i4d4pZSPgFc9dLncskGFXuaJ3K9lBO5p8h5CgnvB41rOHTFA0bbwSH3TK5Vw9yk/CHG+Lh3xJrxsTSucPYMjiFWCgiHCW4ehtRmdd25vXk+6GK3qH8LnaRX7VKkc4FrMtmeNvK5jfqCs91rqa2WyquNY/s6alhfPM7bflYxpc4+8Cg5KKD0HERUTxRZDU6Z5BR4JLOGNyOSRvK2Iu5WzOh25gzmI3O52HXr3K7RPZLG2SNwcxwDmkdxB7kEVxxwdxmZSB+RiVKHe7M0q2KHYmS7jPzPp0bi9GP57Srigi+Ajl4tNTOm3NabUfZ9IQrQoxhzmx8XWeRcw3mx+3SbHv8ASlw6e+rOgIiICIsN1Y1IxrTbHJbvf6tvaljjS0UZ3nqnAb8rG9/snuHjQZkti4nagqCP+ad8hU8verlvtemGP5ebNWVVfkUcItVmp3B89RPK3mbEHbbdPG7boOuy6jEtYa29ZPLhWXYHdsOvVVQy1VDHUzNnjqY2NJeQ9oABG3d1QcfgpJPD5ZnHvdV1pPs+iZFaVFOCNoHDnYCDvzTVbt/ZqHq1oBUX4WnhkmpFDyub2OZ1j9iO7naw/QrQVF9AGCk1S1et4J9Jf4ptt9x90ga730FoREQEREE84lTtoHm/8S1H9Vd/pWzs9McVZvvy2ajG/wDoWLF+KaYQcPmaOJI5rY9g28riB9KzDT9vJgePM5eXltdMNtttvuTUHeLE9ZKMV+lGVUjiNn2ipPUb90bnfQssXQ6iMMmAZDGO91rqh78LkGNcNVR6K0Gw2c7emtcY6ebcfQqGpZwlv7Th0wx3koS33pXj6FU0BERAREQEREGOaov7PTTKJP3tmq3e9C9TLAaYzcFVNTbdZcOmHwoH/Ws812rG0OjGY1Lu4Waqb37dXRlo+VcHSq0dpw/WCyDb7tj0cA3G3qodvpQfOGp5foJhDid/7jU495uyoaknCFWuq9Aseie7d1EJqM+bspXN2/Uq2gIiICIiAiIgIiICLENUcpvON2mJmOYzW3+8VpfHSxRbNgiLW8xkmkPRjAPZJPQKf6a1uoepnDlZrlQZoLHk1XM6SW5+gY5hyNleCwR9G9QAN/Mgt+48qLzNibdZaXXq24fNq2cno7fG2tyBgs8MEdPEfvcRcASXyd4A22HXdemUBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFoqPvD/an5FrWio+8P9qfkQTvhq/EzZPbVHz8io6nHDV+Jmye2qPn5FR0BERAREQEREBERAREQT7iL/Exkf6BnzrFndF+Bw/o2/IFL+KS01VfpbcK2C919AyiY18tPAW9nVgyx+lkBG+w26bEd6qFD+Bw/o2/IEG8iIgIiICIiAiIgKDY1StquKTUuLsw98mPUsQB8YcHDZXk9yiOmH3Tij1Pe/0zmUdAxpPibs7og5HBm5h0Itkbe+Kqqo3DyESnorMolwWE+Bgxk79nea9g820xVtQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQQ3V0b8Umju+/Rt0P9At7iXcWZVpK4fnlAPfjcFtar9eKrSIHuFPdSPZ7ILXxPHlyLSZ3f8A8daUe+xyDLda7nkVht9nyGzY5BkFDbq9s11pG0wmq20+xBkpgSPujT18pHcsHw+53HVLWuxZrR4nfrBZ8coKmCaW8U4ppaiaYbCNjNyXNA9MT3eJWXLrtFYcWul6m+90NJLUO/6rSfoUn4ONRL3qLpdPcMiqRVXKjuMtPJNsBztOz29B3bBwHsBBbD3LyTn0Hb5BxL7Ab/Yi3t6+aAletj3LyvcIW3LIOJIsc9/PSU8XQdfSUx+pB6D0qO+mOKny2ajP9AxZKsK0HqjWaM4fUFznc1npxue/owD6FmqAiIgLGdVpHxaaZLJG4te211BBHi9IVkyxLWWYQaUZVM4EhlpqCQP0ZQY/wswuh4f8Oa/bc25rht5CSQqap/w4wGn0JwqNxBJs9O/p/CYD9KoB7kEP4eXhurWr9LyuaW32J+22w9NEPqVfyeipLljdzt1fMIKSqo5YZ5S4N5I3MLXO3PQbAk9VItE+ZvELrLFzbt9HUDvdNOFaqmGKop5KeojZLDKwskY8btc0jYgjxghB5C1Hsuo2LcP93slxzjFa7AKeh9DWuqo2OdX3EF47KHffk6k9S3mOzT5yPWtjBFmog4bEU8e4/wCqFC8D0d0QuGe3Cox+rr7lU43cAZ7VJVvdRUc53cwNjLQCAdyNiQCCPFsvQCCG4UN+MrPXb+px2gb7/KVclEMDBPGBqO4A8rbJbWk+flBVvQRSha+l4yrj0YG1uJxO6jqeSUhWtRW9PLOM6xMAG0mGT7+5UuVqQEREBT/Xay2mp04ym9VFuppbjTY9XQwVL4wXxMdGS4NJ7ty0e8qAuvyW0UmQY9cbFX9p6EuFNJTTdm7ldyPaWnY+I7HvQT/S+5WGyaA4Ze7+YGQ0dopXRSPi7R4kdGGgRtALi92+wDRud9looMbuWRZY/UrJaWS1uo7dPS2a1v27SCJ7TzyzkEjtHfvR0aOm5K6vVfBtMJcawfT3Kb/drbTxVUdHZIqeqLZZ5ms5Wczgw9w7nHYbnv6r5ZtEMS08NdldruuT1dVS2+pDYq25mWJwdE4HdvKNz5EGvgsZ2fDljI5eXcTu9+Z5VlUj4PWuZw7YqHAjeCQjfydo5VxAPcVE9FnbcQus0QGzRW253ummCth7ioho4HM4l9ZWnbZz7W8f6hw+hBb0REBERBI+L97m8P8AkTWv5e0ELD5wZW9FTsdhNPYLdAd946WJnUbHowBSTjRkLNCa4AD09fRsPuztVoaNmgeRB9XV5bEZsVu0Le99FM0e7G4LtFs1sIqKOanPdLG5nvjZBK+D94PDtisQcC6COeJ/mInk6KtKKcGLnt0elpH/APyd7rqcDfuDZf8A3VrQEREBERAREQS7iwqTS8PGZSA7E0PZ/Ce1v0rOsMgZTYhZ6aIbMioYGN9gRtU34ynlnDflm3e6OBo92ojCp+Ojkx63t/e0sX9QIJNwbAR6SVNKD+DX+4xHzbTk/SrSopwwn0JetTrE1/NDb8tqOzG22weA5WtAREQEREBERAREQbFw/AZ/0bvkKkPCJUMp+GywVLiCyKKoeTv02Erz3+4rKdiNj3LALNqbhNRqnW6U0D+S70VN2zo2QgQO6czmNI6cwBBI2Hj8YKDHuFOjZWYDWZ3O0m45bc6m5Tud1LWdq5kUYPfytY0beyrAtFPDFTwshgiZFEwbNYxoa1o8wHctaAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIC0VH3h/tT8i1rRUfeH+1PyIJ3w1fiZsntqj5+RUdTjhq/EzZPbVHz8io6AiIgIiICIiAiIgIiIJ9xF/iYyP9Az51izui/A4f0bfkCmXE/YLNdNKrpc7jbaeqrLdE19HNI3d0DjLHuWnxHoFTaEAUUIHd2bfkCDeREQEREBERAREQD3FQ3R1s0nExq3O48zI/QMW5PduxxA/UVcndxUT0UIfxA6yPb1a2rtzD7PZPKDTwYdNKK9g7m5DcQP8AWq3KLcHwDNPb7CCCYspuTT/rQrSgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgh+qLQ/iu0n69WUd0dt/o2hfeKTYXfSp/jbm9FsfZBC16hNbJxZaajYOdHabk4+Vu4aAV84rQ1kOntU8ARwZlQPc796ObbdBl/EVKYdCc2ladi2yVOx8/IVIOAKIW3G8qsrukkVbTVO3lbJTM8XuKhcXtY6j4fMn5QT28LIOnkfI1v0rGtAKQWTXbPcfjYI2QWizvLB4nehmg/rQegF500+hZXXXX6dzd2S1UsPJ4/S0pXosrz5obCZKfWuqc9znS5BWRfBpx+0gznhdnNRw/YXK53MfsYxpPsEj6FSlK+Eh5fw54Y4kH+0nDp5pXhVRAREQFhGvkhi0VzKQDcts1Sdv9GVm6wDiMcWaEZu5p2IsdVt/qyg5GgTS3RLCmuGx+wVJ801Zue4rDdDmlujWGNPisVH8y1Zke5BDdGXbcTOszNiPutsd/QH6lb55GQwvlkdysY0ucfIB1KiekbeTig1fHX00dqf1/RPH0KqZ9OaXBb/AFLSWmK2VLwR4tonFB5L4IK2qj1uyyN8shp71QTXFoPc7lqy0H3A4++vZ68ecOMTLLn2klYyJrXX7D6yCZ3je5lQ6Tf2e5ew/EgiOlzxU8UWqVSSC6OnoIBt3bNYP1q3KHaDRmbXLWKucxgLLrT04Pj2EZKuKCIZN6XjQxQ/v8Sq2+9M4q3qJZg0M4xcGk6fdMbr2e84n6VaaqaOmppaiYlscTC95AJ2AG56DvQbiKI4Bq1f8v12OOtslTaMZfYnV9F6Op+zqKwdo1rZ9j1YwjfZpG5HUrlcSWrF1wTH7hTYrZqyuvFPSx1U9W6mJpKCF8nI18jz6VziQQGA7+M9AgsiLhWCplrLFQVc5Blmpo5HkDYczmAnp7JXNQeLuO+snOqWOVFDM8SY/b2V0nKduQuqWhp95eqdRap0WmF+qw5oc20zP3d3feiV5s17oWXnU3WGKZod6AwSnmiJHqXMkbL09nZWPI7o6v4U627PJe6fEnTEnxk0+6Dm8LcTIdAMNazfY21jjufGdyVS1gfDxCINDMKja0N/uJTOIHldGCT+tZ4gHuUR09eKTiy1GpCCPRlqoKgAjv5Q5u499W5RG3vFPxp3SBo5fRWHQSu2/KLZ3DdBbkREET4idY7lhNNPbcVs1VW3KnlpfR1dJTE0dCyZ7Q0Ocdg57gejWnp3lWCuuNJbrPNdLlUxU1LTwGeeaRwayNgbu5xJ7gFKOMRrRobcnBoBNwt+527/AO24lt8Rlp1Gvttx224bjtHfbS2obUXikqK1lO2pazYsicXEEsJ6kDv7igimsGqN81ExTMqCttv2Os1LcbJNaYZY9p3RTSkiV53/ACwA4DbpuvaQX5+6m3jPq3U+/wBuyjFLdaJ7jX2NlfDTVjZfQ/Zn7iGbHZ3MD127l+gQQEPciFBEeDnduCZRCd94svuTNj7Zh+lW5RXhR5Kahz+2B276fMa17uvieGEfIVakBERAREQEREEX4zZ2N0RqaF3U3C5UVMB