Source: EURLEX
Language: es
Format: md

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| 28.3.2013 | ES | Diario Oficial de la Unión Europea | L 90/52 |

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REGLAMENTO DE EJECUCIÓN (UE) N
o 299/2013 DE LA COMISIÓN

de 26 de marzo de 2013

que modifica el Reglamento (CEE) no 2568/91 relativo a las características de los aceites de oliva y de los aceites de orujo de oliva y sobre sus métodos de análisis

LA COMISIÓN EUROPEA,

Visto el Tratado de Funcionamiento de la Unión Europea,

Visto el Reglamento (CE) no 1234/2007 del Consejo, de 22 de octubre de 2007, por el que se crea una organización común de mercados agrícolas y se establecen disposiciones específicas para determinados productos agrícolas (Reglamento único para las OCM) [(1)](#ntr1-L_2013090ES.01005201-E0001), y, en particular, su artículo 113, apartado 1, letra a), y su artículo 121, párrafo primero, letra a), leídos en relación con su artículo 4,

Considerando lo siguiente:

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| (1) | El Reglamento (CEE) no 2568/91 de la Comisión, de 11 de julio de 1991, relativo a las características de los aceites de oliva y de los aceites de orujo de oliva y sobre sus métodos de análisis [(2)](#ntr2-L_2013090ES.01005201-E0002), define las características químicas y organolépticas de los aceites de oliva y de los aceites de orujo de oliva, así como los métodos de evaluación de tales características. Estos métodos deben actualizarse teniendo en cuenta la opinión de los expertos químicos y en consonancia con los trabajos efectuados en el marco del Consejo Oleícola Internacional (en lo sucesivo, «COI»). |

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| (2) | Según el artículo 113, apartado 3, del Reglamento (CE) no 1234/2007, los Estados miembros deben cerciorarse de que los aceites de oliva y los aceites de orujo de oliva cumplen las normas de comercialización adoptadas en el Reglamento (CEE) no 2568/91 y deben imponer las sanciones a que haya lugar. Los artículos 2 y 2 bis del Reglamento (CEE) no 2568/91 establecen normas para tales controles de conformidad. Dichas normas deben garantizar que el aceite de oliva para el que se ha establecido una norma de calidad se ajusta efectivamente a la misma. Las normas deben ser más detalladas e incluir un análisis de riesgos. A efectos de dichos controles de conformidad, debe definirse el término «aceite de oliva comercializado». |

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| (3) | La experiencia ha revelado algunos riesgos de fraude que impiden el pleno efecto de la protección del consumidor ofrecida por el Reglamento (CEE) no 2568/91. Los propietarios de aceite de oliva deben, por tanto, disponer de registros de entradas y salidas para cada categoría de aceites. A fin de evitar una carga administrativa adicional, sin comprometer los objetivos del registro oleícola, la recopilación de información debe limitarse hasta la fase de envasado del aceite de oliva. |

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| (4) | Con el fin de garantizar el seguimiento y la evaluación de las medidas previstas en el Reglamento (CEE) no 2568/91, los Estados miembros deben notificar a la Comisión no solo las medidas nacionales de aplicación, sino también un informe de los resultados de los controles de conformidad. |

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| (5) | A fin de proseguir el proceso de armonización con las normas internacionales establecidas por el COI, deben actualizarse determinados métodos de análisis establecidos en el Reglamento (CEE) no 2568/91. Por lo tanto, el método de análisis establecido en el anexo XVIII de dicho Reglamento debe sustituirse por uno más eficiente. También procede eliminar algunas incoherencias e imperfecciones de los métodos de análisis establecidos en el anexo IX de dicho Reglamento. |

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| (6) | Es necesario prever un período transitorio para que los Estados miembros puedan aplicar las nuevas normas establecidas por el presente Reglamento. |

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| (7) | La Comisión ha puesto a punto un sistema de información que facilita la gestión electrónica de documentos y trámites en sus procedimientos de trabajo internos y en sus relaciones con las autoridades que participan en la política agrícola común. Se considera que ese sistema permite cumplir las obligaciones de notificación contempladas en el Reglamento (CEE) no 2568/91 de conformidad con el Reglamento (CE) no 792/2009 de la Comisión, de 31 de agosto de 2009, que establece las disposiciones de aplicación de la notificación a la Comisión por los Estados miembros de la información y los documentos relacionados con la ejecución de la organización común de mercados, el régimen de pagos directos, la promoción de los productos agrícolas y los regímenes aplicables a las regiones ultraperiféricas y a las islas menores del Mar Egeo [(3)](#ntr3-L_2013090ES.01005201-E0003). |

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| (8) | Procede, por tanto, modificar el Reglamento (CEE) no 2568/91 en consecuencia. |

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| (9) | El Comité de Gestión de la Organización Común de Mercados Agrícolas no ha emitido dictamen alguno en el plazo establecido por su presidente. |

HA ADOPTADO EL PRESENTE REGLAMENTO:

Artículo 1

El Reglamento (CEE) no 2568/91 se modifica como sigue:

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| 1) | El artículo 2 bis se sustituye por el texto siguiente:  «Artículo 2 bis  1.   A efectos del presente artículo, por "aceite de oliva comercializado" se entenderá la cantidad total de aceite de oliva y aceite de orujo de oliva de un determinado Estado miembro que se consuma en dicho Estado miembro o se exporte fuera del mismo.  2.   Los Estados miembros se cerciorarán de que los controles de conformidad se lleven a cabo de forma selectiva, sobre la base de un análisis de riesgos, y con la frecuencia apropiada, con el fin de garantizar que el aceite de oliva comercializado se ajusta a la categoría declarada.  3.   Los criterios para evaluar el riesgo podrán incluir:   |  |  | | --- | --- | | a) | la categoría de aceite, el período de producción, el precio de los aceites en relación con otros aceites vegetales, la mezcla y las operaciones de embalaje, las instalaciones y condiciones de almacenamiento, el país de origen, el país de destino, los medios de transporte o el volumen del lote; |  |  |  | | --- | --- | | b) | la posición de los agentes económicos en la cadena de comercialización, el volumen o el valor comercializado por los mismos, la gama de categorías de aceite que comercializan, el tipo de operaciones llevadas a cabo, tales como molturación, almacenamiento, refinado, mezcla, embalaje o venta al por menor; |  |  |  | | --- | --- | | c) | los resultados obtenidos en controles anteriores, como número y tipo de defectos encontrados, calidad habitual de los aceites comercializados y rendimiento del equipo técnico utilizado; |  |  |  | | --- | --- | | d) | la fiabilidad de los sistemas de control de calidad o de autocontrol de los agentes económicos, relativos a la conformidad con las normas de comercialización; |  |  |  | | --- | --- | | e) | el lugar donde se realiza el control, sobre todo si se trata del punto de primera entrada en la Unión, del último punto de salida de la Unión o del lugar donde se producen, envasan, cargan o venden al consumidor final; |  |  |  | | --- | --- | | f) | cualquier otra información que pudiera indicar un riesgo de incumplimiento. |  4.   Los Estados miembros establecerán previamente:   |  |  | | --- | --- | | a) | los criterios de evaluación del riesgo de no conformidad de los lotes; |  |  |  | | --- | --- | | b) | sobre la base de un análisis de riesgos con respecto a cada categoría de riesgo, el número mínimo de agentes económicos o de lotes y/o cantidades que deberán someterse a un control de conformidad. |   Se efectuará anualmente al menos un control de conformidad por cada mil toneladas de aceite de oliva comercializado en el Estado miembro.  5.   Los Estados miembros verificarán el cumplimiento:   |  |  | | --- | --- | | a) | efectuando, en cualquier orden, los análisis contemplados en el anexo I, o |  |  |  | | --- | --- | | b) | según el orden establecido en el anexo I ter del esquema de decisiones hasta la adopción de una de las decisiones mencionadas en dicho esquema.». | |

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| 2) | El artículo 3 se sustituye por el texto siguiente:  «Artículo 3  En caso de que se compruebe que un aceite no corresponde a la descripción de su categoría, el Estado miembro de que se trate aplicará, sin perjuicio de cualesquiera otras sanciones, sanciones efectivas, proporcionadas y disuasorias que se determinarán en función de la gravedad de la irregularidad detectada.  En caso de que en los controles se detecten irregularidades importantes, los Estados miembros aumentarán la frecuencia de los controles en relación con la etapa de comercialización, categoría de aceite, origen, u otros criterios.». |

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| 3) | Se añade el artículo 7 bis siguiente:  «Artículo 7 bis  Las personas físicas o jurídicas y las agrupaciones de personas que posean aceite de oliva y aceite de orujo de oliva desde la extracción en la almazara hasta la fase de embotellado inclusive, para cualesquiera fines profesionales o comerciales, deberán disponer de registros de entradas y salidas para cada categoría de estos aceites.  Los Estados miembros se cerciorarán de que la obligación prevista en el párrafo primero se respeta debidamente.». |

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| 4) | El artículo 8 se sustituye por el texto siguiente:  «Artículo 8  1.   Los Estados miembros comunicarán a la Comisión las medidas adoptadas en aplicación del presente Reglamento. Informarán a la Comisión de cualquier modificación posterior.  2.   A más tardar el 31 de mayo de cada año, los Estados miembros transmitirán a la Comisión un informe sobre la aplicación del presente Reglamento durante el año civil anterior. El informe contendrá, como mínimo, los resultados de los controles de conformidad efectuados sobre los aceites de oliva y se ajustarán a los modelos que figuran en el anexo XXI.  3.   Las notificaciones contempladas en el presente Reglamento se realizarán de conformidad con el Reglamento (CE) no 792/2009 de la Comisión[(\*1)](#ntr*1-L_2013090ES.01005201-E0004).  [(\*1)](#ntc*1-L_2013090ES.01005201-E0004)   [DO L 228 de 1.9.2009, p. 3](./../../../legal-content/ES/AUTO/?uri=OJ:L:2009:228:TOC).»." |

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| 5) | El anexo IX se sustituye por el texto que figura en el anexo I del presente Reglamento. |

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| 6) | El anexo XVIII se sustituye por el texto que figura en el anexo II del presente Reglamento. |

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| 7) | Se añade el anexo XXI, cuyo texto figura en el anexo III del presente Reglamento. |

Artículo 2

El presente Reglamento entrará en vigor el séptimo día siguiente al de su publicación en el Diario Oficial de la Unión Europea.

Será aplicable a partir del 1 de enero de 2014. No obstante, el artículo 8, apartado 2, será aplicable a partir del 1 de enero de 2015.

El presente Reglamento será obligatorio en todos sus elementos y directamente aplicable en cada Estado miembro.

Hecho en Bruselas, el 26 de marzo de 2013.

Por la Comisión

El Presidente

José Manuel BARROSO

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ANEXO I

«ANEXO IX

PRUEBA ESPECTROFOTOMÉTRICA EN EL ULTRAVIOLETA

INTRODUCCIÓN

El examen espectrofotométrico en el ultravioleta puede proporcionar indicaciones sobre la calidad de una materia grasa, su estado de conservación y las modificaciones inducidas en ella por los procesos tecnológicos.

La absorción a las longitudes de onda indicadas en el método se debe a la presencia de sistemas diénicos y triénicos conjugados. Los valores de esta absorción se expresan en extinción específica E 1 %
1 cm (extinción de una solución de la materia grasa al 1 % en el disolvente especificado, en un espesor de 1 cm) que se designa convencionalmente como K, también denominado "coeficiente de extinción".

1.   OBJETO

El presente método describe el procedimiento para llevar a cabo un examen espectrofotométrico del aceite de oliva (tal como se describe en el apéndice) en el ultravioleta.

2.   PRINCIPIO DEL MÉTODO

La materia grasa se disuelve en el disolvente requerido y se determina la extinción de la solución a las longitudes de onda prescritas, respecto al disolvente puro. A partir de los valores espectrofotométricos se calculan las extinciones específicas. Se calcula la absorbancia específica a 232 nm y 268 nm en iso-octano, o a 232 nm y 270 nm en ciclohexano, a una concentración de 1 g por 100 ml en una cubeta de 10 mm.

3.   EQUIPO

3.1.   Espectrofotómetro para medidas de extinción en el ultravioleta entre 220 y 360 nm, con posibilidad de lectura por unidad nanométrica. Antes de su utilización, se recomienda que se comprueben de la manera siguiente las escalas de longitud de onda y de absorbancia del espectrómetro.

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|  | 3.1.1. | Escala de longitud de onda: Este aspecto puede comprobarse utilizando un material de referencia consistente en un filtro de vidrio óptico que contiene óxido de holmio con bandas de absorción bien distintas. El material de referencia está concebido para la verificación y calibración de las escalas de longitud de onda de espectrofotómetros de luz visible y ultravioleta con anchos nominales de banda espectral de 5 nm o menos. El filtro de vidrio de holmio se mide en modo de absorbancia frente a un blanco de aire, a lo largo de la gama de longitudes de onda de 640 a 240 nm. Para cada ancho de banda espectral (0,10 – 0,25 – 0,50 – 1,00 – 1,50 – 2,00 y 3,00), se efectúa una corrección de la línea de base con un soporte de cubetas vacío. Las longitudes de onda del ancho de banda espectral figuran en el certificado de material de referencia según la norma ISO 3656. |

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|  | 3.1.2. | Escala de absorbancia: Este aspecto puede comprobarse utilizando un material de referencia constituido por cuatro soluciones de dicromato de potasio en ácido perclórico selladas en cuatro cubetas de cuarzo para UV, con el fin de medir la linealidad y la exactitud fotométrica en el UV. Las cubetas llenas con dicromato potásico (40 mg/ml, 60 mg/ml, 80 mg/ml y 100 mg/ml) se miden frente a un blanco de ácido perclórico. Los valores de absorbancia neta figuran en el certificado del material de referencia según la norma ISO 3656. |

3.2.   Cubetas de cuarzo rectangulares, con tapadera, con un paso óptico de 1 cm. Las cubetas, llenas de agua o de otro disolvente adecuado, no deben presentar entre sí diferencias superiores a 0,01 unidades de extinción.

3.3.   Matraces aforados de 25 ml.

3.4.   Balanza analítica, capaz de leer con una precisión de 0,0001 g.

4.   REACTIVOS

Utilizar exclusivamente reactivos de grado analítico reconocido, a menos que se indique otra cosa.

Disolvente: Iso-octano (2,2,4-trimetilpentano) para la medición a 232 nm y 268 nm o ciclohexano para la medición a 232 nm y 270 nm, con una absorbancia inferior a 0,12 a 232 nm e inferior a 0,05 a 250 nm frente a agua destilada, medida en una cubeta de 10 mm.

5.   PROCEDIMIENTO

5.1.   La muestra debe ser perfectamente homogénea y estar exenta de impurezas en suspensión. Los aceites líquidos a temperatura ambiente se filtran con papel de filtro a una temperatura aproximada de 30 °C, las grasas sólidas se homogeneizan y se filtran a una temperatura superior en 10 °C como máximo a su temperatura de fusión.

5.2.   Pesar en un matraz aforado de 25 ml unos 0,25 g (con precisión de 1 mg) de la muestra así preparada, enrasar con el disolvente especificado y homogeneizar. La solución resultante debe estar perfectamente clara. Si presenta opalescencia o turbidez, se filtrará rápidamente con papel de filtro.

5.3.   Se llena una cubeta de cuarzo con la solución obtenida y se miden las extinciones, usando como referencia el disolvente empleado, a la longitud de onda adecuada comprendida entre 232 y 276 nm.

Los valores de extinción obtenidos deben estar comprendidos en el intervalo entre 0,1 y 0,8; en caso contrario es necesario repetir la medición utilizando soluciones más concentradas o más diluidas, según el caso.

Nota: Puede que no sea necesario medir la absorbancia en toda la gama de longitudes de onda.

6.   EXPRESIÓN DE LOS RESULTADOS

6.1.   Se registran las extinciones específicas o coeficientes de extinción a las diversas longitudes de onda, calculadas como sigue:

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

donde:

|  |  |  |
| --- | --- | --- |
| Κλ | = | extinción específica a la longitud de onda λ, |
| Ελ | = | extinción medida a la longitud de onda λ, |
| c | = | concentración de la solución en g/100 ml, |
| s | = | espesor de la cubeta de cuarzo en cm. |

Los resultados deben expresarse con dos cifras decimales.

6.2.   Variación de la extinción específica (ΔΚ)

El análisis espectrofotométrico del aceite de oliva de conformidad con el método oficial de la legislación de la Unión implica también la determinación de la variación del valor absoluto de la extinción específica (ΔΚ), que viene dada por la fórmula siguiente:

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

donde Km es la extinción específica a la longitud de onda de onda m, que es la longitud de onda a la que la absorción es máxima y que depende del disolvente utilizado: 270 nm con el ciclohexano y 268 nm con el iso-octano.

«Apéndice

CARACTERÍSTICAS DEL ACEITE DE OLIVA

|  |  |  |  |  |  |  |  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- |
| Categoría | | Ésteres metílicos de ácidos grasos (FAME) y ésteres etílicos de ácidos grasos (FAEE) | Acidez (%) (\*) | Índice de peróxido mEq 02/kg (\*) | Ceras mg/kg (\*\*) | Monopalmitato de 2-glicerilo (%) | Estigmasta dieno mg/kg[(1)](#ntr1-L_2013090ES.01005701-E0001) | Diferencia: ECN 42 (HPLC) y ECN 42 (cálculo teórico) | K232 (\*) | K270 (\*) ‧K 270 o K 268[(5)](#ntr5-L_2013090ES.01005701-E0005)‧ | Delta-K (\*)[(5)](#ntr5-L_2013090ES.01005701-E0005) | Evaluación organoléptica Mediana del defecto (Md) (\*) | Evaluación organoléptica Mediana del frutado (Mf) (\*) |
| 1. | Aceite de oliva virgen extra | Σ FAME + FAEE ≤75 mg/kg o 75 mg/kg <Σ FAME + FAEE ≤150 mg/kg y (FAEE/FAME) ≤1,5 | ≤ 0,8 | ≤ 20 | ≤ 250 | ≤ 0,9 si el % total de ácido palmítico es ≤ 14 % | ≤ 0,10 | ≤ 0,2 | ≤ 2,50 | ≤ 0,22 | ≤ 0,01 | Md = 0 | Mf > 0 |
| 1,0 el % total de ácido palmítico es > 14% |
| 2. | Aceite de oliva virgen | — | ≤ 2,0 | ≤ 20 | ≤ 250 | ≤ 0,9 si el % total de ácido palmítico es ≤ 14% | ≤ 0,10 | ≤ 0,2 | ≤ 2,60 | ≤ 0,25 | ≤ 0,01 | Md ≤ 3,5 | Mf > 0 |
| ≤ 1,0 el % total de ácido palmítico > 14% |
| 3. | Aceite de oliva lampante | — | > 2,0 | — | ≤ 300[(3)](#ntr3-L_2013090ES.01005701-E0003) | ≤ 0,9 si el % total de ácido palmítico es ≤ 14 % | ≤ 0,50 | ≤ 0,3 | — | — | — | Md > 3,5[(2)](#ntr2-L_2013090ES.01005701-E0002) | — |
| ≤ 1,1 si el % total de ácido palmítico es > 14% |
| 4. | Aceite de oliva refinado | — | ≤ 0,3 | ≤ 5 | ≤ 350 | ≤ 0,9 si el % total de ácido palmítico es ≤ 14 % | — | ≤ 0,3 | — | ≤ 1,10 | ≤ 0,16 | — | — |
| ≤ 1,1 si el % total de ácido palmítico es > 14% |
| 5. | Aceite de oliva (compuesto de aceites de oliva refinados y de aceites de oliva vírgenes) | — | ≤ 1,0 | ≤ 15 | ≤ 350 | ≤ 0,9 si el % total de ácido palmítico es ≤ 14 % | — | ≤ 0,3 | — | ≤ 0,90 | ≤ 0,15 | — | — |
| ≤ 1,0 si el % total de ácido palmítico es > 14% |
| 6. | Aceite de orujo de oliva crudo | — | — | — | > 350[(4)](#ntr4-L_2013090ES.01005701-E0004) | ≤ 1,4 | — | ≤ 0,6 | — | — | — | — | — |
| 7. | Aceite de orujo de oliva refinado | — | ≤ 0,3 | ≤ 5 | > 350 | ≤ 1,4 | — | ≤ 0,5 | — | ≤ 2,00 | ≤ 0,20 | — | — |
| 8. | Aceite de orujo de oliva |  | ≤ 1,0 | ≤ 15 | > 350 | ≤ 1,2 | — | ≤ 0,5 | — | ≤ 1,70 | ≤ 0,18 | — | — |

»

---

[(1)](#ntc1-L_2013090ES.01005701-E0001)  Total de isómeros que han podido (o no han podido) separarse con columna capilar.

[(2)](#ntc2-L_2013090ES.01005701-E0002)  O en caso de que la mediana del defecto sea inferior o igual a 3,5 y la mediana del frutado sea igual a 0.

[(3)](#ntc3-L_2013090ES.01005701-E0003)  Se considera que los aceites con un contenido de ceras entre 300 mg/kg y 350 mg/kg son aceites de oliva lampantes si el contenido total de alcoholes alifáticos es inferior o igual a 350 mg/kg o si el contenido de eritrodiol y uvaol es inferior o igual al 3,5 %.

[(4)](#ntc4-L_2013090ES.01005701-E0004)  Se considera que los aceites con un contenido de ceras entres 300 mg/kg y 350 mg/kg son aceites de orujo de oliva crudos si el contenido total de alcoholes alifáticos es superior a 350 mg/kg y si el contenido de eritrodiol y uvaol es superior al 3,5 %.

[(5)](#ntc5-L_2013090ES.01005701-E0005)  K 270 si el disolvente es el ciclohexano, K 268 si es el iso-octano.