4zvOx2w+Cq/bWdnbKePbblhYPeaFGuL57TjWF0z28zajMrbG4eUc5P0K2ju2QRLh8HYav6y0jujvs/DOGk9SHxu6q3KH4EW0nF7qDRR9G1Vjoasj+F0aT+tXBAREQEREBERAREQaZXiONzz3NBJ9xeJ8e5qSnxzWctDKe4ak1U1RI31baaZ3YtZv427sPTuXsPNLnHZcQvF3lALKOimncCe/lYSvMFwxian4AbUWDaSiihvXkO3bdof1OQetgi4GOXJl5x623eIcsddSRVLR5A9gcPlXPQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAWio+8P8Aan5FrWio+8P9qfkQTvhq/EzZPbVHz8io6nHDV+Jmye2qPn5FR0BERAREQEREBERAREQSrihyGzWnSy5Wu4XCKnrblG2OjhdvzTOEse4Hvqn0P4HD+jb8gWCcRf4mMj/QM+dYs7ovwOH9G35Ag3kREBERAREQEREHx3qT7CiOhB5teNaj/wBJ0A/oHq3O9SfYUS0FO+uGtR/6Xoh/QuQa+FaN1IdQrYeUCly2rAaBttzbHuVrUW4evSalawwbnZuUB+x/hRAq0oCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAuDf7xa7BZ6i73qvp6Cgpmc8087w1jB5z9C5y6jKMasWTQ0UN+ttPcYaKrbWQxTt5mCVocGuLT0dtzHofHsfEg6bSLUC16lYo7JLNT1EFF6Lmpo+325n9mQOfYdwO+48azBRTg2a1mlNaxoDWtyC4AAdwHaq1oCIiAiIgIiIIdk8hl4yMSiax33HHKpzj4ti4fUvvGH2keFY3VRtBFPk1A87n/KAD9a11Q7fjOom+p9C4hLJ7bmmaNlr4zomO0aE7twYLzb3g7929Q0b/AK0GjjSLn6A17B3y11Az36hi2tPWmLi51Baena2C2SDzgNDVvcXBM2lFrtrBzSXC+22Bg36n7s130LatzX2/jOuLe5tyxSJx6nr2b9voQXErz/w5Htsd1dcPy8tuY96JoXoA9ygfC1EXYzqbs377mF028/cEGR8H+/8AY34cD4qaYe9USqsqQcHkpfoFZYHN5TTT1cJG/kqJD9KzbUy3Zrc7HDBgmSUVguLagOkqKqiFS10Wx3aGnuO+x38yDKUXnbBLrrU7XeLELlnVpyG02unFTfX01pjhbBzg9nDzAb9o47O2B6AdV6JQFPuJA7aC5x/ElT/UKoKnvEn+ITN/4kqf6hQdrow0M0ixBo7hZKQf0LVlp7ljGk0fZaXYtHylvLZ6UbHxfcmrJ0EQ08c+Diz1IgIBbU2q3yg79Ryhw+krPtbq9lt0gy2seNwy0VLfddGWj5VgFqLqfjRvUTuXapxKCVvXrs2Yj5V3vFpMYOHXM3tOxNCG7+2lY36UEixSiNqyvhsZ1aPsXXREHofTwc69X/k+4vO+qDHWqr0Gu8bQ0U1wp6I9O7taXl2/UV6IPqSgiXDm7tNTNZJDvv8AbQGbn+DGQrcojw0tBzjWCX99mMzfeb/7q3IIfq1H6E4nNK7ltt28dbSbnuPpd9vZ6q4d4UR4gXGPWXRiQHb+7lSw/wDWiYrcO4IItMAOMynA2AGEnp/9yV2nFuAOHfMD039Cxdf9PGstzuvxXDbdX6h3yigY+3UfZzVsdOH1AhLxtGD3kFxHTfbcrXYbljGpWBUtzip4bpYbvCHiKqgBbI0O7nMd5HN7vKEHZYn/AILWn/Mofm2rs1phjjhiZFExrI2NDWtaNg0DoAAtR7ig8vX6mN91E1/qWsLRHjcduHk3EBP0LJYKoS8ChqGSBxbhDmkjrs5tPsR74TROmZcsy1zhmbzsqb86md5wIXN2/WsawOrNRwA3YvO3Y2O4wd/7xz2j5EFt0KaG6L4W0DbaxUfzLVmixXR+IwaU4pCd92Welb1/RNWVIChsvpON6E7ffMHd19ip/wDdXJRHJHtoOMjF53A/3QxeqpQdvG2Vr/oQW5ERBwL/AGW03+2utt6t1LcaN72PdBURh7C5rg5p2PjBAI84U71+1gotKKO0n7ETXaprpnF1PA8B0VNGOaWU+YN7vFv3qprz1nlqp864o5bFPGX0lpwypiqh5fRXMzp7jkHH1/biV3zDS+ttcNvdWZJkNDNNUxsaJ6imaB2bneMtHcN16NC/P7Tq4VmQas6I0dY/nrrLG+iqGbdYxT1UoaD5+UBfoCO5AQ9yIe4oIzoG1lLqvrDb49wyO/U8wG/QdpThx/WFZlHNGozDr3rIw7jtKy2Sjfz0zh9CsaAiIgIiICIiCIcWLe2Gm1MASZM2onbeZrZCreFENfGurtZ9H7OXDkku9TVFu/8AzUJO/wCtW8IIhQAW3jSuDpQQLviLGxecxStJ/UFb1Ec8Jh4v9N5APwiy3OEny8rS7ZW5AREQEREBERAREQTziUq20eguazOdyk2eeNvtnt5R+srq7jjk1fwpDGg3aZ2IxwBp6emFO36Qut40qiSHQa4xR771NbSU+wPeHTNBCr9RSsNqkoom8rOwMTR5By7AIMN4errHedDsMrottvsPTwnY+ONgjP62FZ4o3wcSiPQ6hsz9+3s1dWUEwPeHMqHn5CFZEBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFoqPvD/an5FrWio+8P8Aan5EE74avxM2T21R8/IqOpxw1fiZsntqj5+RUdAREQEREBERAREQEREEE17zXJajAcjtE+nV6pqLmEP2RdNGYgwTsAk2HXY7b+6rrQ9aKE933NvyBYJxFfiYyP8AQM+dYs7ovwOH9G35Ag3kREBERAREQEREHx3qT7CimgoHhn1pPj+zVJ8wVa3epPsKL6CNHhe1mdt6Y32nG/mECBoKCzWPWWI9P7uUrwPbQHqrSorpg19u4ntT7a4kNraSguABPeOUt3VqQEREBERAREQEREBERAREQEREBERAREQEREBERBiml2D2/T/HZrJbauqqoZa2esL6jl5g6V3MR6UAbDxLK0WN6lZjbcEw+syS5xzTRU/KyOCEbyTSvcGsjb53OICDJEU0xXUi/T5rbMUzHC3Y7V3iifV258VwbVsfyDmkjfsxvI9o67dR51S0BERAREQRCgcX8bNwaRuI8IZsT4t6kfUtzjYd2egFzkG3pK6hd181SxaLQAeNS9O8bcKgHv1C3ONlnNw638nb0stK/wB6dhQbXEhy1NRpXbnk8tXl9C1wB7wGl30L5kjjHxo4tt3TYjVNPn2meU145Zsy0Xg5vTOyeOUDyhkJO6+5qws4w8BmPQS49Xxj2RufpQW5xAaSegHVQ/hDDZ8SzGoDuZtTl1xeDt4i/ZWysfyUkz/3sbj+pRrg4DX6Rz1bSP7avldKQO4bzu+pBucIPLHpvdqNu39q5Jcodx49pj73eqxkNxjs9huF2lbzR0VLLUvbvtuGMLiN/cUh4RXb41mjOn3PM7m3byenB+lZbr9qFbtNNNq3IrjbW3Vr3spYqFzuVtS+Tf0jjs7YcocT0Pdt40HR8KduI0uZldW8zXTKqqW7Vkzxu8l7iGMLu8hrQAPZVbWPaa3y05JgdlvtipWUlurKRksEDGBrYh+8AHQbEEdPIshQFNeKObseH7M3cvNz2x8fsc2w3/WqUpLxeODeH3Jml3LzxxMHXv3laNkGf4BF2OC2GHffkttO3fy7RtXdrr8bg9DY9babYjsqSJmx7xswBdggiEpDONqIeOTBifeqv/ddnxgyRjh8yOlcSH1hpqaPbxudUR/QCuBcY+z40LXMena4VOwectqWn6VucXrubAceoj6msyy2QPHlBlJ/8KDquJOldTYdpeG9DSZbaWn3i36Vex3KN8X8botI4rvG3raL1QVoIHqeWdo3/WrDTSdrTxy/v2h3vjdBG+Fp3ooag3fbpXZfWvB8R2dt0VoUX4NyyTSGasYPwq+XGYny71Dh8gVoQQ/iPBbqdo1KB3ZQW7+ywfUrgO4KIcVZfR1WnF6Z/wDIZZTH4XRW8IIfxmwm4ab2SwiTlF3yWgo3tB6uY5zubp5OgXL4QZXRaY3Gw8xdFYchuFrg38UbJeZo/nlaNfSKnVvRy0yDmhmvtRUuae4mGDmb+srTw8H7G6jas4w1wMVJkLa1gHcPRELXn5EFqQ9yIgiHDSxlVddVLrGd46/Lqrk9ho5VNrBPHQcCWV0LZHB8FTcKJ3iO7qpw295wVQ4OyJtKayvPV9bf7jM8+X7uR9Ci+WSGi0M1esTXO7Okz70PGNh6mSojP0oPW+DUvoLC7JR779jb4I9/YjAXcrRBG2KBkTBs1jQ0ewAtaAojq670NxM6RTt2BqBcqdx8oETXAK3KK64R8uu2jVW4gMbc66Lc+V1P0H6kFqHcEQdwRAUS00aK/io1Ou0PpoaWht9vLvI9rA5w/UraVFuG3efL9WriNnMnzCaNjx+U2NgagnOm2mdZaON7I69zopLdSU8t1h5htt6LJ2DR/Bfzj3F6vUssX7qHJv5L0Pz8qqaAiIgkGJE0XFdmlE3ZrK/HaCuIB7y2R8e6r6jNKey4zqzc7CfBmADyltZ/7qzICIiAiIgIiIIjq1GZuKHSBu/SKK6ykf6Jg+lW4dyit03unGRZ6Z792WbE56prfI6WZrP1/QrUgi2ujfsbrNpHkDDyuN4mtjjvt6WaEjb3dirSorxWgUlFgV/edobTmNBUSnyMLiw/1laWkEAg7g9Qg+oiICIiAiIgIiIIhxaudX2/B8VG217yqjhd7DXcyt6h2vf90tbNILJEOaWK8S3F437mRsHX3wrj4kEQ4WnGlvWqNmldtLT5lVzhnkjl2e0/KreofpfvRcVeqlCSGMq6S3VkbO7m+58rnD3QrggIiICIiAiIgIiICIiAixXUvJbtjlkifj+OVmQXesl9D0dLDs2MP5XO55XnoyMBpJPj6AdSsI0CzjKL7oLUZdfg67XqF9c/sY2BnaGJ7uWJvKPNyjoT7KCwovIdt1I1Qttrx3UGo1LseQMvFwjjmw6CiYJYmyu2MbC37rzx/wALu2683j9eBAREQEREBERAREQEREBERAREQFoqPvD/AGp+Ra1oqPvD/an5EE74avxM2T21R8/IqOpxw1fiZsntqj5+RUdAREQEREBERAREQEREEp4ooshfpdcpLVW26G3sjb9kIqimc+WRvax7dm8OAae/vBVQofwOH9G35AsE4i/xMZH+gZ86xZ3RfgcP6NvyBBvIiICIiAiIgIiIB7iotoBzHVnWVxHT7YIBv7EKtJUU4cpzUai6wSlvLvkzRtv5IgPoQfMdeY+M7Joe4TYfSyezyzAfStrhF1FyDUGyZTNkNYKqagvUkULgxreSJ25awbeIbdPGvuXubZuMHCquI8pvlhraSfziH7o35FgX/B2P5rDnG/8AjeN2/sscg9WosV02z/GdQrXV3HGK01UFJVyUk3MwtLXtPkPiI2I8xWVICIiAiIgIiICIiAiIgIiICIiAiIgIiIC6jNrlLZsNvd3p+XtqG31FTHzDcczI3OG/uhdusD4hri61aHZlWs5d22iePr3enbyf+JBhnBfnN7zvSee45HdZLjc4LnNE+SQAOawhrmDoB06lVDUC94/jmK1d7yZsTrfR8spa6ISFzwfSBjT3vLtg0DrvsoHwIUDrLDnNiI5W0ldRvDd+7tKfmV/zTE8dzK0C0ZNbI7lRCRsohkc5o529x3aQdwgwDT7HsjyzPKfVPMqeW0GnppKew2M7c9JDINnyznxyvH5P5I6KtrDsY0xwjGrxHd7LZnU1bE1zWSGsnk2DhsfSveR3eZd3T5PjdTdnWinyC0zXFrnMdSR1kbpg5vqgWA8248Y26IO2RcaGvoZq6egirKeSrp2tdNA2VpkjDvUlzd9wD4t+9clAREPcgjGPN7TjEyiQEEQ4nRxnbxbzOPXyLm8X1Marh5ypo/Ip2Sd2/qXtP0Lgabh9RxS6l1XMC2C32+n6Dp1a53U+XvWUcSFOKnQfNYzv0s1RINv4LC76EGB5bUsveteitMGjkFFU3EAO325YB41z9ZmuouIfSS5A8onnrKPfy7xg7frWJYdO6u1s0Xk5uflwWaYnb99Hy7rLOIv0mqOjU3dtkzmb+2jAQWO9O5bNWO8lPIf5pUn4Mmj+x3x+bYbzy1Up2HeTUyKqZCdseuB/+kl/qFTHg4jMfDfiTT44Zne/PIUHX8JLTFbtQYHeqZm9wO3kB5CPlXG4oqOLKsu0109qiBS3i7T1E2/jEFO8j9blyeG0SUee6s2lxAbDknbhu22xkjad/d2C05//AHY4ttPbdG0H7C2muuMnmEnLGD/+eVBy+Detln0UprdLt/ce4VduZsPyY5SR/WVlUU4VWi2M1AxdwAkteWVTiNvyZQ14+RWtAUY4z5CzQW5tBAMtZRx9R5ahgVnUW4zhzaKSR/8AOXe3t/7w1BZ4W8kTWb78oA3WpEQRfOWNo+LHT+tPT0bZq+l3323LS1236184n9q+4aaY+0c0lZl9NUDbv2ha9x+VNaiIuIHRmYDq+suURPmNO0/QtvWWR8nEVo1SNHM0VNxncPJy0+wP85B2/FzA6o4ccyY0EltIyTp/Bmjd9Czy2XegGOeiWVkEvoSiZLMGSAlg7PmG4HduBv1XWayUMdy0kyyilYXiSzVWzR4yInEfrAXnbRu/8+hepGQSys7Q43SFzyf+UFHI3b2d9ggqvBxSvptAbG97dvRMtTUjzh873A/rVhWBcO1IaHQzC6Z0fZubZqcvb/CLAT+srPUES4zT2ellsqAdjBkduk38n3Qj6VbQorxowmTQ+plG+1Pc6KY+YNmG/wAqs8EjJoGTRndj2hzT5QeoQRnPd7rxW6f2zfdtqtFfciPIXcse62NKS2h4o9V6GQkProLdWRg+NrYyw/QgPozjXLon8zLfhfZSj96+So5gPeAXyNzoONuZg6NqsJa52w7yypI395yC4rYuFSyioKisl+9wROld7DQSfkW+sY1ZqjQ6X5TWA7GG0VTwfYicUGCcHFMafQKzSHc+ip6qpHsPne5eV9cYbjBr7kOHtnnZDdcrpKwwB7gyTtA0tJb3HvXsbhohjg0DwlkbQ0Os0Eh85c3mJ98qB6uYdcqjjuxCshibNDXupLgR5I6YcryfY5EHsBEHciAotxQNbSV+mt7LiDSZfTQ9PJK17foVpUX4vm8uBY5Vnoyky22Tvd+9AkI3/WgtARfG926+oNMruSJzvICVF+Dbs6jSWe8gHtrpe6+pld5T27mj9QCqOdXP7C4Xerv0/tKgmn6/wWErAuEi2OtfD7izHgB1VTOrP9a8v+lByLRE1nE3f3gneTFqIn3KiYKnKaWz90ve/wCStH/vMypaAiIgi2bH7G8WeA1bH7fZWyXCjePKIyx4+X9StKh2tpbRcQ+jt2l9LCKqvpC4noHSwgNHvhXEdyAiIgIiICIh7kEXxNhuPF9mNwjbvFa8ao7e938OSQy7e8rQoxoC43HVTV3I4uZ1JV3umo4XnuJp4OR23uuVnQRvjPZIeHu+TxN5n009HUNO3dyVMZJ94FVq0TNqLVSTscHNkgY8EeMFoKxDiAt7bnolmVG5nOXWapcwfw2xlzf1gLVoHXSXPRbD6+U7yTWenc4779eQboM3REQEREBERAREQRHJm+jeMjEWRu5/sdjNZNIB+QZHlo39kK3KKYFy3Hiy1EuDCJY7fabfQMf3hjiOd7R5Dv3q1oIlco3UHGfa5Ih2cd0xCUS/5R8Ux290AhW1RXXAfY7XDSG9xDkfLcqq2zSeVkkQLW++CrUO4ICIiAiIgIiICIiAiIg+O9SV520CnvEHCXe6jGy83eMXZ1D2TQ93bB8nJyjuJ322C9FKaah6uaf6Y3WhsN0kkimqPussVBS87aOInYzzBvqGb+yT37IPL9R4G6TTizy4LBcRq7Ty00kbIoqh1eyta8GUyMcOz2B5ubp3L3RB2nYs7Xl7TlHPy92+3XZdfbKKw1D475bqS3SPqW9qysgiYXSNcPVB4G53Hj36rs0BERAREQEREBERAREQEREBERAWio+8P9qfkWtaKj7w/wBqfkQTvhq/EzZPbVHz8io6nHDV+Jmye2qPn5FR0BERAREQEREBERAREQSrihs5uGllyrhdrrR+gYw8wUs4ZFU7yx+llbseYDboNx3lU+h6UUI7/ubfkCwLiNkjbo3kLHPaHup2crSep+7R93vj31ntF+Bw/o2/IEG8iIgIiICIiAiIgKL8NoH216qnYf4VyfNtVoKjHDB6er1Hnd1lfl1UHPPeQGt2QdJxc1Bx6+ad5nTFzKqkvL6HnDtto54XtPyKecAl0ZasV1Emk5eanMdd1d+SI5Cq5xqWJ964f71PTwPlq7Y+GuhLBu5nJIOd3uMLj7iiGhdLJjeLagUsjXwvl06pbg5rhs4OdBIfc7wgyD/g/Zqu11+VY1U7Fs9PR3iP2JmDb9RC9cLyvoCz7Aau4OyP1GSab0Uko2/LgY0fIF6oQEREBERAREQEQnYblebeFPO7xk+ruqttrblUVlDDdHT0bZX8wiZ2r4w1vkHKxvTzIPSSIiAiIgIiICIiAiIgKT8X8nZcN+Yu376WJvvzxj6VWFIOMOVvgEvFC4Em4VNHSN2HjdUxn/woOi4ewy160ag2gDb0Vb7RXgf/AG3IdliF6zS4RcdFAG1dV9hIWssUkXaHs+3khe8el7vVbH3FmuEg0nFrd6EDbmweiJ8pLJeX6VHcglLNRrzlW+9JR6s0IklHdyNidGevuhB7Dy611V7xe5Wiiuk1qqKymfBHWxM5nwFw25wCRuR7K87aqaOYTj2P45j+GW7/AOIElZTGkr4HOFXIGPHbVEztzys25iSdhv0C9D5lU3ylxS5VOM2+O5XllO40NNJK2Nssu3pQXOIAG/nUCwObiDx+Z9TWaQ2m4XWtkabjdp8ghM03XxAO9Kxo6NYOgAA6oKDnd3xPSvI7nnNxhq6285J2FFS2+20fPU1Zhb0a1oPp3emJ5jtsOUeLr2OkerNj1Fqbnb6W13qyXa2Fhqbdd6XsKhsbx6WQDcgtOxHfv06jqN8tvtbbIKmko6itt1PdKrtG21lS9ofJIG9eQHqdtwTy+JRXS6HK8e4gKil1Mktt2yO/2Xnt9ytpc2CKCB/p6cxuALTu4O5uu/dv0QX9D3FEPcgi+hzjJrnrPI7xXOgjB8wp3fWs31upzVaPZhTjvkstW0f6pywjQAGTVfWOq26OyGGL4EG30qu3uhjudnrbdMPudVA+F3sOaR9KDxfwMVVdkOqvoq41k1T9hMZZT0wkdv2bHSBoYPIACrjxPFtJd9Mbw9pLKHLqYu6HucC1Sr/g8ccqKO5Ztdaxj4p6aaO2GN42c0tJcQR4tuiq/GO4Q6S01dt6ajv1una796ROBv8ArQU3PaoUOD3yr3H3C3Tv6nYdI3LDeFqmfScPeGxPbs425r9tv3xLvpXY8QtUaLQ/M6lpILLPUbEeUtI+lc/RmmZR6Q4hTsAAbZKT3zC0n9ZQTzRNxZxFazU/5Pou3ygb/voP/ZfKFrqvjVuUzHczKHDI4X/wXSVHNt7zQmmXJQ8VWqVI4/dK+ht1Wz2Gte0/KFq0daaziU1er5d3Opn2+jiJ8TeyLiPf2Qb2iZ9C68axUEjgHyV9DVxt8rXQEE++ArSopYHso+MrJKSMcvo/EqWpeB3OcyYs394hWtAUY4vHtkwCx24uAfW5Nbo27npsJQ4/IrOorxNOZNkWllrkG7KvL6fm9ho3QWoIg7kQRLiTqYbPnOlOSVTmx01vv8rJ5Dv6VkkBBPvNPvLgi4UWUcX+Pz0lSKmgoMOkr6WRnqXGWYMB94H3ls8efaR6L0dbE3d1JfKaQu8bWlkrT/WCx3g0YbxnWVX2UGRlrttBaKOTxBmzpHge6Qg9PVlPDV0k1LUxiSCaN0cjD3OaRsR7oK8QaU6a57fJ860epqq2UWO0d6hjvNy53GV8THEshhb5XN67kAbDbfqvch7lEeHwcusGs4/6fgPvxOQWmjp46WkhpoWhscTGsYANtgBsFuoiCZcU9M2p4fsxBG5itzpm+YsId9CzLAak1mB2CsJ3M9rppSfbRNP0rqNcba+76P5bbYwS+otFQxoHl5CtnQO5R3bRTDa2NwINmpoz7LIww/raUGD6VO9G8U2rFTIzc0dPbaSNx8QMbnuA98L7qD/cjiy07uTH7fZi111uePKGBsm3/wCeRfOF1puV+1PyefmNTWZZPSbn/m6drWN+lbuvrW0Gr2kGQTNPoenvVRRvcPE6eAtb+sILWO5Tfieuf2J0DzGp3AL7ZJTjf/KDk/8AEqQO5RXjSe2TQystQd93ulwoqSFo73OdOwke8Cgoek9sdZtMsatT28rqW108RHkIjCmmb/uytP8A+T9w/wDGrXbo+yoKeI/kRNb7wCi2bsP9mLp9J4jYLgPeDvrQXBERAUj4wIGScPmSVLmkyUQgqovM9k8e3ylVxYJxBWd190Uy62M25pLXM8b+Vg5//CgyrF6j0XjVsqidzNRwye+wH6V2KwnQe8fZ7RvE7r03mtcIO3la3kP9VZsgnHE3c47ToLmNRISO1tctMzY/lSjkb+ty77SK1S2PS7GLPO3klo7VTwvb5CIxuFP+MFza7Ta24lGC6qyS/UNvpwDt17Zrz+phVmp4+ygjjH5DQ33ggm9s/dL3v+StH/vMypamls/dL3v+StH/ALzMqWgIiIIfxaB0EWnNyY0c1LmlCC/961/M0/KFcAo5xlU3PoHeLjGzeotdRS10B8bXMnZ194lViyzGos9HO47mSnjefdaCg5aIiAiLosozHFMXlpYcjyK12mSrdy07aupZEZD5gT3efuQd6uJeq6K12esuUwJipIHzvA8YY0uPyLGdZL1W2TSy+Xuz1IiqqelEsEzdnAHmb18/QrCuJHIKsaLUljopXfZ3LnU1rpBE7Z/NNymR4A6loaHb7d26Dd4QKSRujcV8lPp8gudZdi3xtEspAB9xgVhXVYdZKbG8VtdgpGMbDb6SOnaGN2B5WgE7ec7n3V2qDjXSkhr7bVUNRGJIaiF8UjT3Oa4EEKRcGk879C7fRVL+aW3VtXRFu/VgjmcA3zdNlZionw/bWTVDVTD5R2Lo72LrSwAelFPUM3BHm3QWxERAREQEREBfHuDWlx7gNygc0uLQ4EjvG/ULCtdMoGG6SZJkDZxDUQUL20hI33qHjkiHuvLQgwfhSc+7Mz3M2jekv+UVM1G897oY/uY394q3LA+H/E3YVpBjlgmhMNXFSNlq2k7kTyenk/nErPEET4xQ+l04tF8haRNachoapso7429oWuPvFWqJ7ZI2yMcHMcOZrgdwQe4rBeISx1OR6K5ZaKNjX1E9tkMQcdvTN2eP6q5GhV9hyTR3E7xA572zWuFjy7vL429m/wDnNcgzRERAREQEREBERAREQaZXsjjdJI4MY0FznE7AAd5UI4ebVSZ9Bm2ol/o4qtmV101FTxTt5jHb4t42xdehae/p5ll3E9kU2OaI5FUUbRJXVsAt1JGHbOfJUOEQ5fGXAPLth5Fk2lmOMxHTqwY3G4uFvoIoS4jbdwb6Y++SgnPCxVVNmosl0vuM7pKnEbm+npnSOPPLRyHnhfse5ux2HiVrUQzV/wBpPFBi+RgdjbswpHWSuf6rnqWemp+ni8Q3VvQEREBERAREQEREBERAREQEREBaKj7w/wBqfkWtaKj7w/2p+RBO+Gr8TNk9tUfPyKjqccNX4mbJ7ao+fkVHQEREBERAREQEREBERBLOJ6wWW6aV3S53G2U1VWW6Nr6OaRm74HGWPctPiPRU2h/A4f0bfkClvFLkdqs+l9faq6WVtVdWNipWsic4OcJY99yBs0de8qpUPWjh/Rt+QIN5ERAREQEREBERAKiXCc6aWjz6olafumX1mzttgSOUdP1K2nuUZ4SyH4nl0rfUyZjciPcc0fQgsr2tewse0Oa4bEEbgheVNZq2C06n6wvkLWNn07iYwb7blzjGAPhL1YvGHHJHVUeplDSW8vM2VWeO3crfyiyqYQPd3QZ9c6I4lkGgV+DSx3oWPH6ouGwayWnby7+Q8wK9IjuU514weqzbSWrslrd2N1pRFV20ghu1RCQ5g326AkbdPKode9UdS9VKi02DT2O42K/WGgkuGQ05jdEXVcTuUUh37mvLSRv++2Pcg9bovOehmo2p0+qrrFqhb/sZHklDJcbRRyR9k6j7KQsMOx67loDtj18fjXoxAREQEREGxXv5KGd4/Jjcf1FeNOBuV9DqhXyzhzjklpnrGOI7+yrZWk+fuK9g5RUx0eN3KrlO0cNJK9x8wYSvInDJTOt2faRveS0VmI3IDfpzE1csm385B7MREQEREBERAREQEREBRji4fzYfilE4+krMwtkDx++HaE7fqVnUW4k/7pZXpZjTQHOqsqjrCPHy08b3H5UGOamZCMB4sLPfX0jqll9scNqDQeUAurYmcwPj5effZTKpY6o4PMvyONnNVTZi+uMhHUhlUzY+4N13v/CCeirVkGAZNHzNhpZ5Y3PHicJIpR7v3Mn3Fl+B4p6L4HKi2RQvmqLnY6muDNuvbP5nt290BBeqW82sVFBbn3CmFdV0/bwQdoOeVgA3c0eMDyrs1520suf2YynSC4umbM+XDpe1cDv90DGh49kOBB9hXrI5pKfH7jPC8sljpJXscO8EMJBQY7qnp/bc9tlHHUVlZbLnbpvRNsudE/kno5dtuZp8e46EHoV1emelkGJ3qfIbxkt4yy/Ph9CxXG6yc0lPT77mJgHQAu3JPefcXV1GqFHg3D/jGYZI6rudbWWuiDIYzzT1lRJC0kDfxnqSVmumuY2rPcKt+U2btG0tYw7xyjZ8T2ktexw8oIIQZIhWI6VZTWZbYa6vraeCCSmulVRNEROzmxSFrXHfxkDqsqqpo6emkqJnBkUTC97j4mgbkoIzwnFtbas3vhe50lfltbzbnxRlrQrUe5RTgyif4IZ65wIbcL5X1cZ/fNdJsD+pWs9yCH8Mn+GusP8ALSo+Rd5xZW0XHQHKD05qOnbWs38sLw/6F0vDMxzcy1feR0dmlRt7yqefWOHJsKvOPz83Z3Cilpncvf6ZpCDz9xCai1tRpzV2c9i6hvuFQ1bDy+n7eaTlGx8hHiXoXCqQ0GHWWhcNjT2+CIjycsbR9C8F3K9VOYTYJgMsbmZLSw0djq6ZwIML6asm3Dv9GGFfoWO5B5w1ByKXC+KS5XqmpGT9rh1MXRudytkcbhHDuSPGGy7+4sn4Ymm4XPUrKJHl0twy2ppuv7ynDWN+VTLjvqZsWyLHMppucG4UMttmIHQCOop6hu/utPvKtcI9G6LRK23WXn9EXuqqrpOHDYh80zj8gCDq8w2svF/hVcx+32esVZQPHl7ItkA//PIrNca+ittI6ruFXBSU7SA6WZ4Y0EnYdT5SdlGOJFjrNn2leaxDmfRZELa8Fu4DKphYSsl4luuk1ZH4pKyjjPsGoYCgpYII3B3BUQ4gyKnV/Ry3sIMgv8tU5vkayMdffVpb6SiHKfUx9PeXljTS63DKdcdN5LrWS3Geis92qZZJXczmuNRJGwnzgBu3mQerR3BERBgHETjDMv0Yyayl8cUjqJ08Uj27hj4vugP80j3Vh/BJj8Nm0EtdwbKZqi9yyV87nDYgl3ZhvnAEY98qp6gf4CX/APiyp+acsG4SP3OeG/5k752RBVT3KLaCtjGsOshjcXA3ym33Hc7sXbhWk9yinD9+NzWX+UEHzJQWtERBxLxEZ7TWQgcxkge3by7tIXmLh7yertOn2CUL7jJBHa7fkEdxhL9mCSnfGWc4/ghx28m5XqgrwTqVQZTj+rl70rtVsmqJMjuFdLRTcpDTT3AQGRzfMwxPB8Xeg9NcIlE+LQ203WpD/R17nqbpVud3uklmed/dAauHxesMWA4/d9iGWrKrdWSvA9RGJC1x/nBVfF7TFYsbtlkgeXxW+kipWOI2LhGwNB28+26wrias1Vf9B8uttG0OqDQGZgJ2+9ObIf1MKDOX3W2x1tJQyV9MyqrGOkpoXSAPma3YuLW95A3G+3lUf4lmC7ZdpZjMJMlRUZTFWvhA33hp2Oc8nzDouNjF7hyjLdHbzSFzmT4/VyuLu/0rIWO/nLkU8gy/i5MkWz6LCLI9naxnmb6LqiA6Nx8RDN+nmQW5RPN/3Xun38RXH5CrYonm/wC690+/iK4/IUFsREQFw75QsulmrbbKdmVdPJA4+QPaWn5VzEQRvg7rJH6Mx2WUbPx+5VdqJ26ns5CQT7j1mumV9uN9ZkhuMkbzQZDWUMHIwN2hjcAwHbvPXvUwZfLdotrff4silNBiOZujr6Kuczanpa1o5ZYnEdGBw2dzHb5V12B61YJiOJZHV1V7hulxrMkr5aSgoHiapqy9wLC1o6hrumzj0QZBqJKcs4nMGxOImeix2Ga+3BsbfvM3KW05cfISe7zq3qTcPmJ3mm+zWoWY0nobKMpn7eWmcSTQ0w+9U4J6jYbEjyqsoJpbP3S97/krR/7zMqWppbP3S97/AJK0f+8zKloCIiDF9WrMzIdMMmsr4PRBq7XURxx7b7v7Mln84BdHw2Xs3/RDFa6SoE9QygZT1J8bZY/SOafOCFRD3KEaAVLME1Fy3SG4v7Fvox94sJkI3qKaY7vAPjc123QDfbfyIK9muR0GJ41V3+5iU0tKAXiJvM7qQBsPZK7eN4kja9vc4AhTfiZdto1eWbffHQR+xzTMG/61RaTpSxDyMb8iD5X1VPQ0U9bVStiggjdJK9x2DWtG5JJ8y886SYZbdZftj1Mz+1suVJfZH0lhp6lu/oSgjJa1zAfUPcdySPZ8a7riPv1Tk1xtuiuL1bTdsgcDdpIzzegbeOsjn+TmHTbodvZVlsdsobLZaKz22EQUVFAynp4wd+RjGhrR7wQeWcpyS5ac6eZVpBn1c90cVJzYtd6jflrqUPbtAX/86wdNj4h06ALLNI2z6sam0WoEkcwxLFKJtDj/AGjS0VVW5gE9QAdujfUDvB2WXcXdDRVnD1lj6ulgndT0gmgdIwOMbw9oDm79x6nqPKs10tiih00xiKGNkbBaKXZrRsB9xaUGSIiICh2Tu+0ziwsF8cDFbsxtjrTUzPG7fRUXpoWjyFwACuKwDXnBpM7wKejt0ppr7QSNr7NVNIa6Grj9Mz03iBI5Tt4igz9dSy/0TswkxgNk9Gx0DK8nb0vZukdGOvl3YViGhuptLn9gfBXRG25RbCKe82uUcktPMOhIaevISDsfcW9B+6HrP5J0/wDvkyDP0RYzqHnmLYFYpbvk12p6KFgPJGXAyzO/eRs73O8wQZMigNBbtTtaHPud1ut10+wyRodQUFERHcK1h/Lmf3saWn1I8o9lb0+D6s6aEV2nuUVeZ2toPb2K/wA/M8NAO3YTd7dv3vjQZrgj+bWTUb0/M1v2MA67gH0O7cLC9Rah+qGuFm06oCJsfxmaO7ZG8bOjklad4aZw32d12JHeOvkWB4jm+qGXZ7nFrwjC6rHrpcqmlbX113OzLSGwlpPKB6aQ77tHkC9A6R6fWrTrF/sTQSSVdXPIai4V83Wasnd6qR5+QeIIMyREQbVXBHVUstNMOaOVhY8eUEbH9RUc4T532rHcj08qT2U+J32ppIIHerFJI7tYXnzO53bFWhQjN3nTHiJt+bv+441mMLLXd5evJBWR/eJXk9AC30o9goLddaxlvtlVXytc6OmhfM4N7yGtJIHvLh4hfKbJcZt1/o45I6evp2zxskA5mh3iO3jXF1ClYNPchmDt2C1VTtx13HYuXD0gidDpZjEb9uYWqn329oEGVoiICIuJXXS20IBrbhSUwJ2HbTNZufJ1KDlotqnqKeojElPNHKxwBDmODgQe49FuHuKDrrTfbXdbjc7fQ1QlqbZM2GsZykGN5aHAde/ofEuyUy0l/GVqd/G1P8wFkup+dWDTzEqnIsgqhFBGOWGJp+6VEhHpY2DxuP6up8SCbaoSjNuIbCcAiZ21DYCcjuxaCDG5gLaYEnoQXOG486uKknDjjF1go7zqFlNJ6GyPLan0XNTuHWjpx95hG/UbN2JHlVbQTTiVxCry/Sq4Q2lrvs1bXNuVsdG3eTt4TzhrT3guALfdWSaVZhRZ5p/Z8qoSwNrqZr5Y2O37KUdJI/Za4Ee4snIBGxG4XnWrlruHrOrlcDb6mt00yGrNVK6liL3Waqd6rdo/5J3i27vZ7w9FIugxLNMTy2lNTjWRWy6xjbm9DVDXlu/cHAHcHzFd+g624321W+826z1dWIq25GQUkRaT2nIAXdQNhsD412SmOooL9btNmN72i4yH2BGwfSFTh3ICL4XADcnYDxlbYqID3TRn/rhB0l+yRtry3HLAaZ0jr2+pY2UO2EXYwmTqPHvtssgU9z7rq/psf8vcv9zKoSAiLYqKulpmOfUVMMLGDdznyBoaPKd0G+sd1CzXGsCx2S/ZRco6GjY7kZv1fK89zGNHVzjseg8hPiU+zHX/ABimrnWDBaapzfI5DyQ0lqaZImu69Xyj0oA8ex32WjTrSq7XLIotQdXKqK85M301Db2+morS3fcNjb3F/ld//aDVj3EBYai7UlFlWM5JhcNwdtbq290hhp6o7bgB/c0kbd+3eFY2Oa9oe1wc0jcEHcELqMzxmyZfjlZj+Q0EVdb6thZJG8d3kc097XA9QR1BUQx7Jb/oJWsxLOWV91wUv5bTkgYZDRsPdBUgd23cHeTzIPQ60VH3h/tT8i4VjvdnvluhuNmudHcKOcc0U1PM17HjzEFcyoI7GTr+SfkQTzhq/EzZPbVHz8io6nHDV+Jmye2qPn5FR0BERAXFr7jQUAYa6tpqUP35e2lazm279tz1XKPcvOlNgVj1j1iz+oz5tRdrdYKiK1Wij9EyRR0u8YfLIA0j0xJHU777dd9hsHopjmvYHscHNcNwQdwQtmtrKShiE1bVQU0ZPKHyyBg38m5Uq4Wa+udg92x6vuNRcDjl7qbVTzznd5p2cpjDj4yA7bfzBY5l+KW/VbiNuWN5g6avxnG7NBUQ2wTvijfVTF28juQgkhoOx38fk3CC+U80NRCyaCVksTxu17HBzXDygjvWtRnhxpnYxkWd6c09dU1Nox64QutbJ3c7oIZ4y/suY94aR0VmQEREE/4i/wATGR/oGfOsWdUX4HD+jb8gUM4iMk1AfpllFEdPIoaIM5GVxvDHgtEzeV/Z8gPXp036b+ZardqbrbTUsYrdCZ6poY1oNLeI2knbv2cD0QXdFEfCtq7EWtqOH67vO27nQ3mEj9be9JNac7pgG1ugmYRyHqBFPFINvZCC3IokziHt9M50d705z+2yM6PAtBmAd4xu0/rWv+ySww+oxrOnjytx+Xp5u9BakUWi4gaaskd9i9M9QayIAbP+xPZ77+Zzl8frFn8znPtuguW1FPvs189VDC4/9U77ILUiifhd1P8A/wDX3JP9pw/Usk0q1WhzPIbni9zxq6YzkVshZPU0FcWu3Y4kBzHt6OHd186CkHuUW4QSHYLkrh3HLrmR/rGq0nuUV4PNjp7f3DudlVzP9IEFqWJZnp3i2XZJj2QXuhM9fj9T6JoXteW7P7wHbd4DgHbeUBZaiAtqOmp46iWojp4mTTbdrI1gDn7DYbnvOw8q3UQYHrDptSahUVskbdq6yXm0VBqLbc6J20tO5w2eNu4hwA8/QKfxY3rpppJUw4jeaXUCyPAmbFkNS4V0Lmj0zGSD1fN4t+g6dO/e+IgjVm4kdNJrZJJf7jPjl1pwW1Nrr6d7Z2yDva0Aen67gEd6zrC9RcMzCyMvFiyCinpnOLXB8ojfG4d7XNcQQV3NwsFiuNZHWXCy22rqY9uSaelZI9u3ds4jcbLBso0E0hyW7S3W74RQyVkvWSSGWWAOPlLY3tBPn2QUenqIKiIS080c0Z7nRuDgfdC3FFpuHHEqaU/avk+bYpT94pbVe5Gwtd5eV/N8q2Do5qNS/cLZrvk8dKOrW1NNFNJue/dxHUIM24gq02/RLMaxruV0VnqCCD4+TYfKorXUAxu0cOV9LPQsVKYKKtnd0awTwM6OPi3dzLL63RPN8jp2WXONYLtfMbL2PnoI7fDBJPyncNdK0cxbv4lS9RcEseb4PPiVxZJT0bms9Dvpncj6Z7Osb2eIFpA2Hcgykdy+qHR6da9U7PQ9NrtE6BrQyN0+PQvkAHcS7fqdvGe9fftD4g6Zr3U+t1vrXbelZVY9E0e+z6kFwRQ86d66XNpddtbWUPjbFbLNE0Ajyud6Y+wvsmh2TxMNyoda84F/aQ6GeedklID/AAqfl5XDv6b+RBb0UObhHES0F3hms7jHuI2nH2bS+d370+wti44vxJXeCWzVed4tb6Koj7OWvo6F/ohoPQ8oJ6Hz7j3EGd4dq7g2V5vcsOs91Mt1t7nhzHR8rJuQ8rzE7ueAR12WebjfbfqpNW6B4c/CsfsFtqLjZq6wN/tG82+URVjXu6yFzttnB5JLgRtuemy6scOlrH3fwlaksrpPwiqjvpa+bzEcuwA8W3cgt26+FwHedvZUT8CeVWNzpsH1nzG3zSDaQXd7LlGR5myN9KVpj4d6G4xeiMt1Czm9XORxfNM26ugi5j38kTRsweYILaZIx3vaPdCh+aSsyTi3we00b+Y4va6y51pB3A7ZoiY32epKXzh4waixy5zx3LLJJ46aSSKSS+TExuawkEDfbvHj3XC0A0cwWq06s+TVdLdpb5cqXnrK9t6q4ZpvTEbOMcrdwNh0Qd/xb4jb8w0mbQ1rX9rHd6AU0jHbGN8tTHAT5PUyu71VLTbqO2WimtVHC2OlpoWwRxtbsA1o2A2Cjus+meJ2/BxU0zb72outsYO0yGvkGzq6Bp6OmI32cdjtuDsRsQCsz8E2GHrtkX/ae5f+eg841GH6jYHr7Z8Dwq9WuKjqqauqLHU1kJe63Usj3OmaW/luad9t9wfMqFJq1fMIgvGE60RmKs9DSi3ZBS0jhR3CNzCGl3KNo379CO75TuZHpniUfEFitE2G8GOW0VjnPdfa50oIPQNkM3O0dTuAQD4wswzXRvAavFbkysobxVxsppJGx1OQV8rOZrCQS10xB6+UIJLo7cafUrKNP6p8vofGMCsVPyvqSIfRNzMTWnk36uawNAJ7tx51lek10tWnmt+X4BU3OlhtF+mF9sb3TsLC9/SojLt9mnmA2b5N1vabaCaUZBpjiVyvWLyVtVLZaWRz5LnV7Avja93K3tdmgucTs0AbnuXeP4ZdEHjY4PH7P2Rqun9Kg3eHu82ilw67eibrQw82Q3At56ljdwZ3bd5WQ635Pb7Bo1k98kqGvhFtlihdE4O55JGmNgGx6+mcFi9Bwx6J0sPZuw1tSeo5p66ocdj7DwB7ywTJOH/B5dXLDiUFZkNJjU1uqbo60xXSQ04mglga0ND9y0ESu32PN5CEFh4fbFVYzovilkrWhtTT25nageJzt3kfzlmNXc7dSSdlVV9LBJtvyyTNadvLsSsObpJhTWhrWZC1oGwAya4gAeT7+unvHD1pFeaz0ZeMXqLlU8oZ21XeK2Z/KO4czpidh5EGPcOl1tdPlGqz57lRxNfmVS5hfO1ocNu8bnqFYvthsH+O7b8bj+tTL+xk0N/MSL/aFV/5qf2Mmh35iQ/7Qqv/ADUGMXY4sONCzXWGSysacUmmmqGuiHPP2zmhzneN/KANz128yuRyPHgNzfLWB/ncf1qEScOGmzdXoKWLAgcaFlL5Caqcx+ijK4D0xk5ublA6b7LPrJw/aN2a4Mr6LAbWZmAgeiTJUM6/wJXOafeQdDxVRYZlekVVTV1wt1ZJS1tJNAI6xnM1xnZG7bldvtySP39/xLIItYdG8ejbYY85sFIy3NFK2AVPMIwz0obv132227yul1609waj0tuVRbcHxynqmz0YZJT2mFrwDVwh2xa3fqCQfMSs8bpvp3t/gFi3+yIP2EEy1e1G0Sz/AAG44zValWWlfUNa+mqo5S59POwh0cg6eJwG+2x236qHana35THgYsdyyTAcsgjqqZ0dTbKiVlTJ2UrXgyRkAbHl2O22269fjTjTwd2B4t/siD9hTziIwbCbfplUVVDh2PUkra6jHaw2yFjg01DA7qG77Ebg+ZBLKPiVvmPXSmuGWZJhV+sle4xVFDYXSOqbbuPSubzAdo0dN9zv4guk4Rc8wy3ZXfskyXJKGgeaSG22+lmD3TFjfTySNDWnZpJ9/dern4DgpoDthWN/eun9y4PJ7VYbwu47jtNphZ7tS2K1wXMdvE+rjpI2zdJXNILwObxbd6DuvDbpd+dtL/qJv2FwL9r/AKZWug9FR3moubucN7CgopZZevj5S0dB5d1U0Qeesq4ldP7ljF1t1Pb8r7aqopoY+azSAczo3NG538pWNaD694XhekOOYxdrbk4r7fSmOcRWiR7eYvc7odxv3r1UiCFnii072/vbl3+xX/WpxpTrhieN59qJerjbMm9C5Bdoqqh7O0vc4sbGWnmG/Q7r12iCG/2UGnv+K8v/ANiSfWvrOJ7T972sZacwc5xAAFkk6k+6riiCfeE2T1u8/wD9jj/zFPckzeeTXfE719omasZDZrjAIX2sCWVxdCd2jn6gdNzv03HlXoPYeQLFr9Ya6t1Hxi/Q9j6DttLXxVHM7Z3NMIeTYbdfvbt/cQTyTWLUQSOEegGXOZueUmriBI8RI26LZqtW9Qaqmlpqjh6yqWGVhZIx1XEQ5