---

ANEXO II

«ANEXO XVIII

DETERMINACIÓN DE LA DIFERENCIA ENTRE EL CONTENIDO REAL Y EL CONTENIDO TEÓRICO DE TRIGLICÉRIDOS CON ECN 42

1.   OBJETO

Determinación de la diferencia absoluta entre los valores experimentales de triglicéridos (TG) con un número equivalente de carbonos igual a 42 (ECN 42HPLC) obtenidos mediante determinación en el aceite por cromatografía de líquidos de alta resolución y el valor teórico de TG con un número equivalente de carbonos igual a 42 (ECN 42teórico) calculado a partir de la composición de los ácidos grasos.

2.   ÁMBITO DE APLICACIÓN

El presente método es aplicable a los aceites de oliva. Puede utilizarse para detectar la presencia de pequeñas cantidades de aceites de semillas (ricos en ácido linoleico) en todos los tipos de aceites de oliva.

3.   PRINCIPIO

El contenido de triglicéridos con ECN 42 determinado por análisis con HPLC y el contenido teórico de triglicéridos con ECN 42 (calculado sobre la base de la determinación de la composición de ácidos grasos mediante GLC) se corresponden dentro de ciertos límites en el caso de los aceites de oliva auténticos. Una diferencia superior a los valores adoptados para cada tipo de aceite sería indicativa de que el aceite contiene aceites de semillas.

4.   MÉTODO

El método para el cálculo del contenido teórico de triglicéridos con ECN 42 y de la diferencia con respecto a los datos obtenidos con HPLC consiste esencialmente en la coordinación de los datos analíticos obtenidos por medio de otros métodos. Pueden distinguirse tres fases: determinación de la composición de ácidos grasos mediante cromatografía de gases con columna capilar, cálculo de la composición teórica de triglicéridos con ENC 42, determinación mediante HPLC de los triglicéridos con ECN 42.

4.1.   Instrumental

4.1.1.   Matraces redondos de 250 y 500 ml.

4.1.2.   Vasos de precipitados de 100 ml.

4.1.3.   Columna de cromatografía de vidrio, de 21 mm de diámetro interior y 450 mm de longitud, con llave y cono (hembra) normalizado en el extremo superior.

4.1.4.   Ampollas de decantación, de 250 ml, con cono (macho) normalizado en el extremo inferior, adecuadas para conectarse al extremo superior de la columna.

4.1.5.   Varilla de vidrio de 600 mm de longitud.

4.1.6.   Embudo de vidrio de 80 mm de diámetro.

4.1.7.   Matraces aforados de 50 ml.

4.1.8.   Matraces aforados de 20 ml.

4.1.9.   Rotavapor.

4.1.10.   Cromatógrafo de líquidos de alta resolución, con control termostático de la temperatura de la columna.

4.1.11.   Sistema de inyección de volúmenes de 10 μl.

4.1.12.   Detector: refractómetro diferencial. La sensibilidad en toda la escala deberá ser como mínimo de 10–4 unidades de índice de refracción.

4.1.13.   Columna: tubo de acero inoxidable de 250 mm de longitud × 4,5 mm de diámetro interior, rellena de partículas de sílice de 5 μm de diámetro con un 22-23 % de carbono en forma de octadecilsilano.

4.1.14.   Programas de tratamiento de datos.

4.1.15.   Frascos de aproximadamente 2 ml de volumen, con membranas revestidas de teflón y tapones de rosca.

4.2.   Reactivos

Los reactivos deberán ser de calidad para análisis. Los disolventes de elución deberán desgasificarse y podrán reciclarse varias veces sin que ello afecte a las separaciones.

4.2.1.   Éter de petróleo 40-60 °C, de pureza de grado cromatográfico, o hexano.

4.2.2.   Éter etílico, libre de peróxidos, recién destilado.

4.2.3.   Disolvente de elución para purificar el aceite mediante cromatografía en columna: mezcla de éter de petróleo/éter etílico 87/13 (v/v).

4.2.4.   Gel de sílice, 70-230 mallas, tipo Merck 7734, con contenido de agua normalizado al 5 % (p/p).

4.2.5.   Lana de vidrio.

4.2.6.   Acetona para HPLC.

4.2.7.   Acetonitrilo o propionitrilo para HPLC.

4.2.8.   Disolvente de elución para HPLC: acetonitrilo + acetona (las proporciones se ajustarán para obtener la separación deseada; comenzar con una mezcla 50:50) o propionitrilo.

4.2.9.   Disolvente de solubilización: acetona.

4.2.10.   Triglicéridos de referencia: es posible utilizar triglicéridos comerciales (tripalmitina, trioleína, etc.) y los tiempos de retención se representan entonces gráficamente frente al número equivalente de carbonos, o bien cromatogramas de referencia obtenidos de aceite de soja, de una mezcla 30:70 de aceite de soja y aceite de oliva, y de aceite de oliva puro (véanse las notas 1 y 2 y las figuras 1 a 4).

4.2.11.   Columna de extracción en fase sólida con 1 g de fase de sílice en 6 ml.

4.3.   Preparación de la muestra

Como hay una serie de sustancias interferentes que puede dar lugar a falsos resultados positivos, la muestra debe purificarse siempre según el método IUPAC 2507, utilizado para la determinación de compuestos polares en grasas para freír.

4.3.1.   Preparación de la columna cromatográfica

Llenar la columna (4.1.3) con aproximadamente 30 ml de disolvente de elución (4.2.3); introducir a continuación en la columna un poco de lana de vidrio (4.2.5) y empujarla hasta el fondo de la columna ayudándose con la varilla de vidrio (4.1.5).

Preparar en un vaso de precipitados de 100 ml una suspensión de 25 g de gel de sílice (4.2.4) en 80 ml de la mezcla de elución (4.2.3) y transferirla a la columna con ayuda de un embudo de vidrio (4.1.6).

Para asegurarse de la transferencia total del gel de sílice a la columna, lavar el vaso de precipitados con la mezcla de elución y pasar también los líquidos de lavado a la columna.

Abrir la llave de la columna y dejar que salga el disolvente hasta que su nivel se sitúe aproximadamente 1 cm por encima del gel de sílice.

4.3.2.   Cromatografía en columna

Pesar, con precisión de 0,001 g, 2,5 ± 0,1 g de aceite previamente filtrado, homogeneizado y, en caso necesario, deshidratado, en un matraz aforado de 50 ml (4.1.7).

Disolverlos en 20 ml aproximadamente del disolvente de elución (4.2.3). En caso necesario, calentar ligeramente para facilitar la disolución. Enfriar a temperatura ambiente y enrasar con el disolvente de elución.

Introducir con una pipeta aforada 20 ml de solución en la columna preparada como se indica en 4.3.1, abrir la llave y dejar eluir el disolvente hasta el nivel de la capa de gel de sílice.

Eluir a continuación con 150 ml de disolvente de elución (4.2.3), regulando el flujo de disolvente a 2 ml/minuto aproximadamente (de modo que pasen a través de la columna 150 ml en unos 60-70 minutos).

Recoger el eluido en un matraz redondo de 250 ml (4.1.1) previamente tarado en estufa y pesarlo exactamente. Eliminar el disolvente a presión reducida en un rotavapor (4.1.9) y pesar el residuo, con el cual se preparará la solución para el análisis por HPLC y para la obtención de los ésteres metílicos.

Tras pasar por la columna, debe recuperarse como mínimo un 90 % de la muestra en el caso de las categorías virgen extra, virgen, corriente, refinado y aceite de oliva, mientras que en el de los aceites lampantes y de orujo de oliva los porcentajes de recuperación no pueden ser inferiores al 80 %.

4.3.3.   Purificación por extracción en fase sólida (SPE)

La columna de sílice de SPE se activa haciendo pasar 6 ml de hexano (4.2.3) en vacío, evitando la desecación.

Pesar, con una precisión de 0,001 g, 0,12 g en un frasco de 2 ml (4.1.15) y disolver con 0,5 ml de hexano (4.2.3).

Cargar la columna de SPE con la solución y eluir con 10 ml de mezcla hexano/éter dietílico (87:13 v/v) (4.2.3) al vacío.

La fracción recogida se evapora hasta su desecación en un rotavapor (4.1.9) a presión reducida y a temperatura ambiente. El residuo se disuelve en 2 ml de acetona (4.2.6) para realizar el análisis de triglicéridos (TG).

4.4.   Análisis por HPLC

4.4.1.   Preparación de las muestras para análisis cromatográfico

Preparar del siguiente modo una solución al 5 % de la muestra que vaya a analizarse: pesar 0,5 ± 0,001 g de la muestra en un matraz aforado de 10 ml y enrasar con el disolvente de solubilización (4.2.9).

4.4.2.   Procedimiento

Instalar el sistema cromatográfico. Bombear el disolvente de elución (4.2.8) a un flujo de 1,5 ml/min para purgar todo el sistema. Esperar hasta que se obtenga una línea de base estable.

Inyectar 10 μl de la muestra preparada como se indica en el punto 4.3.

4.4.3.   Cálculo y expresión de los resultados

Utilizar el método de normalización de áreas, es decir, considerar que la suma de las superficies de los picos correspondientes a los triglicéridos de ECN entre 42 y 52 es igual al 100 %.

Calcular el porcentaje relativo de cada triglicérido mediante la fórmula siguiente:

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

Los resultados deben expresarse como mínimo con dos decimales.

Véanse las notas 1 a 4.

4.5.   Cálculo de la composición de triglicéridos (porcentaje de moles) a partir de los datos de composición de los ácidos grasos (porcentaje de superficie)

4.5.1.   Determinación de composición de ácidos grasos

La composición de ácidos grasos se determina según la norma ISO 5508 por medio de una columna capilar. Los ésteres metílicos se preparan según el COI/T.20/Doc. no. 24.

4.5.2.   Ácidos grasos para el cálculo

Los glicéridos se agrupan en función de su número equivalente de carbonos (ECN), teniendo en cuenta las equivalencias que figuran a continuación entre ECN y ácidos grasos. Solo se han considerado los ácidos grasos con 16 y 18 átomos de carbono, ya que son los únicos importantes para el aceite de oliva. Los ácidos grasos deben normalizarse al 100 %.

|  |  |  |  |
| --- | --- | --- | --- |
| Ácido graso (AG) | Abreviatura | Peso molecular  (PM) | ECN |
| Ácido palmítico | P | 256,4 | 16 |
| Ácido palmitoleico | Po | 254,4 | 14 |
| Ácido esteárico | S | 284,5 | 18 |
| Ácido oleico | O | 282,5 | 16 |
| Ácido linoleico | L | 280,4 | 14 |
| Ácido linolénico | Ln | 278,4 | 12 |

4.5.3.   Conversión de los % de superficie en moles respecto a todos los ácidos grasos (1)

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

4.5.4.   Normalización de los moles de los ácidos grasos al 100 % (2)

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UNNYGpdpjWy6ZPlVpiRH/AGl5uw3t+2KmJA/yXXWClwtn4hKkn+dVi+jcySNiXQNbsuuanVx7OvIrjIKUlxakMy5Diu2+6iQk/Hv61wujWlmPajdCeWdROpOLQ39T8rt+RZoMoASbnCkIW+7CVDlDd2K22lhng0hQSkcgR7xFfJYtSch6psz6UNKtSYzN7tN1xKRqDmsRbSURrm4w07HiKeSTxeQZDZWtjjxJWCRx2CZbxFcfR7r+d0U05t8Wx4Plmm6col2GGylmCxdGJi44kR2EAIYUtpCUuBAAWQFEFXerd0pSlKUpSlKUpSlc9qBn+IaW4ZdtQM9vbFosFkjmTOmPAlLaNwBsEgqUoqKUpSkEqUoAAkiue09150x1LusnHLBfnIt/hobdfsd3hvW25pZcbS4297JJSh0tqQoELCSnfcbgpIH04/rXprlepd70kxrJWrpkmNwm513YiNLdZgpWvght19ILSHiQT4RVz2BO2wNdzSlK5LM9XNLNOZ1vtmoGo+M43Mu24gR7tdWIjkrZQSfCS4oFexUkdt+5HrXWedZpUeZb1EaCYDf5GK5xrTg+P3mIEKft9zv8WNJaC0haCptxYUN0qSobjuCD8a+rCtddFNSLiuz6fauYbks9sclRbTfI0t5I2J3KG1lW2yVHy8gfSu5rVZTlOO4Tjtxy3LbzFtVntMdcubNlOBDTDSBupSif/snYDcmvbYr3CyGxwMhgoktxbjFalspkx1sOpbcSFJ5trAUhWxG6VAEHsQDXvt9xt92hNXG1zo8yK+nk0/HdS42tPqlSSQR/Q19Fayx5TjWTtvO45kFtuqI6/DeVCltvhtX/AIVFBPE9vI1tK068wxRF/GKrya1JvRAItxmtCUQU8h+65c/4e/l5d6+K5ah4nZs3s+nl1uRi3vII78m1MusrCJoYHJ5Dbm3BTiE7LKN+XE8gCASOlpSlKUpSlKUpSlKUpVJ/pF8ps0bIdCbOXJq5tg1NsWVXFMa3SpHstpZW8l2UpTTagEpUO4B5+WyTXsy3W/Sq4dbeBZN9ZTHrZZsNu1sXOVYJ6mWLhNkxSw2lfgbBxTQc3I8kkgkctjBt3hL1tz3rMw3T5Ut+56oW+xqxEPW6XGbu67fGU5JabcdaShJBbLfvqSCpY8xuak3VLqDwLUnoqc0QwG3yL5qff8ah4s3ga7c6LvCmBtht5b8YoCmUMDk4HlANboSUqNajUG4WzS7qb6Tcbye+zLg5pJjtwtGV3Rq2Tn2mH3rQy0wtTiWlcvGX5EFRBPvca+DAsVwrRLVbWnHOobWPO9MZF7zS4ZfYZlvyWTa7TerbLHiI8FSElDspBbUhTe/iHZKUpPE1zJwDpRn3/GsByF/PdCEWzFHb1imaO5FIhz3Icu63FHhT3n08IyHg2mQy05wUfaHUbhR2VbXoTnZu/pLkLGa3xzIY1uzG7xLBkztvREcyO1JU2WrkoJH71TjheHjHcucORUvfma04DqPp7dfpOM11QmmW/h+RYfEsVruUmwTTHk3Em3oDKebHuq3bc94gJ91Xev0ehwYUBoswYjMdsqKuDTYQnfy32AA37V9FetmOxHSUsMobClFZCEhO6idye3xNctqfqZhulOLrybObm9Bt63fZUrZgyJa1OqQtSUhthC1kkIV8Nu23mRVO/o6Z+MZL0kDpzvUq5W/KJMHIPrC3vW6TGejxZMl1AcDjrQa34voUACo+8Ox2IHLaO6sWXSXoAy7QXVC8LiamYrb79iZxeUvjcpb8lchMJENhX7yQ0tDyeC20lJCF7dkk16bZplknS5qB0oataiSJVrsNhw5/Bs0mtEqh2xbzTzsVMo7fu2vHkbLdUrgFMpPbbdUu4TJiazfSF3XVrAJce6YjgmnbeJzbxGdD0STc35jj/gx3UbocLaCQ5xJ4EbHYkCrh0pSlKUpSlKUpSlQL1r4LlmdaGSGsLxr9pLlYb1aMi+pRtzubMGY2+9HQFAgrU2hWySDyI4gEkCoM1Uz7SnOMtzPXC9aTKzjGkYxZ8JxW3X/HnWHshyN2bJkoiQ2ZTIeAT4rAcc4gDZX8XBW0tdIGF6S6HWeRpHFzHCpGql1W5kWYW2zymEOty3NubbcZCuTUZgKQy2kAAJAUUguHeR+oXXK39POnE/Uu84XkWQ262oUuULOhhRjJ4ni46XXUcWyrijkkLIKgeO25qMD11YlarXheX5tpVn2MYdnyEs2e/ToLK0LmKSpSGVxmnFSUB0J/crLf73fsAPertMH6k4mQaqtaN5rp3kODZLc7Q5f7JHu78N4XGAhzgvYxnnA2+k7lTCu4AJBIBrXyeqRd8zHJMW0g0lybUONhE023Jbpa5UKNGizAN1xGDJdQZchCd+aGxslXFJVurtX/AK5tT8D126QsI1Uwkqk2+dndkDJlxQ3KhvIkONvsOIO5bcQpKkKAOx27FSSCbNao9Q1rwDNrPpLi+I3bNtQL7EducawWt1hksQG1lK5cp99aGmGdwUpKiStY4pB865S19Z+IXiwlqFg+SKzkZW/gxw5RjCYm+MsF5xoyPF9mDAbSpfj+JxKUniCr3a7fSfWW9agZdlGBZXphd8Lv2KQrZPlR50+JLQ8zOVKDSmnIziwQPZF78tjudtu25qf9KK9YrLn/AE15LeVwYceFqC07MnSEoSlqMh2ItxTiyOyAElR37bD+VajrvzbSDWTH8Rb6V77j2Va3N5PCcx+Zh5bfucRpHLxVrks/5LI3a3Lqgj4/Akfoda0zE22Km4K5SgygPHcHdziOXl289/Kq569qXqR1NaMaHvRVSLJb/rDUO/NOKCWn0wAhmAgp3/egS3w4UEbAobVsQDt1nVbphYM90lyS63655EhGP47eJTMO332XBiyXfZFqQqS0w4gSAhSEqSF7gHfsQSDo/o+wB0baVbADexJPYf8AnO1tOsXANXdS9H/2S0cNuducm9W5VxhXGauJEuFsS9vJivuN7L8FaeIcShSVKbC0gkniquWvuG2nTDrU6cW+nnH7PjGY5DMkNZfb7AyiMxKsLZa8Vb8dAS0pKWjNCXFJ57oTsd0I2vrco8uXbpMaBOVCkvMrQzJDaXCyspISvirsopOx2PY7bGvzD6i9IcY0s6ecZ6cJ10sGa9ROT5QldoyRuIIFzL7k1UlUx2cvZY4NOBJU46SS4PMJBFwurDA7zdOle8S2bwE5hgFsYyu03o7lxi52tAkF5JUCR4gadQrfzS8oHzqYNNcvY1B06xbPYra22MlssG8NIWjgpKJDCHQCnc8SAvy3O3qfOuK1f6rOn3Qa+Q8b1a1Mt2PXOfF9ujxXmX3XFsc1IDmzTa9gVJUBvtvxO3ka4P8A7SDop/48Wn/8fO//AEVMOk2summuWMOZlpVlUfILM1LcgrlMtOtpD6EpUpGzqEq3AcQfLbvXZkgee/8AYVjmPRXymnMeivlNOY9FfKacx6K+U05j0V8ppzHor5TTmPRXymnMeivlNOY9FfKacx6K+U05j0V8ppzHor5TTmPRXymnMeivlNOY9FfKawSk+fP+wNPc/wCf/wCVAUjv7/4GvENsBwvBr94RxK+HvEem/pXkSknf3/wNeLiGHdvFa58SFDkjfYjyP9aw41HdCkushYUAFBSN9wDuN+3fvXmChI2Skgf9JrHuf8//AMq8uY9FfKacx6K+U05j0V8prBUk9jy/A0BSPLn/AHBr1qYireTIVHSXUDZKy37yR6A7bivYvw3ElC0FSVAggpJBHpXiyhiO2GmGg2hPZKUI2A/oAK8+Y9FfKacx6K+U05j0V8ppzHor5TTmPRXymnMeivlNOY9FfKacx6K+U05j0V8ppzHor5TTmPRXymnMeivlNOY9FfKacx6K+U05j0V8prIIPlv/AHFZr1vvMxmVyJDqGmm0la1rUEpSkDckk+QA+NVf0zt116ldUZfUncGuGIYu3LtOlUaSkFuUtW6JF/UglX+aoFtjcAhlJVxBXvULdNj1iRoZo9arjJgOa0Mav3T6zSwpv6zFzTPmfW65oTs/sbbz5k/6VRufubCp6+kJnhXSjm2LRbbd7hd8lg/VtriW61Spzj0jmhziQw2vwxxQo8l8U9tt9yBUI6van4xfdJumrHYljzKbIxnLsSvd+ZGFXhQhwYDTjMtboMXvxcBHAbqUPeSCkg1uMw1GsF7+kE0r1Ctdryx7HLfiEy0Srj+yN2SyzLmFSo7aiqMNuQdRuo+6jchZSQdvd0y5/jfR9a8/0d17em49dkZldL3ZpKrdIejZDClKbUyqCttCg88eyTHBLoJ249jtXrNsEz7GOlF2PlmE5LBynU3WBWozGLQ8dnSF2e2iTstDgZbcQyQkBYbUQrisAAkHaa9TrBjcDq2HUPn15zyx6W6h4XEgwcmsM27WX6tnMup2ZuXs/B+O2tGygp5KWwT32KSRxue2DpevDzLc/TfNrlgGd5a009qLMvN4nXaRKi2t1abpC8bk6iOwopZXIUFNrRzUApLSTUz9E1pnYxqhn2P6fao3/UrSIWq3P2fILx/iVRrgXpHi29mcUpMpDbZCjx3ShSwPcUV8uE+kavSch1b0OtVgsOT3R7As4iXrIVwcauMlmHDKorni+K2wpt33EqJS2pahsQRv2q9uMZBaMtsMLJbGZCoNxaD7BkQ3ojpQfLk08hDiD28lJB/lW2qs2oE1GMdfGlNxuqeMXLMEyPH7e4lSdjMZkRZakrBI2BaT7u25KjsB2JHedUmeWLD9G8ot10j3qTMyKyXO2W2Pa7JMuLj8lcVaUIIjNL8PcqSOS+Kf51HPQBmNuZ6Z8Q09kWrIYuSYhYkputunWCdCW2suukIQuQ0ht1R9EKV5jfbevKD1vRr70+Zdq9Z9Gc6YyXGLg5ZDh021PG4LuJbQ7HQpLSFKQ0pp1pxThSAkch3PHlBugGsQm6lQ7zA0d1Xm6x6gXe2RchzHMcLVDtEK1oeQqXDhhDqjDjpjodSyDyKnPDU6pXfaymQdSuQzNTtQdA8K0yvcXN7HjMi84pcL3FLdmv77bLZKG3EkEpQ7IjoVse/JW5RsN6qa66/nXzofmaY6kRrNP17vkpiNGw2zWiWq4Q56JqVJ/wAK6guR3ExkOc3N+HvEJWQsb2f1AN90/wCgG9QtTpEg3616VO2+8uOv+1Oqn/VfgucnAT4ii8rYq3O+5O5qSenezXLHdANM8evUVUa4WvDrLClsKIJaebhNIWgkEg7KBHY7dq1Orlo6mrlfYi9Fsw07s9nREAkoyGxy5slyTzVuUqZfQlLfDhsNt9+W522A4b9luvv/AIq6J/lC4/qqmDSuHqrBxf2bWK8YxdL8mS4RJx6A/DjKYITwBbecWoLB5AkK2I49t969OrOj2G604/FxrN/rj2KJMTOb+q7xKtrnipQtA3cjLQpSdnFe6TtvsdtwKij7AvT79/vz/ev1NPsC9Pv3+/P96/U0+wL0+/f78/3r9TXMahdKfR3pPY28l1KzHKMatT0lMNEy56kXhhlTykqUlHJUnbkQhRA/ka3Ni6IemXJ7Jb8kx65ZrcbXdYrU2FMjah3lbUhhxIW24hQk7KSpJBBHmDX3fYF6ffv9+f71+pp9gXp9+/35/vX6mn2Ben37/fn+9fqa5W+9KXSZj2aWTT2fctQF5Bf2ZMuNBYzq9urbiMJ3dlPcZGzTIPFHNewK1pSNydhHyca+jMWooR1BuKWPNCdVrsVD+oEncVIWAdLHRrqrbF3nTbO8gyeE0Ql161anXWSlskqAC+EolJJQrYKA32O1dT9gXp9+/wB+f71+pp9gXp9+/wB+f71+pp9gXp9+/wB+f71+pp9gXp9+/wB+f71+prVZT0X9LGEY/NyvML9l1ls1tb8WXPn6j3dhhhG4G61qlADckAepIA7kVHlh0x+j4yUNiz6pZQ869Og25iOvPb+1IfemSBHiltlx5LjjbrpAS6lJbI97lxBVUsfYF6ffv9+f71+pp9gXp9+/35/vX6mn2Ben37/fn+9fqafYF6ffv9+f71+prRZt0f8ASbpvjcrL88yPLrDZYRQJE+dqLeWmGitYQnkoydhupQH9TUYjGvoy1J5p6hlFAOxX/tXuvEH+avadhUu2Toi6Ysltce947eMwululJKmJcLUe7vsugEglK0SilQ3BHY+YNfd9gXp9+/35/vX6mn2Ben37/fn+9fqafYF6ffv9+f71+pp9gXp9+/35/vX6mn2Ben37/fn+9fqafYF6ffv9+f71+pqNM10V6ENPr85i+U6gZezd46Euy4MXOr/Negsn/fSkR3lmMyNu7r3BA7bqG4rr8N6PekzUSwsZRgmUZTkFok7+FNtupV3kMrI23HNEojcbjceY+Nbz7AvT79/vz/ev1NPsC9Pv3+/P96/U0+wL0+/f78/3r9TT7AvT79/vz/ev1NcZqR019E+j7UB/VHUDIcWauanEw13TUq8R0vlsJKwkqk7Hbmnf/qFeGm3Tj0R6we3/AOy7UPIMoFrDRmG16l3h8MeJy4cimT234L2/6T6V232Ben37/fn+9fqafYF6ffv9+f71+pp9gXp9+/35/vX6mn2Ben37/fn+9fqa+e4dCnTjaoMi53GTnUeLEaW++85qBeglttCSpSifaewABJ/pUS2vB/o273dI1ltGvMiZPmPojMRmNVbst1x1aglKAkSd9yogbepqYvsC9Pv3+/P96/U0+wL0+/f78/3r9TXL5D0ndKeKZbjmGZBJ1FhTcscejWh5eb3z2aRJbbLhjeMJHFDxbStaUK25hCuO5G1TvpHojguidvn2zBjfPAuTyJD/ANaXyZclc0p4jiqS4soGx8k7A139eqVFjTYzsOZHafjvoU0606gLQ4hQ2UlST2IIJBB868YMCDa4Ue222GxEhxGkMMR2Gw2202kBKUISnYJSAAAANgBWqh4LhVuyWXmdvxCyxr/PbSzLurNvZRMkNp/hS48E81gb9gSa3ZG//wB1jiPU/iazxH8/xNNqbD+f402H/wDGm1NqFIJ37/jTyrNRf1A6PzdWsUgKxe9NWLNMVubOQYpeHEKWiHcWQQA6lPdbDqFLadR3BQ4TsSAK7zGpV7uGO2ybk1nZtN2fiNOToDEv2luK+UAuNJeCU+IlKtwF8RuBvsPKtlx7bAnv/OuK0r02Xp3a7r9aZA9f7/kN2kXm9Xd1kMrlyHNkNgNhSghtphthhtAJ2QynuTuT2wSB6/jXExNNVHVqdqre8gduTiLSizWO3qYCGrQwtYcmKQeR8RyQ42wVKIGyWG0gdiT2239fxqHNaNLMq1ozHFsNvKITOltsfbv2RNF7m/fJjDvKHby1tsiOh1CJDiiTz4NthO3JQmMDYbVmlK0WcZLNw/Fbhktvxa55G/AbDotlsXHRJfTyAVwMhxtr3UkrPJY7JO252Bq3jP0hrWR6LNdQw6e85j4BDlOR71dFPxCqKjxiyl+O0VhctpKi2HVpCQ3yUAXC2vbvh1d2+HleEM5FpxerPhepdwbtOJZRJmRimdKdQXI5ciBfjMNPpG7Sle8d0haG962WSdSdxmal3rSXRbTOZqBfsTZYeyV4XRi2wLUp8Esx1PuhRckKSCrw0IICQd1AgpqP9bdbMS136KdcbrY7ZcbbNx6z3yxXuzXdptMy13KM2Qtp1KFrbJB4qStClJO4IO4IH06b6+2nSrp36fsHtWO3DLM7zXDbQxj+OW9xttyQGre0t6Q884QhiO2nutxW57+6lWx23jPWhi9gsGo72qmEXrFMk0tXbkXyxoeZnl76xUhMBUWQ2UtupeU42jkvwwhRIXxCSqujxDXXPJupdg031E0cVij2T2y5XW1zGsji3Jp5qGY4cSQ0kKCv8U2finbyUfhNCjsP/aq19HJezq56sa/XWMETM0zWba7eVL5Las1pUYUVojc+GfERIWUgkcllQ8xtXy06nae6RfSvax37UHJ4OPW2XhECK2/J5JQ5IU1bF8fdB94hCz39DW9wj2LUj6Rmz6p9NMBz/Z3AxVyFn15tkNcK2XKapuR4DSlqSlEt1JXCPuglPh9z7hq/dYJHkd/wNRR06ZBfMhxvLZl/ukye7H1AyuAw5IUVluNHu8hlhpPohDaEoSB5BNSv51Vj6Qq3akNaa4bnunuGv5g3gWbW3JrzjzQcWbjBjhzdJaQCXAlxTa/4VcSkL4ngajNHUj0m9c+Z6dY5bLxJxfUnDsotOSWZnIrWWJPKNJQ7LgNupJSpTjTSklHMbqDagFcNqvmKEgev4VE+lWQXy66v61Wu53SZKg2XIbTFtrDqipuI0uxwXlobHkkF11xZ9Ssn0qWAd6w42h1CmnUJWhYKVJUNwQfMEV+ZH0ZGvGg+nnTrlOF6rZvY7bIl5rcJX1fcEKWHI6o8RKVFHBSSnk2of1TXddFeSs6E4jr/AK3ZhHuWJ6FSslVd8Fiy4jkZCYSnXwVxISwHG0uhyGhA4gLUAAPdJqc09W16xqJj2U6v6H3/AAbDstuES3W29SLrDlLiLl7+zG4xm1BcQL90EguhClbLKdt6sWDuN6Egev4VEGmOR5BdNeNZLJc7tNkW6zSLA3boriiWoqXLaHHQ2nyTyWoqPxJ/oKl8HeoZ6yNWr1ob0y59qfjjQXdbTbUtQSSB4UiQ83Gbe7+fhqeDm3x4bfGtJ0J6VWHTHpkwly3tNvXXLLVGya93IgmRcJs1sPqcecPvLUkOJQCSdggVDGOmN0/fScDSvBWlQsV1ixFzIrhZ448OJGuzRkEykN7lIUtMNYVxCdy93Hu1emvEqHl3/A1FnTnfr5kGG5BOyG5TJ8hnOstgtOSVKUpEePfJjDDQ38kobbQhI+ASBUqedV2+kMQhfRlqoFoSoCyhQBAOxEhkg/1B8jW+6KG0N9JOkSW0JQDh9sUQlIA5FlJJ7fEkkk/EnepsrBO3r+FRNccivyOqrHcWRdZibK/p/erg5BCiGHJTdytraHSn4rShxaQfgFq9TUsgg+v4Vhf8J/pVDeltllv6SrqdU2y2gpiW7YpQARyDBV5ep7n1Pc7mrr5vkk3EMVuGSW/Frnkb8BsOi2WxcdEl9PIBXAyHG2vdSSs8ljsk7bnYGreNfSHNZFos31DJ6es5YwCFKcYvV0L8QqjIDxaS/HZKwuW0lRbDq0hIb5KALhbXtMXVHhDGq3Ttl9pt00Rp4tK7xZJ/dJiXCKPaoj4VsVI4uNIJIHIAq2rpNCc9kao6MYPqNLQUSMlx+BdHxwCP3rrCVL2SCQByKthue21d3SlKUpSlKUpSlKUpSlKUpSlcxqbf4eMYFfL1Oh3SUyzEW2WbZbZFwkrU5+7SEMR0LdX7yxvxSdhuo7AEj87cMn5DYPotJWhM/SzU79u37bc7Umzt4LdlOeM/cHX2zz8Dhw8JaVFfLYd091DjUh9U2ZozodO0rDtPNSZkfEM/tGQXdLen95bMK3xeTby1IMYHdJT2bA5EbFIIIJ3mk2WW7pb1h1luWr9vv9qxXU+/tZpjWRpsU16G+iQ0tTkJ4NNKXGlNkbeE6ErX8Eg7A8FNw/Pm9FeqvVvIMByyHL14lvW7E8aiY5LkTzHaiPNxJD8ZlK1x1PhXvl0ICVIHLjzSK0o08WqR08a1ZvhepCcLxHT1rAMxbtcG9Wi7WKaxGDgkrajBuW7E5qUhS2gWxxJJUNhXWZnE0Iaw7UXPdOOn3JdRMUnQbBj91vV6m325ysiQ9emG34FuYmueM4qO1u63IbWlIf8ADCSeKtvo6b9P8Y096kMTidK2Y57edOpVvured2a+okqiWB1thAh8TKabLMlbvFtTSeSwllXIBKe1+1Dcf3B/96rR0IXFuFplmuDTG1N3XCdRMntdyaBCt3Fz3JSVoA94oU3ITxJA5FJIBGxMH6VZNLb+kp1C1lk6eakxcNzDFYFhtN1kYJeWW3Zn/dyClwKjBTKAWHd3HAlACdyQNjX6EAAeW/8Ac1moO1F6LOnXVfL5+d55iF3uF6uXh+0Pt5VdoyCEIShIS0zJQ2gBKR2SkDzPmSagvp96EemHLMdymZfsEuz70DO8otcdSMsvDITGi3WQyykhuUkKIbQkFR3UojdRJJNXHwXB8a03xO2YPh8F2HZrQz7PDYdlPSVoRyKti68pTi+6j3Uomok6otTsz0pu+lGQYtj2TZBCkZiuJfbTYIi5MiTb1WyaVr8JAKnA0oIfCRtuWgPMgVAnUxedJuqebpzYdALMq+6hsZnart9dRbFJhvWGAy54kqRMkuMIUygDiPDKgtTgTxBUnY3zSCB39TURat9KGhmuWRMZTqbjN0ulxixEwmVsZJc4TaGUqUoANRpDbe+61Eq48j23J2G1d9MOhHphvmq+sVhueCXZyDjuQWuJbW05ZeGy007ZYT6wpaZQU4S664d1lRAISCEgAW10r0kwLRbFU4XpzaZFutCZDkoMv3GTNV4rm3I+JIccXseI7cth8AK22ZZfa8Fx6Tk15i3aREiltK27VaZNyknmsJHGPGbW6vuob8UnYbk7AE1Sv6KJm/YJpTkOl+dYLmmOX+VlFxvzLd3xi4Q464amYjaVCQ60lnmVJVs3z57JJ47Depn69dIMx1q6achxHAYQnX2NIhXaJB5BKphivpdUyhROwWpIVx37E7D471EfVBqonq30Qa0B0dxHI3swzO4Wti+Qbnj0yI5icVEht5+RNW822hkoU2lKQCS4CSgKHcXXstu+qLRCtXjqf9jjtR/FWNlL4ICeR/mdt/71Ger/AEs6Ja73yHkWqGNXO6TYEX2KOWMiuUFtDXNS9vCjPtoKipR3UU8jsATskAVr026FemO9a3au4zccFuzltx+TYkW5oZZd0KaD9uS65yWmUFubrO/vk7eQ2HarcaTaOae6H4w5h2mtnk220uy3Jy2ZFylTlF5aUJUrxJLjiwNm0+7y2G3YdzWv6htHrbr7orlukN1lKitZHbyw1IG/7iShSXWHSB3UEPNtqKfiAR8ar903dRVu0H0stmhnVI/NxPNcAZ+pw6/bpj8O729klMWXDkNtKQ8gtBKNgeQU2QUpPuj1aM4HlOvfWBcesfJsYvFjw7H7CjHdPW7qx7JLntq8UPzlxzs622fFf8MOpBUl9Cthx2FyvOoN1D6KenLVTL7hnedYfeLhermpCpL6Mru8dCuKAhIS0zJS2gBKQNkpA/uTUH9PnQh0wZbiF8uN+wS7PyIubZVbWlIyy8MgR4t6lsMJ2blJBKW20AqI5KI5KJJJNx8JwvHdO8UtmE4lCdiWezx0xYbDsp2Qptsb7AuOqU4vzPdSif51A30g0+TL6ZMxwGy41k98vuWWxyJa4tksE25c3UOsqIcVHaWlkbeRcKQrY7b7GuK0U6ioukPShh+LvaT6sXLM8XxCJDNjZ08vaS9PaYCfB8dUYNAc+xXz22BI37A2I6ejmStC8Ac1FRcEZS5jlvcvSbgkpkpnKYSp8OJPdK+ZVuPh5bDbavLWDQfTHXi1wLLqhZp9zhW2QqVHZjXmbAAdKePJXsrrZX7u4HLfbc7bbmqrz+hLpha6nrDhDeCXYWaVgd3urrH7WXgqVKauNvabWHfavEACHnBxCuJ3BIJAIs1o3026PaBPXV/SzG5trXeksommTe59w8QNFZRsJTzgRt4i/wCHbffvvsNpFuMxq3wJM99DymozK3lpZZW64UpSSQlCAVLVsOyUgknsATX556E5q7hPW3rrrFkmm+qMXE80jQEWScNO744ZKm0tcwWkRS4jYpV/GkeVTXatd8mzPUvUzJn8C1MtunGN4hDttsM3ELi05dLlIkO+M9HhFn2hzZKmUE+GSlKFKPFJ3NcMKnZDYPotZehM/S3U39u37ddLUmzt4NdlOeNInuvtnn4HDh4S0qK+Ww7p/i92rt5ZqBYEdL2RahSWLtBtULEbjIebuNsfgy0JYiuIWFRpCW3Eq3QeIUBy3SRuFAnz6SLNc8e6YNKrJeYio02HiFqafZURuhXsyDsdvj3FS3SlKUpSlKUpSlKUpSlKUpSlKxtTahAPr+NNqbU4jbbv+NAAPX8azURN6UZJh+v7+quASYQsebRm4mbWmS6pHKTGbIh3OOeKh4wQBHcb9wLQpCySpoAy5WaUrW2LG7DjMeTFx+0RbezMmyblIRHbCA7KkOqdfeUB5rW4tSlH4kk1sqxtQJA9f7ms0rWW3G7DZ7pdr1a7RFizr6+3JuUhpsJclutsoZQtw/6ilpttAJ/0pA+FbOlYrNY4jffv+NZpWrt+MY9abzdchttmiRrlfFMruMppoJdlFlvw2i4rzVxQOI38h2raUrBSD6/2O1ANqzStdYsdseMxXoOP2qNb48iZJuDrcdsISuTIeU8+6QPNS3FrWo/FSia2NYptWaVrF41YHMjYy9y0RVXqNCdtrM8tjx0RXXG3HGQrzCFLabUR8ShJ+FbOlY2ptTaoj1y0qybWq543glwfgx9NkSk3TK2S4pUq8FhaVxrcEBOyI6nAlx1fPchoNhOy1ES4lISAkfCs0pSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlf//Z)

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)

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)

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)

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)

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)

El resultado proporciona el porcentaje de cada ácido graso en porcentaje de moles en todas las posiciones (1, 2 y 3) de los TG.

A continuación se calculan las sumas de los ácidos grasos saturados (AGS) P y S y de los ácidos grasos insaturados (AGI) Po, O, L y Ln (3):

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

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)

4.5.5.   Cálculo de la composición de ácidos grasos en la posición 2 y en las posiciones 1 y 3 de los TG

Los ácidos grasos se distribuyen en tres grupos del siguiente modo: uno para la posición 2 y dos idénticos para las posiciones 1 y 3, con coeficientes diferentes para los ácidos saturados (P y S) y los insaturados (Po, O, L y Ln).

4.5.5.1.   Ácidos grasos saturados en la posición 2 [P(2) y S(2)] (4):