pGxB6dxCuWw8gTYeQIPA1kumueG5FaLPYtOq6KekhuX2Bp6yPtZYaeZ8bnDo4NIjIG3QD03UFVDRjIdRNPsbnp59Dswu97uNQ6su1zmrYuernd4+rdw0dwBJ2VdzN3Za/YG4AHnt9yj9jfsTv8AqVL2HkCCJDWLUo//AOPuVfHof2Vgt+ybVG5azY3nzdDsljhs9vqaR1KaqIulMu+zg7bYbewvVGw8gTYeQIJfYc61Ou9EaoaPS24cxaIrhfoopD5+URnouw+2bU/1saD/ALTR/wDkqgIgkORX3iCmrWOx3BsNpKURgPZcLu+aQv3O5BYGgDbbptv39V1n2Y4ofzT05+PT/tK4oggl0qeJS50UlDccI0wrKSUbSwVFRLJG8b9xaTsQppoLj2seO0NzmxbA9NZKunvFZDLW1XM2pik5hzxNe3YiMdzR5F7GPcsK0ntVxtTMpFxpJKY1eTV1VBz7fdIXuaWPGx7jsgwH7L8Un5racfHJ/wBpffstxR/mvpv8cn/aVyRB5/xmycQk2pdVlV0o8Btj6q2R0L3NdPUMa2N7nt2Y17TuS8gnm228Sz70NrR/jrAf9k1f/qFQkQSzIbLrpdLd6Fos3w+yS84d6Jo7LM+TYd7dpZXt2Psb9Fjf2hcRfr423/s7F9Su6IIQcB4iyPx5W0f/APOw/UsWznQLWHNJbfPkOsNBUVNtlMtHUw2RtPPA4/vZI+V4Hm323APiXqBEHkrUXSnWmx6X32e6az/Za2UNI6slpp6AvdJ2X3QAPeSQd2jqsiq9I9fLvQETa9PjjqGNcRBbjCRuB3FhBHubKt6/DfRHNh/0FV/NOWXWgh1qpHA7gwMI+CEHmnBNANXcIfXy45q7baaouEva1dTLY2zzzO/hSyczyPHtvtv1WU/aDxF+vnb/APs7D9Su6IPM2pGlfEDfMGu1prdWKG+U9VBySW9tkihNQOYHlDwAW92+48i7mxac8Qtus9HQwaz2uGGnp44o4XY/E7s2taAG77ddgNtz37L0AiCGfaNxFevXaf8As7Gn2jcRXr12n/s7GrmiCGfaNxFevXaf+zsafaNxFevXaf8As7GrmiDyxmHDpqplWRU2R3TVW2x3qmbyx3CitBpKjbxbvic0u2HQb77DouzbpPrtZqiW/Ra2UklZT230IZpbKyR7oIy6QNJdvueYn0x3PXvXpRcDIv7w3D/NZf6hQec7TgvEBnOE2i7y64spILnRQ1jY4LU2F7BLGHcpfHyk7b7Lp7Bwxai2bJHZJFqZaa28O2/ty5Wc1sgI7nAzOds4eIjqF6F0V/E7hn8Q0XzDFlyCS43j2vNp7f0fqFil97Xbl9G2ORnZbb78vYyM3336779y7g02tBG32awH/ZNX/wCoVCRB5301seqNs1S1HbQ3vD3VtVV0VXWunt1S6PeSFxaIwJgWgAddyeqo3obWj/HWA/7Jq/8A1CyCw40bZmmR5F6L7X7NCl+48m3ZdjGWd+/XfffzLIkE99Da0f46wH/ZNX/6hPQ2tH+OsB/2TV/+oVCRBPfQ2tH+OsB/2TV/+oXX5FjmqeRWWqs17q9Oa+31TDHPBNZqtzXg/wCn6HyEdQqkiDy1R8PGrNvoau12jWEW60VMT4BbWU88tPFE4EGNglkcQNifHv1XXZRoxxIUNmoLXjurAr6SBnZiNsrqEwtaNmgOG5cNvP02XrZEHjuyaecX9nINHndE/bxVNxFQO7b/AJSNy3aGq4uq7K7jjEGV4/6PtsEM1RuyAN5ZBu3Y9l1Pl6L1+phiH7ojNv4rt/8AVKCFZFp5xfX4NbX51RMa0bAUdyFL0/0UbVxrRoRqXSNfLctOdOb9Xy7morrpdqyeaYn8pxL9t/OAvZqIPFFdoPrXBUCpw+1YxhU5O8r7Jf6yLtfM5rnOG3uLLsfx/jEtEUUJybHLhDENgyrmjeSPO/sw4+6V6pRB5LxGy8R9Tn+X2+lyHGMfuUxpbhcJYoRUNPateyMMDmnbpE7ffzeVd1jGiuqVvy5uWZJe8azO8QkupJb2KiVlGSdyYo2vDGnfY93QjcbKt4n+PHO/4rs/y1iz9BN99cP32Af6mq/8xN9cP32Af6mq/wDMVIRBN99cP32Af6mq/wDMXxw1vc0td9oBBGxBgquv9IqSiDzZmOhmRZI81L8b04tNxaCYa+0w1dJNE/v5x2cgBd5yCtNg064mMYpOztuqdtukbOrae5RGYu69xkeC/wDWvSqIPKeoP9kfabha89vVPg7jZHGnhZDJIQTVSRw9R3n0xb4+nXvWUT4DxJ3uikFy1htdoMu+9PQ2tpDPMJAA79aofEP+Kqt/jC2/7/TqgN7vdQeV5uG3VKuY6K8623K5U8n32mmkq+ykHkLRMOi2YOD6JrwPtwkpmucC91MyUOHl23kI39ler0QeeKPhmrGVVLUVWsmoErqIO9BuZX7Og5m8ruUu35QW9Nht0XaN0My+ObmZrrnPK0+lDpGO9/xFXNEHmfA9I8izO03C4XrWfUKOWmu9dQMbRXHsGlkE74gSAO88m58XVbs3CDiFXVmrueZ5fcp9weernilPu8zDv7qp2gry6xZGzm3azK7sGjyb1Tyf1kqioJJj2i0mO28W+w6hZLa6QHfsaSGkiaT5SGwjc+ddj4M78e/VjNNvbU3/AJSpSIJh4InnqdR87J8f91D9S2qrRqKqppaaq1AzeeCVhZJFJcuZj2kbFpBGxBHiVURB5+p+E/T6lnkqaK75LRVD+okpa0Qlp8o5WgLnTcOFiMLnT55n87wwjmfe3kkbdArmtFR94f7U/IgmXCxSModDLBSslllbGagB0juZx+7yeNVBTjhq/EzZPbVHz8io6AiIgHuUByem1O001RybIcMw37dLPlQjqXwR1QgkoaqNgZu7f1THDY9Op27xt1vyEA94QSDTWzZhpzpNNWT2MZFlN2uhuVwoaWZsTY3zvaHhrnd4jYAfcI8663Ui26hYfq23UrCsaGV0t1tsdtulobUiGWJzCXRytcdxt3g9/f3ddxcUPXvQS3h/x7KaSLIcxzamioL9lFa2ploIjuKOKNvJFGT43bbk96qSIgIiIJ9xF/iYyP8AQM+dYs7ogPQcPQfe2/IFMuJ6nvcull1lt10o6WhjiaayCWiMsk47WPYMeJGiPx9S1yptD+Bw/o2/IEG7sPIF92HiREDb2ffTb2ffREDZNh5ERB82HkCjNCAzjJuQIDTJhcDm+cCpcFZ1GG/u0JP5DM/3tyCznuUV4OgBpreD5cnuRP8ArQrUe5Rfg8A8F9xd43ZHcifZ7YoLQiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIOHfGl9lrmBpcXU8gAA339KVhvD1BUU2jeOQVUMsEzKd4dHKwsc37q/vB6hZ8iDbqYIKmLsqiGOaPma7lkaHDdpDmnY+MEAjyEBbiIg6Stxi2VeYW/Kpe2+yFBTyU8Ozxycknqtxt1PurnX6nkrLHX0kIBlmppI2bnpu5pA+Vc1EGPaaWursenWN2a4NayroLVTU07Wu3AeyJrXAHx9QVkKIgLAb3FKde8YmEUhibj1za54aeUEz0ewJ7t+h95Z8mw3326oCIiAiIgIiINMjGSN5JGNe0+Jw3C1IiAujznGLfmGN1FhuklTHSzuY57qd4a/djg4bEgjvHkXeIg2zHtT9k3xM5Rv7GyxHRrGbjiOBUljujoHVUM073GF5czZ8rnDYkDxELMkQEREBERAREQEREBERAREQdJdMYt1xyu05LUOqBW2qOaOna14DCJeXm5htufUjbqF3aIgIiICIiAiIgIiICIiAiIgIiICIiDj3OhpLnbqi3V9OyopKmN0U0Txu17HDYtPmIW+xrWMaxjQ1rRsAPEF9RAREQEREBERAREQFomjjmhfDK0Oje0tc0+MEbELWiDjWqgpLXbKW2W+BsFHSQsggibvsyNjQ1rRv5AAFyURAREQEREBERAREQEREBdfS2W1017q71BRxsuFZGyOonBPNI1nqQfF0XYIgIiICIiDr6SzW6lvtfe4Kfkr6+GGGpk5j6dsXP2Y27ht2j/fXYIiAiIgIiICIiDrclsluyKzyWm6xGWlkkilc0OLTzRyNkZ1HkcxpXZIiAiIgIiINmkpaWkY9lJTQwNfI6V7Y2Boc9x3c47d5JO5PjW8iICIiAiIgLRUfeH+1PyLWtFR94f7U/IgnfDV+Jmye2qPn5FR1OOGr8TNk9tUfPyKjoCIiAiIgIiICIiAiIgn/ABF/iYyP9Az51izqi/A4f0bfkCl/FFZIrlpXcq+S4XKndb42yNipqkxxTEyx9JWjo8DboCqhQ9KKEdT9zb8gQbyIiAiIgIiICjDf3aEn8hmf725WdRMucONjlB9KcEG4/wDuygthUW4Nmu8EM73HcyX24P3/ANOVYq/8Bn8X3J3yFSHg3hEWh9G4EkyXCsed/ETM76kFlREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBaKj7w/2p+Ra1oqPvEntT8iCd8NX4mbJ7ao+fkVHU44avxM2T21R8/IqOgIiICIiAiIgIiICIiDBNf7dU3bR7I7bSUM1dNU0ojbTxRl7n7vbuAB1PTc+4uFRaJaXto4Gy4Vay8RtDiWO3J2G/jWdX672uw2mou15r6egoKZvPNUTvDGMHduSVw8QyvG8vt8lwxi90N3pYpDFJLSTCRrXgA8p27jsQgxfwJ6V/mRafgO/aX06LaXO6yYXa3nu3LXd3k9UqCiCe+BTSv8yLT8B37SeBXTHfl+0+29j39lyu5eb9939+3RUJEE98Cmlf5kWn4Dv2l8doppiNuxw+2RdRz8rHemb42n03cVQ0QT3wKaV/mRafgO/aW0NC9JhVmrGD2rteTk35XbAb7926o6IJ87RXS55LpcLtUjj3lzHHf+ctij0L0npKdsEOEWvlbvtu1xJ3O/U7qkIgiGLaO4RNqJl8Nfg1M21Q+gm27tYniI/cnmUxknY7u2328YCy3wKaV/mRafgO/aW/NrHpbDcnW2XPcfZVtl7F0RrG8wfvty+zv0WdgggEHcHuQTw6K6Y7gMxC2sjP3yMMdtJ5N+viPVffAppX+ZFp+A79pUJEE98CulzfTR4Za43jucGO3H85fToppWTv9pFp+A79pUFEE98Celf5kWn4Dv2l9Oi2l7tjJhlre4Dbctd3fCVBRBPfAppX+ZFp+A79pPArph6n7TrZ2Xf2fK7l5v33f37dFQkQT3wKaV/mRafgO/aWH6qaN4TBbLN9r+EU3bPvlEyo9DRPJ9DmT7pzbHozbv8AErJfbxarFQGvvFwpqClD2xmaeQMbzOOzRufGT0Wq93W22S01N2u9bBRUFKwyT1Ezw1kbfKSe4IMJ8Cmlf5kWn4DvrTwKaWeLCbUD4jyO/aWT4fl2M5hRTVuL3ygu9NDL2UslJMJGsfsDynbuOxBXdoJ87RXS5x5n4Xa3uPe4tduf5y+eBTSv8yLT8B37SoSIJ74FdMCdnYdbHRj1EZa7Znl26+Pp7yeBTSv8yLT8B37SoSIJ4dFdMdwGYfbGRk/dGBjtn+Tfr4j1X3wKaV/mRafgO/aVCRBPHaK6YtBNPh9sglHqZGMdu0+UemX3wKaV/mRafgO+tUJEE98Cmlf5kWn4DvrWGaSaN4ZU2i7y5Hg0DJzeqsUzauKRrm04cBGG7n1Gw3Hi6q1Xm52+zWye53WtgoqKnbzTTzvDGMG+25J7upC2rpfLRarDJfbjcqWltcUQmfVyyBsTWHbZxd5DuPfQYb4FNK/zItPwHftJ4FdL/U/abbOy7+z5Hbc3l7+/bouyxfU/T3KLsy049mNmude9pc2np6lr3uAG5IHmWYIJ74FNK/zItPwHftL4/RTTEbdjiFthO45y1jvTN8bT17iqGiCe+BTSv8yLT8B37SeBTSv8ybT8B37SoSIJ87RbS555pMLtb3HvJa7r/OXzwKaV/mRafgO/aVCRBPfArpefSuw22OjHqGFjtm+Xbr4+nvJ4FNK/zItPwHftKhLTLIyKJ0sr2sYwFznOOwAHeSUE9l0U0t7J/LhFq5uU7ekd37e2WJaPaKYf9oNEcrwmjN2Mkxl9EtcZOXtXcm/X97sqNimo+B5Vc32vHMts90rWMLzBTVLXv5R3nZa67ULCKHK2YpWZTaYL5I9kbaB9Q0TFzwC0cvlII29lB0p0U0vA3iwy1xvHqXhjtwfhL6dFNKySThNq+A761QUQT3wJ6V/mRafgO/aX06LaXuP3TDLW/bo3drug8nqlQUQT3wKaV/mRafgO/aTwK6Yep+062dl3mPldyl377v79tx7qoSIJ74FNK/zItPwHftL4dFdMBt2WHWyI7+mLWO9M3xt9V3FUNEE98Cmlf5kWn4Dv2lt1WimlwppSzCLXzcjuXZjt99unjVGWK5VqNgmK3WO15HllotddIwSNgqalrHlpOwO3k3CCdaPaM4TPpxaZcmwemF2cJfRArIntl++v5eYE7+p5fc2WW+BTSv8AMi0/Ad+0sqyPKMdxyxi+Xy9UNvtji0Nqp5g2Ml3qdndx38S6/D9QsIzCsmo8Yym1XeohZ2kkVLUB7mt323IHi3QdL4FtMCOV2G2x0Y9Qwtds0+Mjr4+nvJ4FNK/zItPwHftKhIgnh0U0xDm9nh9sYz/lGBjtpBt0B9N4j1X3wKaV/mRafgO/aVCRBPfArpcOseF2pjh3ODHdP5y+nRXSwkk4TaiT3nkd+0qCiCe+BPSv8yLT8B37S+nRXS9x9Phlrft0bu13pR5PVKgognvgU0r/ADItPwHftLEHaO4SdZI6QYNTNsLcfe9x7J/YOqTUM2677c4ZzdO/YlV7J8gsmMWiS7ZBdaS10EZAfPUyhjASdgNz41oxXJLBlVqF1xy70d1oS8s7ellD2cw7xuPGEGJ+BTSv8yLT8B37S+O0U0xG3Y4fbYTuOYtY70zfG09e4jou7odQsIrsrfilHlNqnvjHvjdQMqGmYOYCXN5fKNjusoQT3wKaV/mRafgO/aTwKaWeLCbUD4jyO/aVCRBPjorpc700mF2t7z6pxY7cny+qXzwKaV/mRafgO/aVCRBPvAtpeRyuwy2Fg9Swtds0+Pb03j6e8vngU0r/ADItPwHftKhIgnjtFNMt2iPELbHGT91Y1jtpB4geviOx9kL74FNK/wAyLT8B37SoSIIXqForiP2fxFlhwikFGbqDdHQtdt2Ab3P6+pJWZDRTSvb/AAItPwHftLuKjUbBKfKhis+W2eO9ukbEKF1U3ted3c3bynyLm5hmGL4fSw1WUX632eCd5jifVzCMPcBuQN+87IMa8Cmlf5kWn4Dv2l9Oi2l7vvmGWx4HRoLXelHkHpu7v99ZDhubYlmMdRJi2Q268NpiGzGknEnZk92+3dusgQT3wKaV/mRafgO/aXzwK6Y7how+2CHvMXI7lLvE71XeBuPdVDRBPfAppX+ZFp+A79pfDorpiPvOH2yE77OLWO6t8bfVdxHRUNEE98Cmlf5kWn4Dv2k8Cmlf5kWn4Dv2lQkQT52i2lzzzSYXa3u26ktd+0vngU0r/Mi0/Ad+0qEiCI49o3g79TcrgrMIpfsRFSW80HaRPEPORP23Id9iekfNt5llngU0r/Mi0/Ad+0sxsN8s9+o5ayzXKlr6eKZ8EktPIHtbIw7OaSPGD3rqcX1CwjKLtPaceym1XSvgY58tPTVAe9jQQ0kgeIEgIOjdoppiHN7PD7ZGwn7owMdtINugPpvEdj7i++BTSv8AMi0/Ad+0qEiCenRTS8DeLDLXG8epeGO3afL6pfToppYSScJtW5/gO/aVBRBPfAnpX+ZFp+A79pfTotpe71eGWt+3Ru7HelHkHplQUQT3wKaV/mRafgO/aXzwKaY84Aw+2CHY80XI7lc7ps71XeBuPdKoaIJ74FNK/wAyLT8B37Sw/V7RrCYcRZ9rmE0wrn3KijLqSKQyNidUMEh6HfbkLt/Nurkuuu99s9oqrfS3S50tHPcZxTUUc0ga6eUjfkYD3nzIMO8Cmlf5kWn4Dv2k8Cmlf5kWn4Dv2l2mV6mYBit0+xeR5fZ7XXcgk7CpqQx/Ke47edZBYLxa7/aKe7WWvp6+gqG80NRA8PY8b7bghBhh0V0vceaTDLW9374sdv5vyl88Cmlf5kWn4Dv2lQkQT3wK6YH0rsNtjox6iMtds0+Mj03j6e8E8Cmlf5kWn4Dv2lQkQT06K6YAjs8OtjGn740Mds8eQ+m8ux9xPAppX+ZFp+A79pUJEE9Oiul7RzQ4ba4pB6l7WO3afKPTIdFNKz/+yLV8B37SoSIJ74FNK/zItPwHfWsP000bwqonyl19wama1t+mZQCoikaPQwjjDez3PqN+Y7jpvuqtmGX4xh9HDV5RfaC0QTv7OKSrmEYe7bfYb952W3h2a4nmMNRNi+Q268MpiGzOpJxJ2ZPdvt3IMd8Cmlf5kWn4Dv2l88CumO4aMPtoh73RcruVzvE4+m7wNx7pXd43qFhGR3yex2LKrTcblA1zpaWnqWvkaGnZx2HkJ2WUIJ74FNK/zItPwHftIdFdMR1hw+2Qu32LmsduW+Nvqu4jce6qEiCe+BTSv8yLT8B37SeBTSv8yLT8B37SoSIJ8dFdLnHmkwu1vd43Frtz/OXzwKaV/mRafgO/aVCRBPjotpedmuwy1mMepZyu2afGR6bx9PeXzwKaV/mRafgO/aVCXCvt3tlitNRdrxXU9BQUzeaaoneGMjG+25J7upQSLMNGsEjyrDYrbhFJ6ClucwuRiieWdiKOct7Qg9G9oI9t/wArZZR4FNK/zItPwHftLs8W1P0+ym7NtOPZhZrnXvaXtp6apa95AG5IHmC2b/qzprYLvUWi85vY6Gvp3cs1PNVta+M+QjxFBwjorpe0c0WG2uKQepe1jt2nyj0yeBTSw9ThNq+A79pZ5QVdNX0UNbRTx1FNOwSRSxu5mvaRuCD4wQt5BPfAnpX+ZFp+A79pfTotpe7bnwu1u26N3Y7oPJ6pUFEE98Cmlf5kWn4Dv2l8OimmPOA3ELaINiXQhjuVzvE4+m7wNx/1iqGiCe+BTSv8yLT8B37S+jRXS9p3jwy1sd5Qx3d4x6pUFEE98Cmlf5kWn4Dv2lpk0U0sEbiMHtROx6cjvrVEWMZhqBhOIVcFJk+UWq0VE7eeKOrqGsc9u+24B8W6DpOHa01Fj0ktNtqrdNbZIpKk+hZYyx0TXTyOa3lPUDYjbzKhLrrlfLPbbDJfq650lPao4RO+sklAiEZ6h3N3bdR1XGxDLMay+glr8YvdDd6WKXspJaSYSNa/YHlO3cdiD7qDukREBERAREQEREBERBE9frVS5VqxpjiF3a6ayz1NZXVdI/fsal0LGcjXDx7Fx6efzrbsuP2bBuKSloMWt8VpoMhxuaeto6RgjpzNBK0MkDB0B2c4dB4/OVkWvGDZBkzbBkmGV9PSZTjVU+poG1I+4VDXgNkif5AQB183ujr9JMQz+fPrjqFqhPa2Xf0GLbbKC2OJp6anLg97tzuS5zgO8kjbv6jYK8iIgIiICIiAiIgLh3yeqpbJXVNDTvqKqGmkkghYN3SPDSWtHnJ2C5i4d8ofsnZa62iqnpDV08kHbwPLZIuZpbzNI7nDfcHyhB5GxO0ZTgeF0OTZrojhtVZKEeibrV1cUcl49NIeaX0wI3aXA8p67A9V6/op4aqjhqach0MsbXxkeNpG4/UvPtRhevF7sngzyO441NiUgbS1d+Bkfcaima7m3LHOLe0cByk7dN916DpII6WlipoW8scTGsYPIANh8iDdREQEREBERAREQebuMPFK6ezDK7hkdfPSU12tsVttTCGU0HNK1sj3gdZHkk7En0o6BZNxD26DJdQNMMQuYdLZq66T1NdSu37Kp7GNrmMcPH1J6LJuIXD7xm+n7bJYxTmrFyo6n7vJyN5Ipmvd12PXYLa13wa+ZVQWW94lXQ0mUY3WejbZ6IG8MxI5XxP8gcAOviQYpT4/ZcI4qLJTYrbYLPR5Bj9Qa+kooxFTvfC4GN/I3ZoIBI6Dx+cq6qO6W4dqDX6i1GomqU1qguVPRm3Wq3WpxdTwQuIdI8ucSS5x6bEnbbv22AsSAiIgIiICIiAiIg8/8ZuJ11202vuQVmRVzbXa6KJ9LaYNmRPqDM0OllI6v9KQGtJ2B3K7rW+gyC78P9rsuOWKa91Fe62xTU0ewBhBY9/MT3NPIAT4gVluvmMXTM9IsgxiyiA3CvhYyETScjNxKxx3dsdujT4lsZ7imT3LTq1UeM3x1oyGzmnqadwkcIKiSJmxgl5SOaJ/UH3D4kE600qKnD9S7RZc00nwfGay99rHZ7lj8Ee7XMaXOjkdtzbuaOhBG+x6dV6FUXw3FdUMn1As+V6px47bo8d7V1torPzvE0srCwvkc9x2DWkgAd5O/iVoQEREBERAREQFjWpuH0ueYdV4vX19bRUdYWCd9I8Ne9jXBzmbkH0rgNj5islWI6vx5vNgVfT6eOo48hmDY4JamQNbE0n0zwSCOYDfbcd6CRah4VijNQsUpNOMZt1BdsarPshdau3UrYWwUzIyeylewDme8gbNO57ydlj+F6aYlfOFCuya8WqlrciuVJVXaW7vjBrG1HM57SJD6YbbAbb7HbqFl2mVu15sk9tsdwxTAaTH31A+yc1NVTvqpGO++ylznkvlPU8ztyT3rojpfrVZrFXaV45drCMEq6l7IrpNzej6WkldzSRhu+ziN3DfvPiI8QW7Ry6VV70oxW7V0kklVV2mmlme87ue8xjdxPnPX3Vli4GOWmlsOP26yUIcKW30sdNDzHc8jGho38+wXPQEREBERAREQFFMq030xxOyZHecptcOSXO/Vk0zZbhSx1NZJLINmQU/peYAdAAO7bclWtecq208RkWol0yansGDXPeV8dqdcauRxoabfYNja0gNc4bFztuYnoTsAAHW3/B87odE9LcJhxJmRVNJcPRVyo6qQOpo2tEjo4p3n8gdqAe/1G3kWWaI177HqBNh2Uaa4liWSVVA6tpqrHoGNhqadrg1zCQOYOBIO2+xBHkXcZNZtXLriONZJRVtpt2b2iSV9Vao55fsXXNeS3s3+m36NDXAk9Dv5U0wxLPa3PZNQtTTZaa7QUDrZQUFpDnQxxOcHvlc9xJLnEAbeIDzoK2iIgIiICIiAiIgw/UjDcYyKKC9X/GW5HUWSKeeioZCXsleWep7Ins3uOwA5gdifEvPOE3FlhotZrnQWapwS7vsprKfGGQGP0PG2NzW1TSPS7lx/IADVctYLBndXVWjJdPbxDFdrS6QOtddK9tDcI5AAWyBpHpm7czT5iPGsaxDTfLMluWQZLqtLbILld7M+xR0Fo3MEFM47ufzuJLnuPuDZBP8303xPF+Fi2ZNaLVS02R2ilpLnDeIIwyqfUczXOc6QemcCSehOw8Wy9Q2uY1NtpahwIMsLHkHvG7QV5vpdMdabpZbZpbkl0sP2h0NQyOa5U3MK6spInbxxOaTs3fZoJ7x4yfH6WjY2ONrG9GtAA9gINSIiAiIgIiIC+PaHsLXb7EbHY7L6tMzO0ifHzObzNI3adiN/IUHlziLwfFMVw91gx/Skvpp2+jKvK2QeiJbYO15nyPkJMz3Abu2Lttj7i7/AFpteUZXkmBSYtiduzi00tqnq21N35TQTSSMY1j5d/VHlHMG7dS5fajEtf6S21en1Hd8dueM1PaUwv8AcXyyXKOnlJ3JaX7PexpLRv37BZFlODZ9ikGN1mk90pql1otbbRNaLzPIKSoiHqZ/SuG0oPj8YO3iQa+H66wQXe/Ydc8Dx/EMntrYZ62OyQsbS1UUm/ZvaWgE7bEEHfY+yrAplo7h+U0N8vmc55NbRkt8ZDDJS25p9D0kEO4YxrnElxJJcST49vEqagIiICIiAiIgKVayZNJcL1R6XWO6Q0FyusfbXStMwYaCg5tnub1H3STqxo9sfEqqpxnehul+cZFJkGUYwLhcpGNY+Y1tRHu1vQDZjwP1IIJjcgtPBzmFpstdJCDkk9ubLHLzPZDJVxxbuIPjYSN/Hus11bwXE9PrXp7kmJWSktF0t19oaT0TQxCOSohlIjkbI4dX8wJ6u3PvlcjT3h2obbpFmGIV8MVsrr/WSllVTVD5uzhjk5qU7OO27fGBsT4ytVhwbWXK8gxmi1Pq7BT45jc7KxpthJmuM8XSEybnZoHqjtsOm22+xAeg0REBERAREQEREHDvl0oLJZqy73SpjpaGjhdNUTPPpWMaNySvJ+V1c+Tak6Zal3m4RwfZHKIorXbfRLS2ioA3drpBzECV5HM7ybgL1RlmPWjKserLBfqT0XbaxnZzw9o5nO3ffbdpBHuFQLO+FjBJbziz8SxWlpqKG6tfe2y3Ko3lpNurW8zz138mx86Dr8lxjUS7ap5pfKbSXE7/AE8tdFFTVOTsa4GniiDR2DT4iQSXefuVs0SyKyZRpzb7nYLJHYqQGSB9tjjaxtLKx5a+MBoA6OB6gdVgV1x7W7Dr7cqbTypsV+sFxmNREy/1MzprcSOUwxnn6xjvHk7lRdIsMbgWCUWOmtNdURukmqqnkDBNNI8vkcG+IczjsPENkGWoiICIiAiIgIiIIRxE2TMcg1GxWGw4LbsooLfRVc7m3cD7Hid/K1vab+qIDdw3z96w2+5HJa9INRcRfhtlwfL6KmpW1psETGU88NTK1jZWFoB6Nc5p3J67+VVvVixakx5LQZdpvc6OerhpXUVTZrpNIKKZjncwmAa4bSNPTfxj2Fj1p0lv2VY7mldqPWUNPkOXUkVJLFa2nsKCOH71yFxJeeYB53Pj28SDG9YdPcR0/wAJwnJMUstNarxZrxQRR1tHGI5p2SOayQSOHV/MCfVb9/kXpJvcvO9pwHWnKrnjdh1Ir7BDi2P1DKp0tuJNRcpISOx7QHo3uDjtsOnUE7EeiQgIiICIiAiIgKU8UlvyK8aZR2XG7DNfJq66UkdTTRkAGBsgkdzk9zDyAE+dVZYXrBjuS5BjdO7EL6+0Xu21jK6l3e4Q1RYDvBMGkExvBIPkOx8SCYaXT1eJamWmx5lpPhGMV16ZMyz3LH4Y92mNhc+KV23NuWjoQdjsenVYTS2DP6eXI8svGiWIXmklu9Zca2S/RsdXyQB24ZCCCGgMbs3fcE9VU8JxbVDJdQbTluqTMdtzMfZN9jaKzl7xNLMwsdJI57iRytJAA8Z38S6WsxXXu1QV+EWS64/dsarXyxsvV3klkuFNDMTuC3n2eYwTy79+wQWLT282nIcHs17sVOKa2VlHHLTQhgYImEdGbDoNu7YeRd8ulwXHaTEsOtOM0L3yU9tpGUzHv73Bo25j5yeq7pAREQEREBERAJ2G68bYjfLVd8gzXIa7SC56l3OrvtRHUSyUUckVvgjJbFEx0oPXkAOw22XslQy54vrHg9+vEWl7cYulhvFbLcexvJfHJQzSneRjCxwDmFx5huNx3IMUr4MLzW16NYtjcVWzCK64Vc8tuqpJHcxpm79hJzOJ9K8uGxO2w6dFlNtsNmwjiqt1DituhtFDf8cmkrqOjjEVO6WF45JORvpQdnEdB4/OVtXPRS/2vTHGocYvsD80xu4y3aCrnZy09VUTOJmY5v5LHb7DybLutKcNz+r1CrNRNUZ7XFdmUf2NtlvtZJp6eAkOe8uJJLnO27+7bv22ACwIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIP//Z)

With solvent: Propionitrile.

Profile b: Main components of chromatographic peaks: ECN42: (1) LLL; (2 + 2’) OLLn + PoLL; (3) PLLn; ECN44: (4) OLL; (5) OOLn + PoOL; (6) PLL + PoPoO; (7) POLn + PPoPo + PPoL; ECN46: (8) OOL + LnPP; (9) PoOO; (10) SLL + PLO; (11) PoOP + SPoL + SOLn + SPoPo; ECN48: (12) PLP; (13) OOO + PoPP; (14) SOL; (15) POO; (16) POP; ECN50: (17) SOO; (18) POS + SLS; ECN52: (19) AOO.’

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ANNEX III

‘ANNEX XXI

Results of conformity checks carried out on olive oils referred to in Article 8(2)

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| --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- |
|  | | | | Labelling | | | | | | Chemical parameters | | | Organoleptic characteristics[(4)](#ntr4-L_2013090EN.01007002-E0004) | | | Final conclusion | |
| Sample | Category | Country of origin | Place of inspection[(1)](#ntr1-L_2013090EN.01007002-E0001) | Legal name | Designation of origin | Storage conditions | Erroneous information | Legibility | C/NC[(3)](#ntr3-L_2013090EN.01007002-E0003) | Parameters out of limit  Y/N | If so, please indicate which one(s)[(2)](#ntr2-L_2013090EN.01007002-E0002) | C/NC[(3)](#ntr3-L_2013090EN.01007002-E0003) | Median defect | Fruity Median | C/NC[(3)](#ntr3-L_2013090EN.01007002-E0003) | Required action | Sanction |
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[(1)](#ntc1-L_2013090EN.01007002-E0001)  Internal market (mill, bottlers, retail stage), export, import.

[(2)](#ntc2-L_2013090EN.01007002-E0002)  Each characteristic of olive oil set out in Annex I shall have a code.

[(3)](#ntc3-L_2013090EN.01007002-E0003)  Conform/not conform.

[(4)](#ntc4-L_2013090EN.01007002-E0004)  Not required for olive oil and pomace-oil.’

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