![Formula](data:image/jpg;base64,/9j/4AAQSkZJRgABAQABLAEsAAD/4gogSUNDX1BST0ZJTEUAAQEAAAoQAAAAAAIQAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwQVBQTAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApkZXNjAAAA/AAAAHxjcHJ0AAABeAAAACh3dHB0AAABoAAAABRia3B0AAABtAAAABRyWFlaAAAByAAAABRnWFlaAAAB3AAAABRiWFlaAAAB8AAAABRyVFJDAAACBAAACAxnVFJDAAACBAAACAxiVFJDAAACBAAACAxkZXNjAAAAAAAAACJBcnRpZmV4IFNvZnR3YXJlIHNSR0IgSUNDIFByb2ZpbGUAAAAAAAAAAAAAACJBcnRpZmV4IFNvZnR3YXJlIHNSR0IgSUNDIFByb2ZpbGUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAdGV4dAAAAABDb3B5cmlnaHQgQXJ0aWZleCBTb2Z0d2FyZSAyMDExAFhZWiAAAAAAAADzUQABAAAAARbMWFlaIAAAAAAAAAAAAAAAAAAAAABYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9jdXJ2AAAAAAAABAAAAAAFAAoADwAUABkAHgAjACgALQAyADcAOwBAAEUASgBPAFQAWQBeAGMAaABtAHIAdwB8AIEAhgCLAJAAlQCaAJ8ApACpAK4AsgC3ALwAwQDGAMsA0ADVANsA4ADlAOsA8AD2APsBAQEHAQ0BEwEZAR8BJQErATIBOAE+AUUBTAFSAVkBYAFnAW4BdQF8AYMBiwGSAZoBoQGpAbEBuQHBAckB0QHZAeEB6QHyAfoCAwIMAhQCHQImAi8COAJBAksCVAJdAmcCcQJ6AoQCjgKYAqICrAK2AsECywLVAuAC6wL1AwADCwMWAyEDLQM4A0MDTwNaA2YDcgN+A4oDlgOiA64DugPHA9MD4APsA/kEBgQTBCAELQQ7BEgEVQRjBHEEfgSMBJoEqAS2BMQE0wThBPAE/gUNBRwFKwU6BUkFWAVnBXcFhgWWBaYFtQXFBdUF5QX2BgYGFgYnBjcGSAZZBmoGewaMBp0GrwbABtEG4wb1BwcHGQcrBz0HTwdhB3QHhgeZB6wHvwfSB+UH+AgLCB8IMghGCFoIbgiCCJYIqgi+CNII5wj7CRAJJQk6CU8JZAl5CY8JpAm6Cc8J5Qn7ChEKJwo9ClQKagqBCpgKrgrFCtwK8wsLCyILOQtRC2kLgAuYC7ALyAvhC/kMEgwqDEMMXAx1DI4MpwzADNkM8w0NDSYNQA1aDXQNjg2pDcMN3g34DhMOLg5JDmQOfw6bDrYO0g7uDwkPJQ9BD14Peg+WD7MPzw/sEAkQJhBDEGEQfhCbELkQ1xD1ERMRMRFPEW0RjBGqEckR6BIHEiYSRRJkEoQSoxLDEuMTAxMjE0MTYxODE6QTxRPlFAYUJxRJFGoUixStFM4U8BUSFTQVVhV4FZsVvRXgFgMWJhZJFmwWjxayFtYW+hcdF0EXZReJF64X0hf3GBsYQBhlGIoYrxjVGPoZIBlFGWsZkRm3Gd0aBBoqGlEadxqeGsUa7BsUGzsbYxuKG7Ib2hwCHCocUhx7HKMczBz1HR4dRx1wHZkdwx3sHhYeQB5qHpQevh7pHxMfPh9pH5Qfvx/qIBUgQSBsIJggxCDwIRwhSCF1IaEhziH7IiciVSKCIq8i3SMKIzgjZiOUI8Ij8CQfJE0kfCSrJNolCSU4JWgllyXHJfcmJyZXJocmtyboJxgnSSd6J6sn3CgNKD8ocSiiKNQpBik4KWspnSnQKgIqNSpoKpsqzysCKzYraSudK9EsBSw5LG4soizXLQwtQS12Last4S4WLkwugi63Lu4vJC9aL5Evxy/+MDUwbDCkMNsxEjFKMYIxujHyMioyYzKbMtQzDTNGM38zuDPxNCs0ZTSeNNg1EzVNNYc1wjX9Njc2cjauNuk3JDdgN5w31zgUOFA4jDjIOQU5Qjl/Obw5+To2OnQ6sjrvOy07azuqO+g8JzxlPKQ84z0iPWE9oT3gPiA+YD6gPuA/IT9hP6I/4kAjQGRApkDnQSlBakGsQe5CMEJyQrVC90M6Q31DwEQDREdEikTORRJFVUWaRd5GIkZnRqtG8Ec1R3tHwEgFSEtIkUjXSR1JY0mpSfBKN0p9SsRLDEtTS5pL4kwqTHJMuk0CTUpNk03cTiVObk63TwBPSU+TT91QJ1BxULtRBlFQUZtR5lIxUnxSx1MTU19TqlP2VEJUj1TbVShVdVXCVg9WXFapVvdXRFeSV+BYL1h9WMtZGllpWbhaB1pWWqZa9VtFW5Vb5Vw1XIZc1l0nXXhdyV4aXmxevV8PX2Ffs2AFYFdgqmD8YU9homH1YklinGLwY0Njl2PrZEBklGTpZT1lkmXnZj1mkmboZz1nk2fpaD9olmjsaUNpmmnxakhqn2r3a09rp2v/bFdsr20IbWBtuW4SbmtuxG8eb3hv0XArcIZw4HE6cZVx8HJLcqZzAXNdc7h0FHRwdMx1KHWFdeF2Pnabdvh3VnezeBF4bnjMeSp5iXnnekZ6pXsEe2N7wnwhfIF84X1BfaF+AX5ifsJ/I3+Ef+WAR4CogQqBa4HNgjCCkoL0g1eDuoQdhICE44VHhauGDoZyhteHO4efiASIaYjOiTOJmYn+imSKyoswi5aL/IxjjMqNMY2Yjf+OZo7OjzaPnpAGkG6Q1pE/kaiSEZJ6kuOTTZO2lCCUipT0lV+VyZY0lp+XCpd1l+CYTJi4mSSZkJn8mmia1ZtCm6+cHJyJnPedZJ3SnkCerp8dn4uf+qBpoNihR6G2oiailqMGo3aj5qRWpMelOKWpphqmi6b9p26n4KhSqMSpN6mpqhyqj6sCq3Wr6axcrNCtRK24ri2uoa8Wr4uwALB1sOqxYLHWskuywrM4s660JbSctRO1irYBtnm28Ldot+C4WbjRuUq5wro7urW7LrunvCG8m70VvY++Cr6Evv+/er/1wHDA7MFnwePCX8Lbw1jD1MRRxM7FS8XIxkbGw8dBx7/IPci8yTrJuco4yrfLNsu2zDXMtc01zbXONs62zzfPuNA50LrRPNG+0j/SwdNE08bUSdTL1U7V0dZV1tjXXNfg2GTY6Nls2fHadtr724DcBdyK3RDdlt4c3qLfKd+v4DbgveFE4cziU+Lb42Pj6+Rz5PzlhOYN5pbnH+ep6DLovOlG6dDqW+rl63Dr++yG7RHtnO4o7rTvQO/M8Fjw5fFy8f/yjPMZ86f0NPTC9VD13vZt9vv3ivgZ+Kj5OPnH+lf65/t3/Af8mP0p/br+S/7c/23////bAEMAAwICAgICAwICAgMDAwMEBgQEBAQECAYGBQYJCAoKCQgJCQoMDwwKCw4LCQkNEQ0ODxAQERAKDBITEhATDxAQEP/AAAsIACMBogEBEQD/xAAdAAACAgMBAQEAAAAAAAAAAAAABgcIAQQFAwkC/8QAPBAAAQQBBAEDAgQEAwUJAAAAAQIDBAUGAAcREggTITEUIgkWQVEVIzKRFyRhGTNCUvFWV3KBkpbB09T/2gAIAQEAAD8A+n2U5Tj2EY5ZZdllvHq6aniuTJ0yQrq2wyhPKlqP+gHwPc/A99J23PkJtNunZKo8UyZabf6VmeirtIMitnPRHmw41JajykNuOsqSeQ4hJTyCCQQQOnE3i23sNzn9nK7KI83Lolaq2l10ZtbxiRg4G+XnEpLbSipQAbWoLI9wnj3056NGjSxmu6G2m2whHcTcPGcWFiXBD/jVtHhfUlHXuG/VWnv17p54547Dn5GmZKkqAUkggjkEfrrOjSFku/uxOGXcrGsv3pwSjt4PX6qvssjhxpLHZIWnu044FJ5SpKhyByCD8HW5h28u0O4kt2v2/wB1MPyeSwAp5mmvIs1xsEEgqS0tRHISr5/5T+2nHS9Jz/EoucwttV27a8lnV71sivaQpxxuE2tKFPudQQ0grWlCSsjurkJ56q46S76kbtUUS7eEmydR6iIZkID6kcE9g3z2I4B9+P0OuZNz/E63Nq7buxtRFvriE9ProzzS0iY0yQHvRWR0WtvsgrQD2SlaFEcEHTFo0aNYJ499RLi/lbsJmF3Ho6XP2O8+VLhVsyVEfiQLSRFWlEhqHLeQliUtClD2aWokckcgEhnzLeLbjAcpxjCMnyZmNkGYzRBpaxptx+VKc4JK/TbSpSGkhJKnVANp/VQ05/PvrOjRrkZVmGJYLTuZDm2UVGP1TK0NuTrWa1EjoUtXVCS44oJBJIAHPufYa96DIaDK6eLkOL3lfcVU1HqRp0CSiRHfTyR2Q4glKhyCOQfkHXQ0aUsz3c2o24lRoO4W5uJ4vJmtqdjM3N1GhLfQk8KUhLq0lQB9iR8a5lB5CbB5Xas0OLb34Bc2cgkMwq/JYUh9wj56tocKj/5DT/8AOhSkpSVKIAHuSdL+DZ/iW5NCMpwm3Ra065MiKzOaQoMyFsOqacU0ogBxvuhaQ4nlKupKSRwddqLPhTi8Ictl8xnSw8G3Ar03AAShXB+1QBHsff3GvbWjHvqWXZP00W3hPT4qez8VuQhTzQ9vdSAeyR9w+R+o1v651vkVBj4ZN7dwK4SCUtfVyW2fUI45Ce5HPHI+P31zsuz7FsFFSvKrFUFm6smKiLIUw4pn6t9XVltxxKSlrushCVLKUlakp55UAWHXnJlR4bXryn22W+yUd3FhI7KUEpHJ/UkgD9yQNLOMbo4NmFlkNTQXrb8rFrn8v2iHG1s+jP8ASQ76ILgAcPR1BBRyDzxzyDw1a0aq/o71Lq6W4gz0sL9N0xZCHQ2r/lV1J4P+h1v60Bf0ZtjQi4gmySj1DD+oR64Txz29Pntxx788a235DEVhyTJeQ000grWtaglKUgckkn2AA/U61ai8pb+MqZR20KxjoWWlOxJCHkBYAJSVIJHPBB4/1Gt7UG+bO3eV7qeMmaYZhNYLO5ebhTo8DsAZoiTWJS46efYqcQytCQfYlQB+dQPuVuRspuNlVjvtle2z2T4Jh2ALo0xLSgfaem5FYTmFxqmE0+ylxUkJaDa1IHCPqUAnj1AmRvDfbnbXYxqdiVzcYRW7w5qfzFkOO1Utht6C0R/JhsRgsufTx2z0Cvfsrusk9udTNvhu7A2N27stybbE8hv6+pbcfmM0kdp56Owhpbi31hxxADaQjgqBJBUPYjniGovn7gDGGYlunle2ueY1gGXLZhx8msoTAisTHE9ghxpDpf8AS4DnEgNltZbPXsCkl7xbyaq7XdCo2pzHbrK8ItcpgybLGVXqYqRbsxwC+hKGXnFsvISQv0nUpV19/nka0XvKhi7yjJaLafabL9xIGETVV2R29IuE3GjS0JCnYrAkPtrmPtp/rbZB4UUp55UNQN+ILuHt/vl+HlY7rYU4zZ1c+XUvwJEiMEvxnP4g208ghQ7NOJIcbWAf0UOSD72W3Q3/AMe2sssXwOFQW2WZvliFGnxun9ESXWW0cuyXXHloaYYQAeXHFDk+wB4PCpC8z8Ecp7RizxPI6/NarKIuFO4c4Izlg5cykKcjModQ6Y5bcbQ44HlOJR1aXyeRwW/bfe6zzLPrTbLLNrb7C8gqqaLeLYspsGUh6LIfeZbU2uI84D9zC+eeONVO/EwGK0O+XizlV6mpgRmM7DtnYy0NtoRFakV6lKecUP8AdpT2J7HgDk64/nXk20W5kbApHiDe4rkW+SMriuU0zCXo79kxGS2tLyn3o/KUMAqYB9c9OOf+EL19Fw4tmGHJAJUhvsvj/Qe//wA6rZ4TInZptZkvkBJCjkG7l9ZXzb0joXGK9Dq49ZF7Dn+W0w0nhJ+C4vkEkk103Q2LdwDwHyrO/JHFcbqN4qZ+RbRctgTyu3fs1yR9M8qcn+Z6q1OKQWkLLQSE9QgDhEwbn1G5+SeAdFuflzqYW6m3+Owc+j2D7YQ9GsIDYkO9gngAux0utOI+FeopJH7WqwnJoeaYdRZhXpcTFva2LZsBxHRYbfaS4kKTyeDwse3J4/c6Q91vKjx92Qvo+L7qbp02O20qKma1DklxTpYUpSUucIQrgFSFAc8c9T+2kr/aHeGP/f8AY7/6JP8A9Wpd2v3b263oxn847YZXDyGm+pcifVxQsI9ZASVo+9IPICk/p+uu1lNXIvMataaK8lp6dBkRm3Fc8IU42pIJ49+ASD7aodgblLYbVbHePOdYAqBZ7SWy7TcKDbVKlVVXBrIc5C5b77jX07qZCn2Hmygr7F0nnlKlBk8W8U2GotwXPJK+q8N23Obn+B7YY/KcZgSl1BX7TPTdUFuSpq+FAdeUNBtCT/MUDcbNcoXhuLT8nbxy4vjAQlf8Pp2UPTHwVBJ9NC1oSrgEqPKh7JPHJ9jWfG/xE8Gybaf/ABzh7PbjowODKVFubpcKKGq/l0tIWEF8LkJ7en3UylaW/UAUeUqAe2PLrExk+Iw7bCcnqcU3AnoqcVy6aiMivtZbiCthKG/V+pbbeQOWnHGkhfI+OQddncHyMrsY3FY2ewbCLzPs4MA202pp3YzCayFyAl6VIlONtNd1EBCOxWr54A4JXr7d/C989j93aUUE6vt8VqrSryHHr6I2JMCSITjiO6Qpbbja08LbdQpSFgcg6jHxc3xxDY7wW2ZnX8aws7bIIiamgoqplLs+3nOSXerLCFFKR88qWtSUJHuT7gGVazy/wqA/m9PurjN1t/e4BRoyW1rbJcaYpyrXyEyY64brqXh2AQUjhQWpII9wdb2P+Rl7OznD8RyvYvMMVi57JkMUVnYzK11pz0oT8wh5uPJcdZWWmDwhSSeSQSOp1E34sNdXyfC/LZ0iBGdkxJ1SY7y2UqcZJnNJJQojlJKVKHsR7KI+CdRxvjuH4fZp4Tpx1eUbc5FnMfCokPH4Nc7HmXLNyqM0llMdDHL6HPXSjt14HCT3+0Eatp4pxt0IfjvgUXeZVgcybp2ha/xBYXKC+yugeI+XA36YVz93PPb7udJnnFcW0jbLH9paOTLiS92cuqsKclxlhLjEJ9wuzSCSB90Vh9HHPJ7kAg8HUsZbtbj2V4PFwBmfdY9SxQwy03jlm7VuJjNp6JjhxgpUlroQkpSR7AcEcDVa/wAMquiVOB7xVkFDiY8XeLImG/UeW8vohEZKezjhUtauAOVKUVH5JJ99WT3pr89tdpMxrNrZhiZfKo5rNG+HUtFucplQZUFq+1JC+OCfYHg6oF5V7Tt7JeKe1+ZVeGUGGb/1tzVV1bMxh9Spk+xdUQ80t7/eTfUSgLWHi4OxUOygfv8ApDQm2VRwDeBCbIxWvqwjjqH+g9Tjj247dvj21UDe7bvbnazI95t+fKzI8XzTF8kqo7GK01xUpdk1iWGHELiRVKSr0y448gBTRSStfdXCvfXZ8PdlMjvPBOt2o3uLklOUVk9sRpMj6tyFXylKMVsLJPCm0KQtICuUHqB1KeBIvhdnGT5147YzIzeYJmSUapeN28oEqEiVXyXIinQo+6+waSoq9uyio8DnjXV8p8JXuHsvc4oztIjcaRMWwY9Kq8TTj1UuApkfVkgtekR3+3lR44A9zqlfibslvHB3xubHPWYe68LDNwnIU96ZfSIzlDbGEy4q4Q259lkoNutsBbv85PpgoABPWwv4ieZZBU7PY7tpir0hiy3Uy+qwzsw56SzHkOdn2w72AaK0I9PseftWr4+Qt7/4zivjbur48XWyWKVGHu3+cx8KtmaiIiIxY1UtAStuS20Eh5SChC21r5UhQJB+482b3ozz/C3aPMtxgj1FYzRTrVKS33ClssqWkFII5HYDkcj2599UjqtpaCq/Dflb5W2PRWd05OMvZ/8AnBsN/wAa/ia3TMYkiageqn7fSHphXXpy2RxyNaW6e/Q3rz7x82b3ATZW9PeYPB3BynGqGKp5/KLByKHY9b6PKUlkKQ5IUlxfplAPcjqDqdvE2p2jTvBu5kG3L9pi9nLXUxbrbmfRs1BxtTMchl1LDJLaxISouB1JUFc/1foLT6wpQSkqV8DVX8JZX5Ub2x945YTJ2p2zmPx8JbVwti8vUFbMq3+SFNRyHGY54/r9RwEEDUJbMNx2tnQMsfqHt6U78lLrrISJrlyLVIcLgADwYNf9QV9QP8oV+wTzqzHm9cQq3xb3Dq325j0vIqCfS1jEOBIluSJr0Zz0mwllCynt1I7KASDxyRyNVdzXcvEZvhtsRt05CyGXb1MzChcQPyrZufTM1zsczvWBj8dWwhQI9+3HCQoHTLvPuxhmQeanjxuHTm+k49jMG+NtPRjNp6cT66GExQv/AC3PK1KA4APU/wBXXWx4p7m4d4hYVl2yW/0+RjOS02U2s+AHoTy0ZFEkONrYdrlJQRJWvuE+ilRdSfZSR+kGbiYLnOHfh1ZVimX4pc12Y7tZy/l9TiUWmluu1sb6+KtcZSW0KSx1bR6vVfT2XwAVBQ1Le8dZjkvyiwvyZyXI82p9p8lwFzF/zPj0ixqHauexKW8kzi2hMhmM4kKHK0pR2SFKICedKe49P4qWv18p/EM8zXCs1yymobbcWTe2dlLcmMwbJaJNZ2ClvCGGWkrkIC2y2+4lPfoQZX8O617F9/8AJsW2x3jut2dpPym3MayG0ebsF1dsZx61qLFIHrAtKeeLY+1BVyQkq5Wm/iFZTV3XkH4/Q6uBd2A26zZm0ydcbH58hmBEU7AdDiloYUhwemhZIbKz9pBHPtq+WLWmP5JRwcnxxsGDZx0SI7ioi461tLHI7NuJStP/AIVJBH6jXSloU5FdbQOVLQpIH+pHA1W/8POwYa8QsLqXvslYwmwpLJsKSstSos19DqfsJ9ufcfqUkHj3Gq25l5U4Bu7uynI96tmt5LnD8IuVSMMxutwpx2vmOtpUhNtPL5bW66rsotMdUoZR/V6ilq4shvDnOQWP4fGZZrudFjV1zfbaT3JUeJGdbQzImwloZa9NfK0Hl5pKgonqrtz7DUx7JVNlQbN4JRXERUWfXYzVxJTCiCpp5uI0laCQSOQoEex49tKe71R5Q2GSR3Nl7naqDSJiJDwyiony5apPZXYpUw6hAb69OBwTz25PxpG/LHn/AP8Aa7x7/wDbFt/+nU07VRN0YWJtx935eKSshS+6VvY1EfjQ1tEjp/LfUpYXxyD9xB4BH7acdVk3o+s8lN1mfGqjW6cExpUe33MntLARJVyHIdCk889neA8+An7Wg2nsC4RqKLiHgMLfryvjeQaaZFSzgFGnHUPtx0SGcb+nkhxEAPAAcSwgfb9v1HoDnt11aONk8vD/AB6rcj3TflMz4uNw03K0xJMp0S3GG218tIQt5SvVXwftKgeSfgnVB9uc0rse/CssdmLSryhvNn6y5qm6ZOM2Sn/qJE595pHsx16lpYWVduoB9zzyNP3lRudg+X03jeMMYu5UXFNwqK7skRsUtEJg1sQKaedKPph1ShSeOgHYjjqkjThiOVUXj/5f7r7n7pzF02Eb0VNBa4zk8qO63XIVFj+k5FkuqR/lXj6qVAO9ARwP6iBpWoZsi3ybyd8pZFXbVOCZpj7OJ4sE0sz1b9xERTSZ6Y6Gy4pCnFBCHCjghwnlIB5iDF8QmT9pfFncKziZzDoNo3LWgzo0cWxr7ilVYD+VJR0bS8plBKfUUwF/aop/U8SrmEvxzTX7h7l7fVeVb1M023k2Fc5Be5XZ2NUIzrzCkVCHVn+a64Fuu8NK5ZLYJ6rUONPZ7E8KwHfPa1XilvXmGXUU+xdayjBb1arD8tQDEkH6lYdQldYtsqQyEr6uKKinssd0mS/xTbqNZ+MV5tdVw7Wwyi/cr5VfXwKmXKLzbE5lTp7tNKbR1SFHhakkge3Op28aMixXL9mcVlULDveoq4VVM+pqn4TrUtmKyHUdX20LPBI+4ApPvwTweJX1WjzVlIpZOxuXTRxWUW7dK7Pd7oT6Lb7MmMhZ7EDqHH0cnn2HJ/TU8ZrmuO7eYxJyzK5UiPWQS0l5xiE/LWCtaUJ4aYQtxX3KHwk8fJ4AJ1Tz8ObP6Cub3Hwu1i31bc5buXkGSVEWwx+fG9eudbaW28XHGQ2jkNr+1SwrlPHHPHM4Y/5Z4fa57udgF1huYUEvbKO5YSHZtS4tNrBbJSqTCQ0FLeSVDhIA5WFJI55IFMkeVdVmmYSN8txtjd2bPceoiT4231I9hbj2P4wtwcMOLV3S6/IWpDSnpHUcA9W0J6JUbrZb5Hxdtd09u9nc4wy/XPzqMhr8wV8Irpo9geUiMp0nsFKWhXA45CVNk+xJTFVT5XSKHPd4Nv8AzJcwDD8Zp5Cm8ZiyW3w7fVKkuFTgQ72bmpU16YKWh29QrQUfGvD8LXD9xsM8ZX4u4NVa1jE7JZ1hj8OxKkLZqVoZ6dWlfcwhTqX1hBA57FfHCwS5/h+yE2fjszkcVDogX+T5Hb17jiOheiP2shbTnU+6eyffg8Easlr8pbQgqKEJSVnlRA45P7nVU/xGtuMtzDZzH80waBbzrjbbLa3LEMVIKpZYYUpLy2UAcrWhK+4AIP2k+/HBU98c2xTye3k8dcb2Sv4eUpocvZzy7nQFl5iproqOyUyikfyXXldm20K4V3QoEakfcXdGn3yybdnwwew7KKW6k4hNFfazo3oV9s25HbQ4qM9wrkNrlMJJ6n5V7Dj3rlE3arIn4ccvx6u37B/d2PRu4D+Sn0n+Nmcp1TTSER/da2UMFLgWkFHpNng+2mOft2jxe8h9gN2NwzEh43C20b27yLIQViHXWUaKAy7IcVyltp3j0m1e33fJ06ePnp7necu62/mCxG5e3/5WrsXjZCwP8pc2CFMuOrjLCQHkthBbWvk8KSkAkEcXJ1+VoQ6hTbiEqSoEKSocgg/odatTUVVBWRqWjrIldXwmksxosVlLTLLaRwlCEJASlIHwAONclvbrAWcyc3EawmiRlLrAiruk1zInKZHPCC/17lPufbnTCRz/ANdY6j9z/c6Oo/c/3OslIPyNBAP7/wB9HUEcHWOqf2+NZCQPgcaCkH39/wC+jQffUNYTtdlW1W9uSWWHRoj+3u4br19bRC8G3qnIOEh2Q0kj+Y1LSlJWkHlDrZX7hw8TJ1H7n+51De8e12Xby5/iWK3CIbG1tE8zkV42X+799YMOlUOAWx/RHacbRIdUrkOH00ADhR1MoAA4Gs6NGjWjW0dLTLmOU9RCgrsZKpsxUaOhoyZCgAp1zqB3WQlIKjySEj39tczINu8Byy2rL7KcJobeypnPVrpk6uZffhr9/uaWtJUg+/6EaYOBxxrHUfuf7nR1H7n+51kpB+Rzo4GjqOOPf++jqke3A0BIB540EA/v/fQBx/11nShu3tfjO823N7tll7Li6u9jeg4ppXVxlxKgtp5s/wDC424hDiT+ikDWts4jc+PgcKq3gRBdyasW5Bk2EF0KZtENHq3NCQAWi6nhamj/AEKKhyRwdO/Xj4J/vpJx3bVVXuXk+6F1em1sbuPFrK5sxQ0mqrGAV/TIPYlalvuOuuOfb25aTxw0nTr1H7n+50lZltqrN82w/Iba9P8ABcRkvWiKURQUy7P0/TjSXHSr+lhK3lJb6+7i218gtpGnUoSflI9tRl5AYxuPnuGJ2429lM1TWVPfwy9vFSAh6qqloP1LkdHBLkhaOWW+COinPUJ+zgvGI4rRYNi9ThuMQEQaikhM18GMj+lphpAQhI/fhKR7/r866+jWPnWEoQkkpSASeTwPk6SYe2rx3cn7rXmQrsVIqEUtDX/T+m3UMLWHJigrufUckONsFSuE8IjtJAPBJdvTR2C+o7Acc/rxrJAPsdAAHsNZ0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRo0aNGjRr/2Q==)

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)

4.5.5.2.   Ácidos grasos insaturados en la posición 2 [Po(2), O(2), L(2) y Ln(2)] (5):

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)

4.5.5.3.   Ácidos grasos en las posiciones 1 y 3 [P(1,3), S(1,3), Po(1,3), O(1,3), L(1,3) y Ln(1,3)] (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.   Cálculo de triglicéridos

4.5.6.1.   TG con un solo ácido graso (AAA, aquí, LLL, PoPoPo) (7)

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)

4.5.6.2.   TG con dos ácidos grasos (AAB, aquí PoPoL, PoLL) (8)

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wHVLAdT4UqdhGSR7j6BJdhzo3FbMuDIbWULZkR3Al1hYUk+y4hJ9xHgg114Nq3p1qVdcjs2CZRHvUjEpqbbd1xUOKYjylI59kPce04tI/mDalcD4VsfFS+lKVG52pOndsymPg1yz3HImRywgx7O/dWG5rwXvw4MKWHFcuJ22T52O3uqR1zXFV3K6j+nmE66xM1407YcYcU06h3KYKVIWk7KSoF3wQQQQfO4qUYlneEZ9BVdMGzGx5FCQvtqk2m4szGkq/ylbSlAH+m9Z2sBZc8xLIsjvuKWO8tTbnjKmG7s0ylSkxHXkFaGlr24dzgAotg8kpUgqAC075oSY5kGIH2++EBwt8hzCCSArb37bgjf8ApXbXjm3e1W1bTVwuUWMt8kNJeeSguEbb8Qojf3j3fqKxeSZ7ieIXOxWnJbui3v5LN+7bWp5tYakS+JUljuAcEuKSFFCFEFfBXHfiaz/v818uvNMJCnnUIClJQCpQG6idgPP5k+AKjOF6nYNqGm7rw+/tTxYb7Mxq4fhONdq5RTs/HHcSnmU/qndJG5BIFSgkAbk7V54Fzt11ZMm2To8toKKS4w6lxPL9N0kjfyP3r00pSlKUpSlKUpSlKUpSlaxdQCxpz1MaV68ZXbFrwi12W+Y7cbuhlb4sUyWGlx5DiEIUtKHe0qP3EjwXQFEAgHXbINP8P1Nx5jBrXpbamNQ9astyPJ4d2utpLcrH8RkTVFd3mNnh7fYCRHaeP87iB42Umt6NEI2kFk08tuFaJXuxXDGsVbFmbFpuDMxDDjSRyQ642o7veeS+XtFSyo+TUF196v8ACunfLMbxPMcFzmevKZTcS3zLTaBKjuuqCvwkbL5uOghA7aEFR7idt/O3QjrCxtGaXPSu46YZ5A1BjMsyrbi70OMuVd4rpPCQw62+qOltIBLinXUBrYhXtDjUhwfqg0zyzDMyzG9vS8QGnMx+35dBvobRIs8hlAUsL7K3EOIIPsLbUpK/cnc+KjMLrFsTNpsOaZnpNnmI4PlMuNEtOUXaNEMRZkq4x3JDTMhciI04Snit5tKfbRuRyFVxqNa7ZE+080luES2xWZU3A72qS+2wlLjxT3kpK1AbqIG4G++wqzst6v8AF7Ne8wt2H6eZfnMDTnn/ABjdrEiIIdoW2krdZ5SH2lSXm20rUtpgLUjjsfaIFe71qMeyWRa7do3g+SakzrlYIWULZsxiRUQ7bL5CM487OeZbC1lCwGklSxwWVAcanukWptt1gwOJntqst0tDEqXcISoN0Q2iUw7DmPRHUuJbWtIPcYX4Cj42/Oqh607bd9UcZsHTDjdwVb7jqpJkNy5oBPologNiTLdOyT/M56LH3I23kj3nYGOfZmarXTULpngYnlG6Mj03nPYhcWVpAWkRtuxy2J3IaKUE+8qaUf6m+9cNREaS6P5lqWqOZCsZsky5tsj/AO4400pSEn9AV8QT+Q399RXpY02fwHp4xWw3Z14ZBd7aLzkU0OAyZF3nJ78t5boJ5rDjhSF7nwhAGyQANesa09haa/aYY7YYeSZPfTI0kmzpE3Ib0/cpLjy7ktJIU6dm08UIAQ2lCBx323JJ3mPurR3XrTXTfTBWuur3VnfcOzm3ZfDSnBbbc7en7wtrbUZ1HoURa0rU0pTjrKQtjb2k91WylbCyuknSXLLh0S41pX1Aodu0u82WTHnx575kLRBkOOKjsqUTuFNsLaA2O6ClIBBSNs90S5fkmR6EQ8ezW5ruOSYFdrnhF1mK3PpD1slLjoc5kkulTKWSpZ/mUVf6mU9TmGs5/ojkuJPaTvak+ntMpRjbV5RalS1peQpChKWpIa7akhzlvv7GwCidjop05aJ61x+oy+p1Dt6dUouGZtZnLtFeyh5hdinuQIzse6KW4EC7+iMpbZHe2WC1zaRu4ojbTrbxq+XXBsFzC1WR68QdPNQbJmF8gMNKedftcUupfKGkpUXS2HUulASSQ0rYFQFUXqbkOlWb3zUzWUaVQM/OVfw3g2mzdwgOMuZBfGkylv8AYWQh5MRCpDXecKkpIhu+TwQTsD0j6caU6G4Y9o7imXYxdc0hLN0zFq2ymPSfvB87rccjoUVsNAkIbSoABCUj3k7yDqT6kMb6YsGVqDl+H5VebQ2eL71khtvIiqK222++txxAbC1upSknfc7jx+cQl9b2n9lueMxstwDP8eg50ytzEp0+zo2vbqRuI7TDbipDbzhU0Gm3W0KcLqOI2JImOnPUVYs41Au2lN+xDIcKy+2Wxq+otF+Ebuy7W4soTKaVHedQUhY4rQVBaFeFCognrQxm52O96hYdpbnWUacY65Jan5nao8RcFYjkh92MyuQmTKZQRsp1ppSPCyCQhRqqevC44hmkLpg1Gxk2+5R7vq5jDtuuzTKSt2C+FupCHCOYQrZCinx5A3G48bCahdRFmxDUGHpDieH37O85kwV3V+y2JUVCoEEK4iRKflOtMspUohKAV8lEjYeQTGrV1nac5PYMdfw3HMkveVZPdLnZYeIstR2rm3OtyQqe0+p11MdkMpUgqUp3Yhxvjy5CpzpNrInU66ZTj03Bb9id6w+XFhXO33dyItxLj8ZMhBQqM86hSeC0+Qr37/pXj6mc8u2AaPXiVi6UuZNfFx8cx5oqA5XS4Opix1eQQUtqd7qhsfZaV4PurWD7OSTdtGNSNYei3Jboua7gt1TfLG88nZ2RbpIRycP9DzjObbeC+ryQRtvid9vFa09Ejg1CxvMepK4ocfuGqGTz5EGRISkOsWOG8qJAiDYnihAZdXxIB5vLJBPtGpb90+OytCtc826ucHxtWSsz7zerFlyp4eubcVlKlW9bchPmGlstsobZaKElOwW3yUvlndIMW1M6h/s3LNC1NmyFZtKsLtysF2luFEpqRFdW5aZveB5hwpaYUXd+SgolXLkrlsf066kv6waF4JqZNSlM3IrDDnTUpb4IEpTYD4SCTsnuhfH+m1QrrD02vup2A2azYlplIyrIYt9jzLRPZyb7jONykpUEXUvglxQa5f4baFqVv4T+dax9AelepcHOYeaZ5ZWdQoNqvGU2mDlpva4ysbmNynm5ivuxWyHlTXCtXpKeT2y+K+KUjfYbq7tdwtmR6OavPWJy74zp5mf3jkbbTSnlwob8R2OLh2kpUVpjuLQ4rikrSPaGwClJoPUF3As7fz/NrRpHa8ryvWDM4dn0wN3tq2XJvodqjRZFxWdku/d7K0SHSVEIWEg7e2k1tT0u4Xo5pJpzH0X0py7H73IxPZF+Vb5bDklVwdJU6/JbbUotLcWFlKFfypSEJ9lAAx/UT1bYZ003THYOb4Vmk+Lkk2NAjXG0WtMmKl91Sx2irmFqdCW1L7SEKUoEcQSdqx6usnF4ObK0wyLS/UCz5rMgoudix6Rb47ku+RVnYLjlp9TaSnZwuJdW2WktOFfHaplpZ1BYlqU1l0SZbrhid8wCV6Jk9nvimEv2wlruodW4y440plbYKkuJWUkJV7tjUDR1r4s7ikvVdjSvPntLIrym/wCN2ocZUNxlLobVLTE7/ppjBW+73Y22SVbbDeq76umsfufUr0l5Va48CQ5cMtk9u4NNIK345jsrb2cA3Uj2uQ87ed6t3Leqyw2bLMjwzBdPMs1BlYNFErK37AIaY9n9kr7K3JT7QekcEqV2WeagBsdj4rtT1Y4NkFrw5/SuwX3P7rndmdyC0WmzpjtPfd7K0IfffclOtMsBDiw2UqXyLm6QCQdpho/q3H1bgZC7/CF7xmfi18dx65227mOX2pbcdh5Wyo7rjakcZKOKgo8h5HgitFtV7tpRpj9qpa73m8ay2iwvafdyUty2hbTslffSla0NtqKlkJSORG+yQN/Ar2Km4Tqh9oPpzk/SBbIrDOPwnZGpN0tsY22HLhvBSWkONOJR6S5xDg5pbV7S2/aBb3Rur1E6nL0Z0KzjU9ttTkrHbHKmRUBO4XJCOLIPv2SXVI3Ox2G52O21YXQXR3+BenKx6ayZ1xt13nWbu3u5xJXGeu6y0dyXK9I3Xu+XnFkObq9ydvAAqgunDD4WCfaCazYxBu98ujUPC7AfS73dX7jMeWvtrWpbzylKO6lE8Rsgb7JSkeK3dPkVoZ1B6Z6c6U2DXjUjqpv2I57JzjunAYk63JF0goEVbbMKI4oLWwoOqaSFM+AW+6faWUizNI9Cs4zLoEsejWsE19/LpmNuhqZJlF6RbpZccetzgd33DsYGNsQr2S1sCQPNndJ+qFw1l6dMD1HvDxeud1tKEXF3tdsOTWFqYkKCd/cXWXCCPBBBAG+wxnV1p7N1L0pbxy06Uys8uibvFlW5iNkosS7VKQF9u5el7hSeyTvxQFrPIbJPkjUboS0o1Whasz8iz63N6kQsXzvKLG7kX34uEcfvLSnvTLgbeSG5pll/gH/L6ArioJQhNbUdYeDax6hYfiWPaTWeDeIpy2C/lVqnXL0GPPsqEuKdZdcSQstlwMlSEblQGxStJUk0PlmLwNHPtE9KsU6crREx2NltlmS87sFnSli3KgNcktS3IqNmWV+wQHEgKKkgbbqPPfUb7Df3/nUd1D1Cw/SnC7tqFn17ZtFgsjHpE2Y6FKDaSoJSAlIKlKUpSUpSkFSlKAAJIrBafa7aZ6lXWZjmP31yNkEBKHJNiu0R23XNptbaXEOmJISh0tqQtJCwkp9433BA78c1r01y/Ui+6U4tkrV2yLGIjUy8NQ21uswQ6spQ26+kFpLxKVHtcuewJ22Bqc0pSolmOrelmnlyt1mzzUfGcdn3fcQIt1urEV2X7QT+EhxQK/aUkeN/JAqWe+uaVx7qwWH51iWfQptxw++R7pHt1xlWmU4zy2alx3C280dwPaSsEH8v0JrPVgGM7xKRm0rTlm+R15JCtrV3ftw5d1uG64ptDp8bcStCk+/fx7q6851H0/0xtTV91Hzew4vbX5CYrUu8XBqGyt4pUoNhbqgCopQo7b77JP6VDYnVd0wz5TMGF1EabPyJLiWWWm8ohFTi1HZKUjueSSQAP1q0I0mPMjtS4j7bzD6EuNONqCkLQobhSSPBBBBBFdtKUqJaq6lYxpDgF51Ey591Fus8fulpgBT8p1RCWo7KdxzedcUhtCdxyWtIrSjXbTHV+w9F+seteTMlnVbUWExNyVpr8RVmx9LqAqzsKAJDbMUuBw77KUXVEnYGr+03g6d2vqOETRti0sWlem9uVe2rGloW8NiTtZlJ7A4FZYM0JKiPwUt8N077VP10Zvjtr196ehJenK/hDLhfb2qPa5b6YUBaEpS8tbTSk7EoUNgSfHkbV2Oa1aXyPtAWsrduM1dqjaaKxRue5YZ/ZReFXgOGOhZY25do7lQ9nYkcveK12utjuGvOI9X+B6axp8y+Zzk0PKMbjO2yXHN2gw3kOullTjSUlRA4pQSCpRAA81eXU7rrgfUd0wp0T0ZZ/iXUDOk262N4v6E56fZFJdYW+/OZ4bxEMBP+IsBJOxSSnzXTlWU2LEuvrRmPdbzcbg3heEyMUvN0+6pq2/vJ1vi0lbgbUCXCtKt+SgOXtKqEaO4rp5otL1J0y6j9Z9QNN7y1ld0usNiHkku3W2/26SpBafhJbSUynVg8VNJKntwAUbggYeLgfTHc8itmF5LfM36b7xjWHW+Tj2QLyt6PLXDlPS3EQ7k+8OyhxJ7bqGCpDnFxTYIDWydwuiy+ZoOnlqZqVOXONsut6TEvS7V6C5eLa3LdUzcVMJSDyeSVOcuPJe4WeSlFaqtxe9YH1Y9TWWXaFnefY+3jdhiWfGHLMu42Nc6LzU/cZJdU0nm2p5cVsJJH/TBQBCt6rPRrLsL6TuuDU/GW8jym5YBmsFqVPvE+DcJ642RMOrDrUh/sbrUoqkq7ieST3GhuT/Lt71lWiffOlTVi22xkOyHcRuakoKgncJYUtXk+P5Uk1M9G8ktWYaSYXllkdUu33jH7fNjFYAX23I6FAKAJ2UN9iN/BBH5Vpjf9fNMHftC7Rqwm73QYnbNM5GOybqrH7iGE3Ez1uBgH0fdR4KB3A4+8b7jatosr6lMVw7XfEtCLzjGTplZnBMq231FvKrUX/wAUpiqe33DpQw4ojbwCjf8Am3FI2rqwiOyNa9O+tZvTrDLbYZb0Ky2mU44X75alIdPdDD+/piFoDXBTI3UpS0lCSBvk/svMX1OxHpNs9u1Qg3aC87cpUmzxbmpQdZti+2WQlCvaaQVd1SUEDwrcDZQqR9Brv3npvnOVxG3fuvJdT8uu1rfWgo9JiLuK0pcCT5HtNrTsQCCk+K2WrrbYYaccdbZQhbpCnFJSAVEDYEn8/FdN0uVvs9tlXa6zWIcKEyuRIkPuBDbLSElS1qUfCUgAkk+4CtVsFs2c673fJ+q8QvRnWLDcLVovBuDXsxYzzJP3wtJ5FLkxwNcSACI6QNiHKgHS9HxFrTLpbuWON2tOdzbhdRdXGCkSX2TEmG8emqQC6dnhFKufgSRFSsjcVMPtULnFf6S8gwWM1LlX/JJED7qgxYL8hyT6POjOvbdtCgni37XtFO4B23PisBr3rvpLftQunq4sXabcLfjuSKv90fGP3BxqLGFukNNPObx/Cu+UcRtyB9rYbb1E8uybHc/6+MhcsF1ktwsm0bk4FBubtpnIjC9yJh7ccudkbHisLKvCQB/Nv4rL6Fa+4Lo10fo0PzyA7E1SxOzz8fXgU2C4u4XacpUgMtxmEJPpbLxI/Ea5oCVHkRVUZ1i910W6b+kvSTO5FxcyjFc+s2ZXyK3bpchVrtapMp1ZcU22sDsdwNKSDyBT7KdtqsG/WDFcU6wtQNTNV9TMywPB9WrLY7pimU2e9SbRbnixGQy5FmvBOzTvtJWhLvAbKP8A7lAVD8hxrpNut0xyzXmPqBYMWzHJb/f7RqtIv8xNxNxjsW0O3Jtxxv8AAhOrdW0p9xIQVR23NwjipOwvQqjJLZkWqmMM6kStS8CtMy0JxbN5bLbj10Koq/SY6pqP+t9G2YbDm6tuXEEbcE4/WvUDT7XXqRwTQ5zLcrtFsxeVcblLuFqgzoZORIUmHDiMzA1slaUPTXCsHt7BPtEkFNRav2rHulfrc0s1Mx/K86yczor1nzg3Zc68PRrY8nixIL3ZOzaCpSyhKir8Eez5PL9EMZyWzZfj8DJ7BLMm3XNhEiM8Wltc21e48XEpUn/QgGtefs6HfQ+lTHsSlJCLnid0vdiujQWlYals3OQVpCkkgj8ROx/MHf3bE0F1CdUem+rGqdw031WwvU2bpZh9yZKbVYcVefRldwYVyU5Mec4FMJpY4oYbH4qgXFL4hCTtfpzqmvJOnO46q5TZUY7Zm4d6nQ4qIDkdyLZI7kgRO7HO5Q8IrTZWhO45bhPjYV4eha2z7V0h6TRbjFWw6rF4j4QvbcocBcQrx+RQtKh/Q1e1dbLDEdJQwyhtJUVEISEgkncnx+ZNY/J8ksOHY7csryi6R7baLRFdmzZj6+LbDDaSpa1H9AAa1CaxXVjUHTPVbq1dtc6159kuJXCDpzaJLf8A9Vj1jS0tbACE8imbK/x17EkFTSBtxIrjpwg6bQG+l13S5i0tXqXpzKVexaUtAOWv0RhUhcotAqLgupbA7mye6qXue54PV9oXltkg5toJbHHZqpeOak2XKrmI1tlSPRbU2txLklSmm1JCUqSdwDz/AD47ea+8k1s0rn9cuHZOq4zHbZacGudmM5dgnllm5S5sYstIWWNg4poObqHgJJBI32NYYc5F1d1O6y8Lw2TJE/Vu1RI+IvSrdLjMXFbNskNu8XXGkpSErUlJKiPJ8bipUx1B4JD6FmtDE22TK1Vi4YjBVaev291V5duiYxiKIiBHNTPJKne8AWwB5Vy8VDtR2U6MXDo409za5zpd10seRMyp5i2zJLdvYXHbCd3G21hSUqSpscSTsgHikeB26Y45gujWoOr+OdQOs2e6ZSLzmNwzCwyoGSSrVab5a5iQ42tgpTxekp4KSpvfunZKQg8TXgu+G9Li06VaaZfbc50bs7divV7xXL3MgkxLvb2l3QgJlvOILcZmU2Q+kPBJQpwN+ytZ5bJ9CDmYRsaz2yXnN3s8x225UpnGszfhJadv8P0RgKeLyf8Aq+C09oSCVc+3sFqSlITr7kureDxftNbbq+7cLmnD7dg7tilXZNkuBZbnJU+CydmORO5T5AKfI81ntecgR1LdUOg116ZrVep9ywu9Gfk+VNWmXbmIdo7jRXFdlvtNlwLQJIDQ5A9xSdt1mti+u2zXC+dH+rEK2Mh15vGZUtSSsJ2aY4vOHc/mG21nb3nbYeSKtLD8ysN803s+fQpK/uedZY92bdUjdQjqYS5uUo5eQn3gb+QQN60r0l1v05PXzqfn6rnc28ey3H7DZ7LcHbDcG2pstvtIW2gqY8bK8clbD899vNbP3/qRxrGuofHune74rkzNwye3LmW6+eg72p15KXVmL3t9+7247qz42GwHvNa/xuqxm6YxrXp51rMadYfIssiZbrTj7jjqpV3t6mnO26iM/uqWlf4fbcZHtkq9hBA3lf2clr1A056NbAdYI92t7kITp8Zi5FSn49r35sjtndaE8AopbI3CSNgAQKkn2d1unWvo000YuEVyO4/CmTW0r23Uw/PkPMr8fkptxCh+eyhvsfFbHV1sx2I/MMMob7iy4vgkDko+8nb3k/rVS9UmvQ6d9JZ+dQ8anZDenXEQLNa4kV570mY5uR3C0lRQ2hKVuKUdtwgpSeSkg6r9MmsmJT9XLc1hGHZxfNUtR7wh3N8xzTE129g21iI4txiEW1kRW0dlpLLKuQPgLUtQSR+go328++qE618HyvNdFkPYbjRySfjGRWbJ12ROxcuceDMQ89HQCCFLU2lWySDy24gEkA0dqrnulucZXm+tV20iGc2F7HbHguHW6/486y7kWRKmS5IjxGpLSXktp9IYDrnFI/DX/NwO1u9IGG6R6H2ORo7bs0wyZqfNccyHMIFolMJeTNcI7iURkK3ajsAoZbSAAEhKiApaibB6iNd7d066cTtS73hWR5BbbelSpX3OhhXow22Qt4uuo4oKylHJIWQVb8dtzVbOdc+J2eFheS5tpTn+M4nqAgNWK+TYDS0vSyhS0MLjNOKkNl0JHZUW/wAXkNgB7VTLBOpKJkmqn/o1mmnmQYLlE6zryKzxbu/DeFwtyXO2pQVGecDb6Vb82FHkkAkFQBNR5rq+byN3Ir3pbo3l+dYXiMiRDumSWt6E008/HSVSEQWH3kOzA34BUgAKVuEFXvNP9fOa4Vq10w6YanYbJYuVpvOd45Mt0ws7LDbi3QoeRyQoEFKk+CCkg+6titT+oa24LnVq0ixPD7tnGoF5hO3Zqw2t1hgxbe2viqXKfkLQ2w0VbpSSSVr9kD86ilq6z8PvlhaZteD5I7nLuUy8IOHKMZExF7jMF59pUgu+jBlLaSvv9zipP8oJ9mptpLrPdtQstyrA8o00u2GX/Eotsly4s6fElpdanek9pTTkZawQBFUDvsd9xt43Pu6g9RJ2lmj+R5jZoSpl5aYbhWaKkEmTdJTqI0JrYAk8pDzQ8DfbetQOgyJfOmrqV1U6N8nvjlzjOxomZWSa6gJMt1xlpExzx5HIqR7PuHYXt7wT+gK1BCCpR2AG5P6D9a/LxOa5XgHVrpV1oXSa83iuvl0uOLux1t7Jh2bm0xaieQB/FQ0xL5AHxyHuI3376k4kSf086ltTYrMhsYheV8HWwtPIQnSDsQfIIrSHo2146bMW6CrDhWsEB+8NxYV4XdbWcSnz2nmjPkuhJdTHUyfZKTy7myPeSkpO10fZaYhn2JdL7JzNaEW283qXdsYipntyvRbQ8hsttlTZUEEuh5XDkSnl54ndI2/JCQVKOwFa3yftF+i6JIdiva8WfuMrU2rhDmrTuDsdlJZII8e8Eg/lSP8AaMdF8uQ3Fj662pbry0toSIE7yonYD/A/U1shWPvNhsOQNxmb/ZYVyRClNToyZUZLwZktK5NPI5A8VoV5SoeQfdXqksRJsZ2FMjIfjvIU24043yQtBGxSpJGxBBIINYLCtPcA04gPWvT/AAqy43DkvKkPMWq3NxUOOEklSg2kAnyff7h4GwqQkpPk8/2NPY9/t/8AKgKR/n/uCa+UoYQtTqWtlr25KCPKtvdufzr63STv7f7GvlaGXSkuNcuKgpPJG+xH5j9DXDjMZ0KDrCVhe3IKb3B292/jzXZyT+iv9prgFI8jn+xpunff2/8AzXw+2xJZXHfaDjbiShaFo3SpJGxBH5giqg6e9N8w0Tbvek7jDUzT+1SDLwy4CQDIjQ33FrXbH2yORMdwq7bu5SppxtPhSDVw+x/3/wDKoRlem7mY6i4ll14vpVZcPMmdDsyYh2durjZZbmOO8vIaYcfShvh/M8VlW6UgTR1iK8Ul6Ohwp/l5N77f6bjxVfa9W3VPI8Adw7SF6PbrvkT6LXJvkh3iLHBcSr0iYhvwp54ISUNISQQ46hZPFCqkmnmDY1pfg9j09xCCqJZ8egs2+G2d1K7baQApatvaWrypSj5Uokn31IuY/RX+005j9Ff7TXku9rtN/tcuyXy2x7hb57K40qLJYDrT7SwUqQtCgQpJBIIPgg13xmY0OO1EiR0ssMoS22223xQhIGwSABsAAAABUcx/TLTfFMlu2Y4zgditV9vp5XK5Q7Y0zJlnxv3HEpClbkAnc+SATufNSYqSffy/sCK49j/v/wCVc7p339v/AM18lthTiXVNbrRvxUUeU/6H8q+iUn/P/YEV8uIZeQW3W+aD70qQSD/qDRTbCxstrkOJT5R+R94/08DxXLYaaSENN8EjwAlGwFc7p339v9jQlJ8nn+xpyTttsr9jVMYppjleluvF+vuDwYz+nuo6l3jIIfdDTtpyBDYSqa0kgdxqU222hxA9pLraV+UqVxub2P8Av/5VUHURp3m2s1us+klt42/CL5ILuaXQSiiS5bWVIV92x0J9vnKUQlbu/FDTboO6lpFW3DjxYEVmFDjpYYjtpaaabb4oQhI2CUgeAAAABXdzH6K/2mnMfor/AGmvBfbHYcotMiw5LZYd1tstITIhzYyX2HQFBQCkLBSoAgHyPeBXuBQE8Qk7fpxNRnEtM9N8Cm3K5YRgdhsEu8O9+4P222NRlyl/5nFISCrz58/mSfeSakxKT7+f9gabp9/t/wDmgKQd/b/Y188Ge53u3+Jtx5cPO2++2/6f0r6JSf8AP/YGvlxDLvHuN8+JCk8kb7Ee4j+tcLbYc3DjIVuOJ3RvuP0PjzX2jttpCEIKUpGwASQAP0rj2P8Av/5VyCke7n/cE11TYsO4w34E6MiRGktqZeadb5IcQoEKSoEbEEEgj9DVR9OenmcaM2q76R3bhcMLx+QFYTdfSechNrdKyLdIQfb7kVQKUu/yraW0AApChVwex/3/APKoRkOnMjKNUcZzq75Apyz4lHkvW6yJiqA+9XkqZ9OW7z9oojLeaQjgNu+6oqO4AmjjEV5aXHY6VqT/AClTe5H+m48VVHUVhOoGq2P27SfFlJt2M5TIVFzO8ekcH49mAHfix0fzKelJJZDnlLaC4o7niDaFmtVrx+0wrFZYLcK326O3FixmW+LbLLaQlCEgDwAkAAf0r2cx+iv9ppzH6K/2muCpJ9/L+wNAUg+Of996+66pMmPDjuy5bzbLLKC4444oJShIG5USfAAAJJrWDTO13rqQ1Jn9TU5rtYzj8eXaNJYstALbnMFD9/WglXl9Y7bO6UkMI5cd17mmOmd/HRofoZa5T8FesUfVS6/eqWlN/eaZ6Zc375XOCSH9jAOyyf8AND5+xsKvH7RSb3ek/NMRhWy73G85NEbgWuHbrTKnOPPpeacKT2G19scEKPJfFPjbffxVPay6qYrkGnnTVZIVkzKc5jGZYxf762MJvCkw4EKO/HkrdBi+Sl3wEAFRA5AFOxPoz7NrJlfXvgWYWm3ZUrHxgMzHXrorEbslhmdNWtUdtZMYbbpeQSo7JRuQspIO3Z0uau490p9Oaun3V+23O3ahYTIu0WJY1WqQ+vJi7KdfjqtvBBTLQ730I2QolHkucE+ap3OdOM00r6G9LNKsqx3IXsxn53FzWVZrdYp0wWqEZTrrjSlMtrQgtpcQSglKuS1BKVbEm0tSMfxm1dXEnqB1EvWe2HS7UjDoDFuyewzrtZU2+aypCfR7l6PwfjoWjZaVPpQ2CdjspJIh2dWDpevD8Ri5abZtLwDOss5HUaZebxMuz8qLbCtN2iF4KcbjMqUGVyFpU2tKSvYobSoXX0SWqfjWo+oVhwXU+/akaSIgW12xZDeB6QpmaXH+/AZnFKTKQ0gpJ47pQV8fZVzCvV1G5xiOqmt2nehVzjZ1Hx+1X165326Wux3iMhNyaaLVtjNT2Gh2/wAd/vl5CuCewgFYClbVF1QYHbenXqV0W1k06Op2WX6zTjHyRmWq9ZI6Mff7ja1tyHUuoRw3lfghwKKnUK47Ek3x1TdQ9lVoFNgYDFy6bds+t7lttbsXD7q4uHHee9GkzHW+wFNdlBdWEOAKWUo4pUlW9U11e9MelD3SKbjhF+1UmLZjQ5WE2yXdMgurKZLbZVHaFucC/RyphLraVONthsrAUU+42bL6krVqD0Z3qRk9mzCHmNwxB2w3K2O4fdu+L1Jtz6Q2hKY55oW404Q4N0JCkc1JKgDBehbW/CNGekfENOdTLRnEHIrOi5mXaRg17fWA5OkOoQCiKW1FaHEkDlt7Wx287Sj7NjTXUnCsX1GyjLcTn4hjebZZIvmKY3OBZdt0FanD5i7ARwoKbSE7JJDYPEDiTuSd9jx23/LetcnsZ693HnHGtT9E2kKUSlAxK5K4jfwNzK3O3619wsa68mpjDs3U3RV+Oh1KnWk4ncUFxAI5JCvSvBI3G/5VsVVO6m9KOkurWVO5jl/8WfeLrLbCvu/LLlAZ4IGydmWHkoB295A3P51FPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NPUF6ffj75/vX1NfD/QZ07xWVyJDudtNNJK1rXqBeQlKQNySTJ2AA/M157V0N9NN9t0e8WS5ZpcIEtsOx5UXUW8PNPIPuUhaZRSoH9QdqxNn6Sej/Ib7Nxew5vfrlebdy9Mt8PVK5vSY2x2PcaRLK0bHwdwPNSH1Ben34++f719TUfsXSP0gZRd52P43m1/u10tZKZ0KDqlc334pCuJDraJZUjZQI9oDyNq7Ms6P+kfA4bNwzjMMix6LIc7LT911PukRtxzYnglTstIKtgTsPOwrMMdBvTrJjtyo7+dOsuoDjbiNQbypK0kbggiTsQR+dYPHOkfpAzCfPteJ5rf71NtauE6PbtUbnJdiq3KdnUNyyUHdKh7QHkEflUg9QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU09QXp9+Pvn+9fU13wehHQO3zY8+N/HfdjOoeb555eVJ5JII3BkbEbj3GthgNq6pcSJcIr0GfFakxpDamnmXkBaHEKGykqSfBBBIIPgg1xChQ7bDYt1uiMxYsVpLLDDLYQ202kAJQlI8JSAAAB4AFYqDguFWvJJuY23ELJEv1ybS1NujFvZblyUJ/lS48lIWsDfwCTWbI3//ALXHEfqf3Nc8R/X9zTYU4g//AKNNh/8ADTYf/DTanEb7+f3oQD+v704j+v702G23n96cR7vP7muOI/U/ua5AA91c0pSlKUpSlKUpSlKUpSlKUpSlKUpVD9ZOlOH5/odm1/yhq6SXcbxK9zIMZq8S48MvphOqQ49GacS0+pKkgp7qVcTvt7zVCydUbro79knZ82sEh6Lc0YJb7fDkMJBWw9LcRGS6ncjYp7xUD7wQDsdtq83VJp3aOm7oaxHMcExy147m+nDmNyoNzt7aUvNTVONNSubyNlPodDz6XErJS4FkkHxtdfX7qbe9MekfNL/jsl6Nd7nGj2WJIaA3ZXNdQypYO447IW5soblJKTsdqqLq2wOy9NHS7p1lunONWvGst08vWOswZ9uaSh1K1DsSm3HUcVyG3UqcDiVkhzfkrc7ESTSmPb9ceuHXLJswx+Dd7XptAteG2Bu5MNuiEpYU/LUhpXJO7jiSe7sFcQlPgbitdtQNVMx090U6ndE8FmOQ4DepkfDMTjIOzdqj3Va1SY7air8JgpQ8EJSNkKdOwAPs3v1e4jjnTxgeimXaS47bcXveNZ3YrBGk29hLalQH21tSYrqk7KeadS2gLCyeRSFb8vNbspO4/uR/5r6pSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpVL9XGYx8f0MzLG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)

4.5.6.3.   TG con tres ácidos grasos diferentes (ABC; en este caso, OLLn, PLLn, PoOLn, PPoLn) (9)

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

4.5.6.4.   Triglicéridos con ECN 42

Los triglicéridos con ECN 42 se calculan de acuerdo con las ecuaciones 7, 8 y 9 y se indican por orden de elución prevista en HPLC (normalmente solo tres picos).

|  |
| --- |
| LLL |

|  |
| --- |
| PoLL y el isómero de posición LPoL |

|  |
| --- |
| OLLn y los isómeros de posición OLnL y LnOL |

|  |
| --- |
| PoPoL y el isómero de posición PoLPo |

|  |
| --- |
| PoOLn y los isómeros de posición OPoLn y OLnPo |

|  |
| --- |
| PLLn y los isómeros de posición LLnP y LnPL |

|  |
| --- |
| PoPoPo |

|  |
| --- |
| SLnLn y el isómero de posición LnSLn |

|  |
| --- |
| PPoLn y los isómeros de posición PLnPo y PoPLn |

Los triglicéridos con ECN 42 se obtienen mediante la suma de los nueve triglicéridos, incluidos sus isómeros de posición. Los resultados deben expresarse como mínimo con dos decimales.

5.   EVALUACIÓN DE LOS RESULTADOS

Se comparan el contenido teórico calculado y el determinado por HPLC. Si la diferencia en valor absoluto entre los datos de HPLC y los datos teóricos es superior a los valores indicados para la categoría adecuada de aceite en la norma, se concluye que la muestra contiene aceite de semillas.

Los resultados se expresan con dos decimales.

6.   EJEMPLO (LOS NÚMEROS SE REFIEREN A LAS SECCIONES DEL TEXTO DEL MÉTODO)

— 4.5.1.   Cálculo del porcentaje de moles de ácidos grasos a partir de datos de GLC (porcentaje de superficie normalizada)

Los datos siguientes de la composición de ácidos grasos se obtienen mediante GLC:

|  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- |
| FA | P | S | Po | O | L | Ln |
| PM | 256,4 | 284,5 | 254,4 | 282,5 | 280,4 | 278,4 |
| Porcentaje de superficie | 10,0 | 3,0 | 1,0 | 75,0 | 10,0 | 1,0 |

— 4.5.3   Conversión en moles de los porcentajes de superficie respecto a todos los ácidos grasos [véase la fórmula (1)]

|  |  |  |
| --- | --- | --- |
| moles P | = | Formula |
| moles S | = | Formula |
| moles Po | = | Formula |
| moles O | = | Formula |
| moles L | = | Formula |
| moles Ln | = | Formula |
| total | = | 0,35821 moles TG |

— 4.5.4   Normalización de los moles de ácidos grasos al 100 % [véase la fórmula (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 % |

Suma de los ácidos grasos saturados e insaturados en las posiciones 1, 2 y 3 de los TG [véase la fórmula (3)]:

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

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)

— 4.5.5.   Cálculo de la composición de ácidos grasos en la posición 2 y en las posiciones 1 y 3 de los TG

— 4.5.5.1.   Ácidos grasos saturados en la posición 2 [P(2) y S(2)] [véase la fórmula (4)]

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)

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)

— 4.5.5.2   Ácidos grasos insaturados en la posición 2 [Po(1,3), O(1,3), L(1,3) y Ln(1,3)] [véase la fórmula (5)]

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

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)

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)

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cCfkUSPIYWQCErbWsKSdEHRH61OMeyOwZbZYeSYte4N3tNwbD0SdBkJfYfbP0UhxBKVD2PuDWRpUfz3PcS4yxS4ZtnF5ZtdntrYW/IcClHZIShCEJBU44tRSlDaQVLUoJSCSBXtuWS2KyWlF7v90i2iGoI27cHkRkoUr6JUVkAK/TRO9113rKbRY8YlZg+49KtkSIZynIDC5alsBPYrbQ0FKc+X3AQCSPpuuzGsksWY49bcrxi5sXG0XiI1Ogy2Fdm32HEhSFpP2KSDWTpSlcVoJy7zfx0rz74szlFxuirBhliyC1Xu4psNwVHiS3UuoQ0VBg9iVDW07HuPf3FbLZ95Q4fx9yRxxx9c8ayeSxyX1Rbb9GtylW2O84pKWGnlnSkrcUtI112nskq0D7URwdfMe8XvJ3yExjlvK0YxY84u7Oc4zLvcpEeBMbcS8ucWXl9UF1CloSpv8ArCGgfcJ7Ggrpw3yTlnihmPOmNY/fWX5POkjlywQYzK03MWtLxZ9f0SnsVBBU8kDRKUhYJBAN++QecYh5O8oeOWH8JZJb8pet+bRc8ukm3vh9m1WyEgrPxfTZYccJLbaF6JWhSdbFQnyO8ouOeUuUrpxVyhh/JsvivEbgz6tux/Fn3k5XcWHOyvinnOhRCZcQEpabG3lgrKwhKArcTxxzy58l8WQsymY01YLfOmz0WS3phLhusWlqU41CDzCifSd9FtBUlPyg/wBPtqoJ5LZDkXJF+tvilxpPkxLpl0f4rMrzFUN4/jXYpdV238smWQY7I6q9i8v26BVVtLwjCca83LRg2fWXGo/G1i4YlR8PgXRpn4GL0lNt3EIDo6Fz4YH1SNn0NlWkk1fPiet1fjxgyvUmOQ/ywC1rm9viF2wOLEFTuwP5hi+gVa+XZPUlOibaqI3/AJWwTG8hxnFrpfEC45fcpNotLbLankuy47S3XmlKQClspQ2vfcj3Gvr7VJ4U6FcoyJlvlsyWHN9XWXAtCtEg6UkkHRBH/mK7idDZqOYTyFiXIsW43DDbqLnBtlxftTktptXoOyGSA6GnCOrqULJQVoJT3QtO9pNZuNcrfMkyYcSdHefhKSiS026lS2VKSFJC0g7SSkggHXsd147jlWM2i5w7LdchtkO4XAhMSLImNtvSCToBtClBS/f29gfeshJkx4cd2XLfbZYYQpx1xxQShCEjZUon2AABJJrx2PIbDk0H8zxy9QLpE7lv14UlD7fYfVPZBI2Nj23WRpSlflxxDSFOOLCUJBKlE6AA+pJrHWHJscymKudjV+t12jtOFlb0GW3IQlwAEpKkEgK0QdfXRFZOsPOzDE7ZeY2O3HJrTFukzqY8F6a03Ie7EhPRtSgpWyCBoHZBrIqmw0TG7euUymU62t5DJcAcU2kpClBO9kArSCfoCofcUYnQpL8iNHlsuuxFpbkNocClNLKQsJUAdpJSpKgD+hB+hrH2rL8UvlxlWiy5Lap86CVCTGizWnXWClXVXdCVFSdK9jsDR9qy9KUpWKgZVjN0usuxW3IbZLuUDfxcNiY24+xo6PdtKipHude4FZWvLNudutyo6bhPjxjLfTGjh51KPVeUCUto2R2UQk6SNn2NJlzt1vXGbnz40dUx4R46XXUoLzpBIQgE/MrQJ0Nn2NenY+9ea23S23iE3crTcI02I9v0347yXW16JB0pJIOiCPY/UGsJd+RMTsGZ2PArzcVxLxkrb67ShxhYamKYQVutId109VKAV+mSFFIJAIB1JaUpSvLIuduiSosGVPjsyJqlIjNOOpSt5SU9lBCSdqIAJIG9Abr1V5rhcrfaYbtxuk1iJFYT3dffdS222n7qUogAf+Zr9Sp0ODDduE2WyxFYbLrrzrgQ2hAGypSidAAe+ydVxInwYqo6JUxhlUt0MsBxxKS64UlQQnZ+ZXVKjoe+kk/oax98zDFMZdjMZHk1ptbkzsI6Js1phT2tb6Bah212G9b+orL7AGzVR3fyt4MsOXXLD7vmKorlluLNnutzdgSE2m3z3WytuNInlHwzThA11UsaUUpOlKSDIeTucuLeH8Wi5hnmXRYVvuLjTNvDAVKfuDjikpQiMyyFOPqJWn2bSr2Oz7e9TtKgpIUN6P3Gq5pSvFer1aMctE2/5BdIlttltjuSpkyW8lpmOyhJUtxxaiAlKQCSSdACsXhHIWB8l2deQcd5pY8ntbb6oq5tnntTGEvJCVKbK21FPYBaSRvelD71IaUqhvNfBMtz3gedFwrGhkdzst3tOQCygjtc2oM1uQ7GR2BBWttCgEkHsfbRJAqi+VM/4nzjLsw5yvvE683xdjFrTheMW6/Y88w9kOSPzZEhEOEzKZD3y+oyHFhIA9/6uitWz4f4VxPwbaZHErOX4U9yteFLyPL7XZ5TCHGpS9dmmoyFFTcaOFIZbSAB1AWQC4dzTyc8j7V4w8fO8j5BgeTZDamFBEh60Jj+nDUpxttv11OuoKQtboSkoSv3B2B7Ew24ebuMY3dsXjZvxJyHjtvz5tQxCXLt7C3LtJCdiIY7bynoz7pUyGUOpSV+qN9Oq+sy418i4Wacl3bhrLMFveEZpbrU3kDFrukiI+Zlqcc9JMhtyM64naXB0W2dFJI91A7qOI8tv4kuGSS+J+HMtz7FcPlvQLxkFqfhNMuSWE9n2oTL7yHJqmx7EoABUdJKvrVL+fueYRzF4e4Vylhchm5We8ZbYJlulrZAcQlT60rT7jaFghSFp+oIUDWxHIfkZExjkaPw1gODXjPs6XAVd5trtkiPGatkHt1S9KkyFpbbK1EBCBtSvroDROAtfmbgWQYJaMix7GL/ADslveRycMjYnqOiei+x0KW/EedLnw7SUIQXFOlzr0KSkKJCTMeKOZb1n2X5NgOWcYXfCr9i0G23CTHnT4ktD7M1cpLSmnIziwQPg177aOzrXts6qedlqtb/AJr+JCn7bEcMrIJiHythBLqUyIZSFkj5gkqJAP0JJH1Nb8MoQ00lDaEpSANBIAA/3VrRafNr+J+Uct4XxXx55KmZjicdiRIgPot8ZAS42XAXX1SSyylSS107LKllwAJHVRTb3CPM+J898fQ+RcOjXSJCkyJMRyHdIwjy4shh1TTrTrYKglQUk+wJ9iP12BU+brc5L83cIwGcwtVj4xxWTnLrS+qmpF1lvGFBWUE+5ZbRKWlQHyrX/cEd2YcK51nPllHyzN8VxXKeJomHmBFiXxQkqgXRbylOuR4i0lsrcSllK3Fp30ACVD5kmqPw+W59s5f8hcMwOUpzh3HcpELGWEPF6LEm7WZTMZa9q6JHp7SCUDaSP6tm0vGZD/H3NnNvA8d1JsFousLL8fjoRpEGLd23HH4ydHSUplMvqSgDQCyd/N1TfGb5tivHGKXPOM3vUe0WOzMGTNmv76MtggbISCSdkAAAkkgAEmqG/wC0f8Kv9vFp/wDT53/wVI+PPNzxb5XzK3cf8f8ALluvGQXZTiYcJqHLQp4obU4vSltJSNIQo+5H0q8q/PcfZX/Ca4+T/v8A/uqD57xy7n2U4bcLjfi3YMVuKr0/ZxEKvzG4NpAhOLd7fK2wsrd6dT2dSyrafT0qaPMRZCQiRHS6kEEBbfYAj9fcV2dk61pX7GutliLHUtTEdLZcO1lDfXsfudD3rs+T/v8A/urkKSBrSv2NY+HYbBb7tPv0CyQo9zuoZE+Y1FSh+UGklLQdWB2X0SSE7J0CdVis143475IZhR+QMGseSNW58SYiLrbW5QYdGvnR6iT1PsN6+o9jsVImkssNIZZaDbbaQlCEo0EgDQAAHsK7PqPpuvlvzV45cujnnGn8KtUPiq35xl14j23HWcklzI1ykfAuvSLi85HV/wDTTLZb+HPw38xAWST7fN9C+BsdexLiHFsbkcc27A3LfASwvHrfOE2PAIUraEPj/S7/AKyo7JKzsk7JgHnBl9+xvgC52DEnX2cgzu4W/CrW804Gyy9c5CY6nPUJHpkNKdKVforr9PqLDkcRYv8A5KYvENpkXfH7FAgxrfGNguT1tkssMdQlLb7Kg4jYRpWjtQKgd7Naz+AViteKcl+TOPWVl5uBa+RVRY6XpLshwNIaWEhTrqlOLOv1Uok/esT4f4HhHk1xfydzty5g9qv9w5Hyi8IhTZ8VpyTHs7CBHissqPZUUtdXQOigoEBWydGqdwfljOvIHhXxF4czya5f08hZTcl5J8Sv/wC62mxPr/lSXFK/mbSlClpIJdLQ2dkhWxGVx7dwv53cL4xxfZ4GN2fkmwX6BklutsdMaHMEFlUiK8WGwlsPoWpafV69ihRSTrWtwaFQB17/ALGuO4+yv+E1+q1J/EBvtzu8biTgK3JdcjcrZ7b7Ze2Ur9ISLNHWh6Wz6oUCgr/lew32SFp/XRx3MVrsfBHlh48PcRY/a8Wj53Nu2OZDCtUNuJEuMJDDbjIdZaCUqW04tSkL12SSRspJB2F5/wCUm+F+Esz5VcbYccxuyyZ8dl8qDb0kI0w0SkEgLdU2n/8Ar9PrXzyxi38I5b4sWC68vxM4tdx5CucC73/mtzH4rqU3Z6Qlz4cS1rMlllpxCYwcS0lkFslKgFbN7ecXGnHXK/N3GWL8jYZneURTjGQSbfBw0ATVy0TbUr5nFKQ020WfXClOrSn5gEn1CipLx3x3xPn3inmvCviZd5vGtyc+Jtd0FwjOC82u6K16zdwC1F71FoT6XqBStNkekohCQKTzTC8Ge8lPG/hngZrHmOQuPZLdxzjILNDRaFrtsVthElp0NhHr/EFt7+WPUKdkf0qWa+j4+lCQPrv/AHDdcdx9lf8ACa5B2N1RPnJyrdeGPFbkHPbDKdi3Ri2pgwJLSOy48iW6iM26PcaKS92B99EA6OtHXXyQ41sHjD4S4pyZx7ilrxrkTAV45MbvEFpCZbk1xxpqYmRIbAXKbd9d8OJWopX22foNb+RlqdjtuK1taAo6/uK0X8seMsexPyZ8dMtiz8gn3PIeTvUkLul8lzWmGwlK0sx2XXC1HaSpSilLaBret60KvjyU8YbN5OTcIsud3F1WE47LmXO5WqO8uO9NlmOGoi0vIHZAb7vkgEb7j661Wt3A/h3w5cOdcj5C4Ptlws1j4xcnY9aLjNu8mYLnkwb6vSAlxZAjwyoIGgfUdU5v2bAMW5Q/D78euNsQwbi+0WO43rmDPQm02543+WzDEltkOXG6LZSpIEdhPd30wB2UWm/bsTWy3NHjzZMR8L5nGXH8t6BM46s6b3jV0eX2kRrnbyZaJPdW+q3HEOdtewDy0ga9quziTNkclcWYfyI20Wk5PYoF4CCjp1+Ijod117K1/X9NnX3NRbmDym4C4Eu0Gxct8k2/HbhcoxlxozzL7q1shZR3002vqOwIBOtkHW9GoB/2kHhT/t4tP/p87/4Kt7iPmrjDnfG5GX8T5ZHyG0RZq7e7KYZdbSmQhCFqRp1CVbCXEHetfN9am1aH8s8Y4/x7+IH4zz7VcMguE3IJOWyZ0m83yXcVnrbkhtDYfcUllCQogJbSkaPvvQ1vgPoK0d/FY4xx+T4yZtyfLuOQP3SCm0xocVd8li3R+1xjIW4mEHAwXFJJBUpCj+o0dEXv5RJK/DzlBKUlW+PrqNAb3/gF1r34zcX+HHD3Lljk2vjHkPFcoyVqQrDrpyA0sMTkrHZTcDa1Bl8NEJCX0NSS2sp9ypYPo5+4/wCNOErbzzy15LX3H8+b5BZIxC3XOyhUuAlEVxpuCy91UWh6jrSUqQUdegcJC1Kq7/BnC88wDxS49xfki4rm32PbVPuKVL+JLTDzy3Y7PqBSgoNsrbQOpKQE6HsBWvE+wX6wYFyx4p3PCbm7mOf8jyrrZFMWqQ7b7larhPYlfHvSw0WG22Wm30OpcWVj0AkA9kCvZjFg8Zr3zpN8kLlZ+PuPuLuPLk9acbubrMe2oybIgoolXD1FdA4xGP8AJZCQpJcDzgPyjW9rEyNKhtz4TyJMd1oPNOMrC0uII2kpUDogjRB3o7rWTHPONWbZpnHHWH+OPJ03JsGbZdnW99uBH6hSQpSXHjILLa9f6NvupTv+qAAop7E+eeFXjjZ3mbCuMs2v2D2dv1MkuqGYsVVmIV1cZUw88lch5oFKnEs9kpSofMVbSJ/yN5L4dhicMtWL2y4Ztk3IrYfxax2VTXqz43pB1UtTrqktsx0tkKU6tX0PsD767eOefLbnOb3Th/L8LvGGZ3a7YxeX7JdVx30Sre64W0yYz7C1tvthY6L+hSvaSPYmtaPCflHAuBvG/mLP83mItlhsvK2RIDcdja3FEx0NR2Gk67LUrqhCBoe4+gBIvvE/KMyuQ7BxryfxPkvHd0zK3y7njX5tJhyEz24rYdkNLEZ1amH0NqSstrH07De06rExPL6TdbJaORbNwpk8rjfILpb7XbMpVcLe0l74yc1CakKiKe+IbZU66CCpPcpKSUJ7aGxY96/LzzUdpb77iG220lS1rVpKQPckn9APvWr3GcC5+S/KknyQuDRGF4mmVauLI0gAtzHTtuTf1JJP+kUC0xsAhlJX1BXuqV8b3LK3wZxRaLtKgPc1Mcx3L8zEcti5C6JuEs3ZcxKdP9TbPU7n/wDBUft8mhVpfiiOv3bxPv8Ax/ZbPertkOSPwPyyFbbRKmrd+HnRnXuymG1pa03tX8wp7aITsjVYPnXmXB8gz7x9usG15fcLdjORqv13fThF4W3Djfl0hhtxYMXt39ZSdJCSsa7EJGjWOi5fa7x+JKcyiWzJxj9x4xThrN0cxa6Ijfmy7iHEsKWqOAkdD2LiiGwPqsH2rzeKXK2N+I3Aknx85piXS15zhtwurMK2flUl85Oh2Sp6O5bS22Uyg566EdEqKkHZWED3FN55xvnXGngThvGOWYxf1ZrkmctZouwW2xTZYtUQy/UcZUWW1paKEKQooUUq7LUAFFJJsi62XCsZ8sc+5l5VyXkHFuO+W7PZ7jjmUWa5XiwxGnozKIzsO5Fj03GHCSlbfxIQnRIHzKIrF5rjvjVLwu1Wu6cUZqnjvkHkSXK/i6dcLtKvjzzdqLgyCOHQX2WvWCm1KcSoKabU6UlPWrY8KbVNxflTO8e485Sv/JfEIs9vk2nILx/iVRbiX5Hq29mcUpMlCGyFkJ2lCnAPkUVd6/8ANjJ4118wPHy+2mxZVPt3Gd+lu5RLh4tc32YKFuRFoUFojlLwKUL92ivXU71V0Zv5QfxvnPGPH3CVqzmaq8ZZEXkVwOJXOBFhWlhK3HUuuyo7YHqKSgaT/qheyNhKqy4R5OxvHPMryK5FvNty6JjeVRsfcs85eHXjpMEGEUSuqRF7bQrYAIBV/qdqs3wEySNcuPMqsrtryC3XBrMb7eFx7vY5lvX8LOuD70ZYMhtKVlSBshClFPsFaJG/UxLbsn4h82NcQG/4p4ojC2rLiAHFwbo6X0aJB7dZCFAAHYSs+wFYHzW8jMjwS5WbiLGMQ5Jfh39lb+TZBh2OOzptut52kMQlqAYTJeIUn1SpRYQCoIUtSNZHwpzOy3iNcMI4q4cyLjrjPD7RAiwoWT2Jdvucq6OuyFSH+5WpL6C2hkqWT39RSt+xTWR4fe/NfNXn24w2nFRbbZ8Ssr7xACBMQxJfU2Pf303IaJP0+bX1FXvm7OZSMUuTHH020RMicZ629+7x3H4jThI+ZxttSVrAG/YKHvr9N1Rf8Leff+1XhP8A5QuP/VVJOO7F5fwMvgSOTc84rumND1BOjWfHJ0WYoFtXQtOOSFISQvpvskgp7D2OiLs1v61qnmnij4f4S+0/n2dXzHl3Fa1MfmvKVyhh4g7V09WWntrY3r6brONeBfjw+0h9lzO3G3EhSFo5AvJCkkbBBEn3BqPWfxO8OchyCVidhzy+XK9wQsyrbD5UuT0pgIUEr7sollaepIB2BokA1JP8wXx9/wDH3/P96/6mvC94ReMce7x7BIu+YtXOW04/HhL5Gu6X3mka7rQ2ZXZSU9hsgEDY3XXN8KfFu23NizXC+5bGuEppb7ER7km7IedbQQFrSgygpSQVJBIGhsb+temP4L+NsxwtRZ2bPLA31b5EvCjr76EmupXhF4xJvSMbVd8xTdnIypqIB5Hu4kKjhQQXQ18V2KAohPbWtkDe65vfg/4z43Z52QX6fm8G22yM5Llyn+QbylthltJUtaj8T7JSkEk/YVVGBcd+CPIE202+NfeS7C/kcJFyx9OSZhfrUL3FWopS7CMiQkPj2B6p+bqtCuvVaSZA5wH4VHlu28HwMlzq55hcYb9wXBt2e3qSIMZpIUXJa0SSmOFdkpR3IKipIA9xvbvEcWtWE4zbMSsfxX5faIrcSN8VKckvemgaHd10qWs/dSiSfvWWIB0SPpXNa0efj/5Jw7judyWiu2YbyDit/unRSQtMRm5NJWUBRAUduJ9iQNbJIANX/kmU2XFcamZVeHpH5bCZ9d1cSI9McKCQAUNMIW459R7ISTr3rTDwqz+zQ+a+cWbtZstth5Gz526Y4qfid0jNzIhbc/mFxccNsjQ+jqkH6e2zqsX4tZ1jfh1xnypwdy3PuFtu+J5Jdrjjlvneopd6tUhKPhBbldP8QXHAQUtp2HHfmSCSKrewcDcicFcGeJnLmSWi8sr4vyKZcMpYt7LipNqtF3f9Z1b7AT3IbR1Q8B7pC1ApI7EXzcLpbfIPzs4pzHiyezfMX4pxy8Tb3fonZ2AqTcGfRZgtvAdC+EqS6UgnSD76Ircn9NVSvIXiHxDyfl07NcrezNdyuHp+qIeZXSGwkIQlCQhll9LbY0keyUjZJP1JNR0eA3j8k7Sc+BH0Iz+9f9TWw0KKiDDYhNuvOJYbS0lbzqnXFBIA2paiSpR17knZPua1Q/EDwTJpsHijmnFbdepzvFOdQb5dWbSlbsn8nUtImLbZQOzqgG29gEfIXN7G9YXkLIrD5L+WXAq+HbtHyGzcdKuWU3+8wwt2HEZfYaRHjqcCeofcIBDfbsE7UU6FSrIM+h+YfH3PPjg3x7f8YyKyQpFqjt5JFLDMwO+siDPaUCNtmRFWofUaQk7UCQNc8z5KsWcfh42LxdslmmS+X3rVaMQOFqirF2iTYshpK3nWVIBaaCGC76itJCFpPb32dgJ/KmacC8545i3L+fWrGeJ0YBDjRX5dr7RJt9a2282J4SCytKEJWlDh0tBPVO9kUhYpPkNjk3yW8vvHzBolwh5bdLV/C0adbpQ/N7fGUUyri1EKkuubQoKSfl7j1FIB0lB/PlPyDD8oXeAbLwZcrdk/LNsyKDeLrJxdt8JskZLAMwqluJSuKz6xTpLpSo9BtPYar6RJ3r3+5qseXPHXjrm2fb7hnTuTFdrZWzGRbMmn21pIWraiURnUJUo6A7EE6AH0FQD/ADBfH3/x9/z/AHr/AKmrr49wOx8Z4jAwnG3rm5bbaHExzcrk/PkBK1qWQp99SnFAFRABUeoAA0ABVX+bnEd45w8Xc+47x2I5Lu8y3pl26M24EKkSozqJDbQJBG1Ka6gHQJIG072NYeeORbd5J+H+DePWDzp135Ly6Rj9muVqlMu/mFmeiOMqnSrk0U92W2lt/Otet+okgndbWDyLtts8jIvjddcDyiG/Ms/x9syN2Jq13B1DRddYac+pUltKiT90KSQPYq1+8z+QbNcefeC2bXZstno47zn8zySRDxO6Px4Mf029L9VEcpe3/wDqK/od6raLOOSUNcC5PyrhSX3zBxe43m2plwn4q1uMxnHGwtl1CXUbUgeykhX9qrP8OvH5+O+HHHLF3S18fPiS7tIWhJBWZcx99JXsAlfVxIV9iNAkAVD7ZJybL/xPbsJjLAseB8ZIjQwtBJ9abIZcW6glJAWdlCtKHyoH3Vu+PJG9W/HvH7ki9XR1TcWJil2W6pKexA+EcHsP1OyPaujxds9yx/xr4qsN5iKiz7dhdliymFEEtOohNJUkkEj2II9jXTy7afJS5XiErhTLuPbNa24xEtORWSXOkOPlZ90KZebSlAT19tE7KvfWqgf8Leff+1XhP/lC4/8AVVbvFEPluBjTkfma9Ytdb4Jay1Ix23vw45jFKeoU284tXqBXfZB0R19t73NK0Q8i+Tsem+bfBOVwrPmMiy8Zv5PGya4sYfdnY8N1+L6LSUqRGPr9nEEdmgtOik9tHdbCcm+UNi4zv/GUKTgeXXSxckSWYqL/ABLY4mLalPqZbi/FpcCVtFxyQ2nqsJUPm2CR1qnvxRMkYvHjbkvDVhsmS3jLsgTbJcGDa8enTUKZbuDa1qW+00plGksOfKpYV/T7aUDU45i5fzm++Ll6zjxlkXYZBZHoMdTkrFZQkNNIcYMxSIUxhDj/AFYWtQ6oO9EJPYHVOeQOS2ny6yjgvBuC8lt2aXPG8tg5Rk19tcR9pmzw2EJ9R1xZPWOt1QV1YUVOEpAGtEmSWzyrn2v/AC0cfeaYw3G2rdMlQ8cszcCUt+92paHQlaWnApE1DifSCC38xUVpWhB6gyT8MfBuTuP/ABQsVk5Stlzts52dLmW+DcVq9aNAcKC0ktq92QT6ig2dEd9kDeqlPkxl2TZjerX4t8V3N6Fk+axVSshu0ZQC8dxvv6ciX/UCHnlbYYA2exWr26bqub1h2McW+aHEWLXdmw2njOycYXe24hDuAbSzGurbzQmFCnAE+suJ0Klb7KQHSfqrdz+J5jI4Gsy7Ul9OPGRc144l5J9QWQznzb/uOnw3pen0+X0/T6gDVa6eNfK+LYn5C+See5BbMwhWLLLnaLpZJS8MvP8AjY8dhxt5SECL32lbiB1ICjvYBAJEBsGX2xn8ODNOJ14xmDGaXFN+ZTalYZdUvuvTrnKfigqEbooqZCSVdiEjqlRSdCs/iN1/gDkzgfyUvtlyFOCWvilvjjIppsM5DuP3OO2HlOyo6mg8I5PZv1koLaSkkq66NTmLkMbmPzLtvkjh7c1fFnFGFXGLLyaPapK0XyY8pwORooSnvLbZSQvbSVjukpSCSk1rVasFy3kDxfzXHrBh+Yu3vGebH+Tl2hNnuFtnXGxBQR3hPOtIHrlK1LShKvVHpnSe3Wtjse/zbs15Jwu4ccSuSuTsjxyZIuT38QZVf3o+JNJjvhx+Y3MJS28VoSyIqglxZXvXRKjWvWM49xzDwzEOUvFPK8zxLli7y7PPk8QkSH7ZLU/JjfFhEKQn5YSQHJDclSygIQghSFBPT6wp2R711yY0eZHdiS2G32H0KbdacQFIWhQ0UqB9iCCQQa/ECBBtcGPbLZCYiQ4jSGI8dhsNtNNpASlCEpACUgAAADQArFxMGwqBksrM4OIWWPkE5pLEq6tW9pEx9tP9KFvBPdSRv2BNZsgH7/vTqP7/ALmnUb37/vTQp1H7fY00KaFNUKQfv+9AkD7/AL06j+/7mgAH3/eqk5/4nv2bNY7yDxy/Dich8fzXLljz0tRTHlNuoDcu3vqAPVmS0OhUAShaW1gHpqrTgOSpEGO/Pi/CyXGkKdYDvf0llIKkdhoK0djY+ut1jM1lZVAxK7SsGs8S639uKs22HMlfDsPSNaQHHNK6I2dkgE6B0N1E+BeIk8O4Oqz3C6i85Jepz99ya8en0Nzu8khUh8J/1EeyUNo/1W20J/SrIpSuD9K+e/K/PHGfjV5W8gteUvE0O9WbOmI1wxbKkW9q6PNQGYTTS7YtlxSlMteu0shKeoLr6lqT1WFIjnJPJN84K/D3xm0QMhRiw5Qyd6FaFWqabgrHcenS3pPpRn2CoPLZi6QOivb1ClB2gVaONY5wTZec+DcTl8c5rw5dMVjXM4TEnRLa1EysGMhp4SHIrjrnrobIc6PFtZU8rYKiRW67jSXmVMqKglaSklKik6I17Ee4P9xWi9t4vxHiz8TDDLTibFxKZ/GVzny5Nzu0q5SpD6pjqStx+U444o9UpA+bQAAq3vIDw94i575FPJHPajdcXx7GkQrfbDPfgtwHw++9LmLdZWkqC2zHTonSQyo++xqsvBDxe4ita8j8h8HwN7FbNm8Vy14hCFymLls4/vXxrrjjiltyJagHNJVpttDHUhSlk+HjnjnFOMPxQZWPYjFmtx5HDbk+S7OuUm4SZMly7p7uuvyXHHFqPVI91a9h7VtB5I8fXrlbgXPuOMcWwm65Fj823wvXOmy+tshAUf0BVob/AE3v9K1gvfIOK39nBs25X4rudoxXiTBbmnNIOR4843ETdZTMSI1aIaZDQRNdLjLoStkKbKSj5v5gFSjxNtXEnDd9fVnczB8M5f5XebnKw2AtiIqyQOpVBtLUdsICFIa2te0JU68p0/P1BrcClKwWc4XjvI2HXrA8tt6Z1myCC9bp0dRKfUZdQUqAUPdKtHYUPcEAj3FRXgbHuS8NwNvBeT7lGvEzGn1Wy3X1p4ly8W5CUmNIfbIBafCCGnElS+y2i4Fac0LG6ge/v+9NCmqVzSlK4+tNVCcI42Xi+XZhnV4yB293nK5jXV5xgNJgWyOkpiQGkhR/ltlx9wq9itx91RA2AJtoU1TQ+lNCuaUpSuNVCpnGouvLUDk683xyWzYrS7b7LaTGSlqFIkL/AMVMK9kuOraQ00nYHpoDoG/VVU16g+/v+9NfpXNKpvnHi3KubMgxrALoiEzxgw+i8ZSlT3aReXGHAuLbQ3r5WC6lDzqyfmDaWwPmURcYGhre65pSlcdR/f8Ac1CeQ+Nl8iXbFDccgdYsGP3ZF5nWdDAKLtIYHeGl1zsCltl8Jf6AHutprZASQZt1H9/3oBoa9/3pqmhT6V5WbRao9yk3li2RG58xttqRKQylLzyG+3ppWsDsoJ7r6gnQ7K19TXhynC8Pzm3otOaYpZ7/AAW3UPpjXSC1KaS6g7SsIcSQFAgEHWxWWZZajtIYYbS222kJQhCQEpA9gAB9BX66j+/7muOo+5/c1zof3/emhQJA+/700KaH9/3rmlKUpSlKUpSlKUpSlKUrhW+p1Wk2OXjh7j/MebMZ8sseaavebZM++m6XuyOyIeQY/wCkhEBuO6htaQiO2C2Wu3ZC9rOivSafvHi9mELxHvM/BuO767CxHl93kDBscltPm6rxtCmkBhtlzbrDiwHXQ2pJWUgEp7rq2OWsvs/lXzzwBC4PjScgg4RlCsuya8G3SY8a0RWkoLbLq3mkfzXlBYQ2D27N/MkD5hsBiPkI9f8AyGyjx+vPGGTWB6zW381tF8mtAQb5GbUwiQthWgP5a5TI0CrfY9uhHU65ZZyUzJ8/cb5db455SViFiwKbj0u6J48vSkfHLlOLCEITGLi09VD5wnr9iatr8Q/I8mtHhlyHKwyJJfnXaBGtXpNx3FOqjTJDTD46Adt+i64CCPbZ2KunifHH8N4txDFJRYU/ZbDb4Dqo6SG1LajoQopBAOiUkjYBrTePyYwv8QmRzYrjjlRvDBxiMXRc18dXvTlx/MEvemlsRi516E/OUhO0kb+hO+e61ibjveVPPAubyQ/xFxBdFIhje2cjypr2cd1v548EnoklPVT5WQVJRVGW2XbrPjHk9hHJN1hyuUbvyqy9j0VC0Iuslx4QjjzjAPVxbTawCjoQUpae6lHuqvoawHQ0kPFJc18xSNAn9dD7V2UpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlcFIP13/uNKBIH3/wB53ULtfGrMTlS9cq3S+SrlNnW6PZ7XFdbQhm0QkH1Hm2evupT7+nHFq9z6bKRoNjc01QjY1XNcarmvPAt0C1RkwrZCjxI6CpSWmGktoBUoqUQlIAG1Ek/ckn9a8j+M45KvsbJ5Ngtrt4hsrjx7guI2qSy0vXdCHSO6Uq0NgHR0N1k6UpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlf/9k=)

— 4.5.5.3.   Ácidos grasos en las posiciones 1 y 3 [P(1,3), S(1,3), Po(1,3), O(1,3), L(1,3) y Ln(1,3)] [(véase la fórmula (6)]

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

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)

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EpCUhKRwBUQz3cepdWOQ2dmbOxXFHLilaoiL1eI8JUgI4Cy2HVpKgnuTzx8OR/Won9bzpU/zJ6w/VkH+WrFxTL8UzuxRsownJrVf7PM7vZ7hbJjcqM92qKVdrjZKVcKBB4PggivVebLZ8itcqyX+1Q7nbprRZkxJjCHmXmz8UrQsFKkn+hBFaidN9sttm6/Opm02e3xYMGJa8PZjxorKWmmW028AJQhICUgD7gK3HI5HFaf5fglj6QemTcpz3YcvK7Rl9wvE212t62IBbl3MuhqCygFZeWt1xJJV45ClcJHNapwbBs7Xp6OulPKsbkXy6l64ZpNsNwlFiMmYpby7c3JUQpaEQ/tFvICT7vclKSritucDyS2v9WN9wPceuLPYNu3rBeLblFhuUyTBulk9X7SOlEhKPTeadT3H3T3BJ94cdprrfuuGemv5P97povOXz9i5FkjicaxCIm1ITJlS3nkONMsMpKyEshK196lEjwAeSgVtv0+YPf9aaQwbAcpuRn3ewWGFAnP8AepYU+20AsBSiSQDykH7wkfD4VYVKUpSlKUpSlKUpSlKUpSlKUpSlKUqE7p2xj2jtW5HtbKWpD1ux2GZK2I4BdkOKUltplHPjucdWhAJ8AqBPiqxt/VTecXyK34rvfUV4w+bdrAckiP2RT+RRWYzYbElqV7PHS8w6y4802o+kppRcR2ucnivdqnqss27tw3vXetcNu8zHsXtyH71k1wadgNszXSCxDajPNB1xSm+5wqV2AJT8DyKvalKVU/UZ1GYz0zYa3sDNcPyy7WBLoamTLFDZkJt5UpCG1Phx5spStawhJHcO7weORzaMKW1OiMzWQoNvtpdSFDg8KAI5/wB9d9KobqL6wcN6YpduGwtdZ9Ltl2eahw7xabfFfhOy3ApSY3cuShaXe1CjwUAEA8E8Hjz3XrNwvC7xbrdt7WWyNawbo+1FjXvJbOwLV7Q6spQ05LiPvtsqPCj9oUgJSSSBxzf7bjbzaXWlpWhYCkqSeQQfgQa+qg24dt2HTuLNX67RJVyn3Ka1aLHZ4QBl3e5vc+hEYB4HertUSpRCUJSpaiAk125LtbDdbYlAyXcWU47hqpDDZfTOuraWUyO1PqNNOL7C92qVwCE8nweBzX3qTbGE7v1/bNna7uT0/H7wXxDkOxnI6nPReWys+m4AoDvbVxyPI4P31ncoyfH8Lx645Zld3i2uz2mMuXNmSXAhphlA5UtRP3Af8B5qrcf6tdOXzOLPryZLyDHbzkqVqsCMjx2daWrwE8c+yuyWkIdJCkkJB7j3p4HJAqQxdvMRdxP6cyy0fM86fAN1xiYXy4zfYzfiUlB7E+m/HUUFbRKuUOtrSSO8IsWlKVHM+vmU47jjtzw7CH8suaHG0t2xm4MQlOJKveV6r5CAEjzx8T91a1dCGCb20xjd011s/UHzSxdb/dciN3j5DClsNGQUKQx6aFeqVcpI7u3j7/HPjz5bC3F1Ms7+6T9vY3iloR82sXDD7pbnVSGzEfkPiCuWklXY8HISXDwEqAUSlHhKjFs91xvPenTXg3SXdtNXjFXWn7La8vvsiXCXbY1rty2vUfhOIfU48476TZbQWh/jC+3gGrJ2s7uu07wW3f8ASLO0tQDHE/MtvttptsmdFvIKUrL65r7fYlSO8dyQUlKkgDlKic90i6MyzVtpzHOtmN29nONl3xV8u0OA4HWLXGSnsiW1t3j7REdslII90c8J8Dk4Ho+1NsjCNmdQWf7Kt8+JIzjPXnbSJCmVJftMf1BEfR6aiQCh3t4VwQG08jkmtoKj+Sa+wTMnmZOXYXYb27GQUMuXG2sSVNpJ5ISXEkgE+eBWH+gzS34R4V+n4f8AHUosWPWHF7a3Z8askC0wGlKU3FgxkR2UlR5UQhACQSSSfHkmuy8Sp0G0zZtsti7jMYjOux4aHUNKkupSSloLXwlJUQE9yvA55PitPtN4x1IYx1VbL3RkvT09Es+0F2KElLWW215y1Mw2gw4+8AoFzke/2N8kcFI7jwatjIdpbrxjqsxbXE7FMce1lmNtktQLmzKUbozcY0Z2Q8p1vu/ueG0N89naC639p3KCDRGfWXrhve/LhssdNuGZVarDJ9HCI18yxkNWhpB4VMQyhQT7W8QFl1YK20hLaCkd5Xl8o0r1CSmtK9Qt6sb1/wBia9yq+Xa+Yy1cmHym0XV131osJ5xaUOKjNBpLCFOJHBIJ5HBlOI4BtDZ3VynqXyTA7phmN4phzmNWS1XdyKLncpTzinHXFpYeebaaT3FKSVhRPaeOOaq222zr/i7VvO4Lt0wYHf8AIJMh5qxybtmDS1WC2K8IhREoWENkpJLrqQFvKUe49oShO5emrFluM6qxOxZ7eJl0ySHaIqLtLlyA+65M9MF7ucHhfCypIV94ANTOuqTJjw47suW+2wwyguOOOLCUISByVEnwAB95rsB58iuarnb3UPpfRFseuW09i2WxLbjmU3CelJVNko97j0YySXXeShQHakjkHzU1xy/23KsftmTWZ1bkC7w2J0Va0FClMutpWglJ8pJSoeD5FeDPs/w7V2IXLPc/v8ay2CztB6bOkc9jSSoJHhIKlEqUlISASSQACTUU191Ba/2JfU4rDRkFjvzsVVwjWrJLDLs8uVESUhT7DcltBdQlSgFFHJSSO4DkcxzLesXR+HXu9Wmfd71Mi4vLbg5DeLZYJs21WWQpQSWpcxltTLKklQ7wVco597g+KkG3OpPTOjbDYcq2XmbFssuSShDt9wbZclMOLLKnUq7mUq4QUJ5CvgeR/WoxgPXD0r7Qy+24Fge4LZd79eHFNQoTUWWlbykoUsgFbQSPdSo+SPhV6Dz5rmlK6pUqNCjOzJkhthhhCnHXXFhKEISOSpRPgAAEkmqxw3qd0bsXaErUGA7CtuR5HCtbt3kota/aY7LDbyWVhUhHLXqBa0jsCirg88cVadVHmXVFqjC8uuuEy38hutyxxpmRkPzHjs65tWNl1HqNuTXI7SksAt9zgBPPYknjiplP2rrS1YTG2RdM+x+Fi0xhEmPeZNxaahvNLQVoUh1SglXKQSODyQDWM07vLWm+rDdco1bkHzzabPeJFkfmJYcbaXJZS2pfpFYHqI4dQQtPuq58Gq/zLru6Vtd5je8Bzra0ayX7H5Xsk2FJt8srSv00OApKGlBaSlxPBB8nkfdV0WnI4F3xiHliGpkSHNgt3AInRXIz7LS2wvh1lYC21gH3kKAUkggjkVrljnWndblj2M7OvWkr3G15nF5ds2O3G2yzcLq8orKYr79sQ0laGpAbeUn0luqSEJJSQsEZl3rPxHItrYhp/U2JX3LLzkTypFxekwJdojWi1NK4kTFqlMJU6UkpSlCU9qlKCStJI52IFc0pUY2XnTetMIuucPYvfshYtDPtD8CxsNvzFtA++pDbjjYV2p5UR3c8JPAUeAcfpbbmMb31jYtsYbGuMezZC049FbuDKWpCUoeW0e9KVKSPebVxwo+OKm9KVW3Udp9G/NJZZqVV2Nscv8NKI0zt7gxJadQ8wtSf8SA60juT8SnuH31rtnOd76w7JLZsnL8Js9v2JcMeVrfA8ah3NNxVeL1OfYkTLm8tpsBmEwmG072lIIQh3vKStAqUaA2PrHTaEagjs5bfpP8AyjXaMp2K/A5tc/L5HvPtPSFOep6q3e1oKCC0hRZZKwopBtvqTzbP9baWynYuuE4+u5YvbJV5eavbT7jLsaPHcdWhIZUlQcJSkJJPb8ea1rc6peqzF+nXAOpzJMXwW82vInrSxOxa0R5CZ7sWcptDMpmSp4oD63FACN6akpDyeVqKFVZS937l1r1Ea11Ltt3EbtE21GuvsSLBAkx1WOVBaS6UKeedV7W2tCuO/wBNpQUCe3jxXNg3LuDf2zs+xzSV5xnFMS1rczjs28Xqyu3SRdry35kMtMokMBhhocJK1FSlKIKRxzxr/wBWe+bjufoG3ZZMys8KzZxr/JIOOZHb4a3FR/Vbusb0pLBcAc9B5A7kdw58KHnjmry3V1Qv4BnGA6CxHI8Qxq/5DZUXy6ZHlr6UW2zWpALYWltTrPtMh1xCkNthxIHaSrx5FX3b5Qm9YTbc1xW+33B8humLZNY7UjNbO2t2yps9zStXzq9FjvvL/wCblstLaS8O5xxkAjuq7+n3bOd5/ns+3HZmE7KwluxNzI2TYvaTDbRcjKW25DdHtb4C0tJSsD3SQrn4cc0l8sKtTWjdeOoYW8pGxrcoNo47lkRJfujkgcn4eTUs6rmN19UmmrhobDenHMMZeyqdBRLvmUXC0sQbbHZkokKdUIst9108tJSEJR/jJ58cGQo2HsKy7BxLou0ncLI3d8OwuDOyfLLzbnJLEOK0huOw2xDQ82XX3lJSo8uhDaF/FShwJbqLeWXvbtyvpr3A1ZzllhtcS/2e62qO7Fj320u/Zre9ndW4WXG3h2rSHFpJV7p9084PPlSMw68NYYhNW2i24ZhF8zOOjtKi/OdfZt6efICext1ZSfP9tQI8gi8s6sdmudhlT7jaYUqTbYkl6G8/HQ45GcLSgVNqUCUK48cp4Na9fJff+BzW3+y6/wD9SVV6bk1Hhu9NcXnVufR5TtkvjSW3xFkqYeQpC0rQtCx8FJWlKgCCk8cKBHIrTfeJiv8AVd086/2RaJ+t9eYDN9oxi6XFxuU3kd1ZSwiJFEhtSxH49JH98pKnO4jgkpKbp614zdptmq9mwVuM3nENlWEw3G1lPqNTX/YpLCyDz6a23zyB8ewD4Eg7JJ/s/wCzxVB5NvvqAtORXO12HozzK9W6HLdYi3JGS2ZhExtKiEvJbW/3JSoDuAVwrgjkA8gYz6xXUt/kXzX9W2T+athLLMm3GzwbhcrU7bJcmM08/CdcQ4uM4pAKmlKQSlRSSUkpJBI8eKweW7V1jgMtmBnOxcYx2TJb9Zlm7XiNDccb5I7kpdWklPII5HjkVgT1I9PJ8fTvrz9UwP5aj2MbU6U8RumQ3uy7rwFNwym4fOd0kv5lEfcfeDSGkAKcfJQ2httKUNp4Qkc8AcnmQ/WQ6eOefp213+qYH8tD1IdPB+O9tdn/AOUwP5afWR6efx313+qYH8tPrI9PA+G9td/qmB/LT6yPTz+O+u/1TA/lp9ZHp5/HfXf6pgfy0+sj08/jvrv9UwP5afWR6efx313+qYH8tPrI9PP4767/AFTA/lp9ZHp5/HfXf6pgfy1HjtTpSXno2W7urAHb+3afmRl9zMoqm2Ihe9ZaW2i/6aFLWEFa0pClhpoKJCEgSH6yPTz+O+u/1TA/lp9ZHp5/HfXf6pgfy0HUh08D4b213+qYH8tPrI9PP4767/VMD+WpjjOW4tmlrTfMPyS1X23LWptMy2zW5TClpPCkhxtRSSD8Rz4rIS5kS3xXp0+UzGjR21OvPPLCENoSCVKUo+AAASSfAArUHqu6tumTLem/Y+M43vfCLndLljsyNEhxru046+6pHCUISDyon4cVcNo6w+lu+3WFY7Nv7BZk+4yG4kSMzeWlOPPOKCUISkHypSiAB/U1cVa1fKF2SznpM2pkXzTD+dRjnsgnezo9oDHtLSvS9Tju7OST288c+eKt7Rn/AHLYD/7XtP8A+m1WuvyhNyeuF00HrV+4sQLVlO0bWbi+6eUqbjELS0tBIQtClrBIV96UVz1nPS4fUH0sy7Y+qLNXm86M3IR4WlLsVCFpJHkoIVwpPwUOQaq3pZyrFdUdIm4dZ7znsNZhartkDGSWCQOy5T3ZzPDCUM8hb5lDkNKQSFg+FcAkWN0KazxDa3SpojYmw4KL3cMNs18t1sbnNtOxm2npqmSpTa0EFSGojaEK8EJK+ee6pP0m2PGttZRfOqiLj1sgWmXIm49gESJb0RkRrMy96b809qEdz0x5nuJUCUNtIQlXlYraaqY2XuXdGI5bJsOE9LGVZra47bRReYl+tURh9akBSkobfeDnCSe0lSU8qCuARwTFfrFdS3+RfNf1bZP5qu7XmRZJleHW6/5dg03D7vLDvtNlmy2JL0TtdUlPc6wpTau5KUrHafAWAeCCKz8iOxLYciymW3mXkFtxtxIUlaSOCCD4IIPHBrTjHbXbbL8qTJtVnt8aDCjaRQhiNGZS000n52SeEoSAlI5J8AVuSr4f7SBWnXya8xeXa/2jsW7XCPMueY7MvU+cyD6hi8ekhDBUolZQEDlIVxwlQ4HHk/PyaNtt+SdJtut2QwI1ziWzK7wYTExlLzcbsmqUj00rBCO1S1kcccFRI+Ne35NrlWvdvcnkncWTf/iPWMvuDbk1zlu3dywdIazvUG15FMyWBKyJRVd7nAEGCXW4brbaxECTDUUlzvK1ge42EhS9jtQbUw7qL1BZ9k4e5I+ZcogrIbd4S8wrlTTzK+OQFoWlaTwSOU8jkVq2vC9haB1thuJbXbtLGtNE3deRoy1m4IXMvzEcPi1wGYCW+5qQpcptpwqUQosntKi4CnJay2pG1NkuQ7D3PiOXX7a2ZWuPlOVRLHblTmsExcLWiDDdUpaAhLSUuuuNMpU+44X1+msJCq27uc643XFJFxwSfan5suEXrTJlFTsJxxaOWVrLRClNHlJPYeSD4NaWas6lusLZ2odnbVYjavgN64vV1YZYMKY588JgJK343l9PsyQjgpfJWpSjwUJAJOcynq03Xi2nsJ6p7vY8bgYPlE+zsOYkqE+7dBb5pCfbEzvVS36p/vENeiUFtaQXO7zVl7K3dsC9b+gdMelBZYF9ashybJMhvMNyZHtUAuBtptmKhxoyH3FlPxcShCVc+8fAwCN3ZmnJ9n9NW5EWVeTWzC38isV4tUZ6IxfLYthxp1Zjurc9F1t5JCglxaTyeOO01TmjOo5vp0+Tw0tNt0C2zcly6Q5j9gZukwQ7eiS7Pkkvy3zwGo7SQVLPIJ8AcclQlE3rbyXVOXysUyjOtc7cZm4Xd8js8vCymM786W9r1XLa60iVKPatpKlod4So8Edp4UUyDSHUlnW1crwV/Fd2az2Da7/LUcpstgsL8SfjkcwJTqFlTstbimhJbZYLjjKSStHgFfjb2uFq7ElXBPA+4cn/AHVr7pXBso2Fsy59T+1LNMtk16O9ZMHx24MqQ/YbOHT6kh1tRIRLmFCFr4AUhoIbJ8qApXWWAZngmH5B0nqwnL5N5l7OF8h5A7AWbemxKubM350Fw49FMhttgpSjy6JJb+zKOVjZnqfx/Osy0Vl+B69xiNertllpmWIIk3NEFuMiVHcbMgrUhQUEFST2AAqBPBFa23zU3VBN6W9c6EiaZsRm4k9YfbprmZshtxu1PsPAtgMfF4tEAH+wPj3HjnP7ZwbqV2B1AaX3RB0naY8fWaLq7MguZnH75S7hHS0UIV6HCfSKe4kg94PA7fjWZw7X25el/ZO0JmB6te2Xh+yr+7lsQW+8w4NxtlzfQr2hh9MtaEOR1LSgpcQsqQDx6a/PFQ7C6N9/XXp02ZiSLLZL3sPeeTpyPIZSb/6EKxNsSmX4sRv1GuZAShLjZUAngkeVJA5szPNI7Sn7L191PRNS2W/Xy04zIxHJ8DnXWK+VwQ644w/CluthgyEr4UQsICkr7O5PvKr6yzH+p+7MsZBhGisasVieyK3x5OATJVsQu52htid7Y9c5DSVspDhdipbYbU92KbCzz3KAyWgtALxvqQu+7cY0mnT+MzcS+YpePLkw/UudxMtDqZns8F12M0htpvsB7gpRcPujglWF+UI0pvXqMseN6/1rgVqfgWC/wskN2m5E3GDy22n21xgwWioH7VJDndx4PitqsIueT3nGYdyzLFWscvD3qe0W1u4InJY4cUE8PoSlK+5ISrwkcd3HnjmqDzzVOzNd9T6upvVuKJzWFkWONY1k2PJuDMOe0ll1K2pcJx8pZcPantUytbfPbyF+9wOzTGmdiXnqNyzqt27aG8fn3SxRcXxjHBcUy37XbEL9R72pbXLJdcdSFhLalpR3LHcT5rq2oZGA9bmodhyk/wDRGaY5edfPPuoAajTS43PipC+4faPFh1IBBH2ZA5UocXBuK5bDg4Y+1rPA4mV3Wd6kQxZV6RbW2W1tLHqlxTa+4BXYCkDnhRIPjg0v0QYBvXSOkbTo/O9f2e3qxmBPciXtrIES2Zkp6W48htTCG0rbSA95V3H+weB5HELfi9W3Ur0y51g1zzCBhG2MNy424XHD7o5Fh3RDDTEhTAkJ5U3ymSppXarw6wAvj7RNeHcGnt8dU9303il31hfcGsmvrxEv19yLKbvbJkqa7HbSn0mWYLznqrcKVFTivSSCrnt48VaHWat/JVal09Y0Nv3zL9h2qcloqPdHt1sc9umS+PgpDYbaQQSPLyeOTwDskke75+/zWv2T9HNoynIrnkkrqA3vCduct2WqLb9gSo0VjvUVemy0gdrbaee1KR8AAKxv1G7B/mO6h/8A7Lm/8K2LtcE2y2xLaZsqWYrDbBkSnO957tSE97iuB3KPHJPA5JNeG9YfieRvNycgxm03N1pPYhcyE0+pKeeeAVpJA5+6sf8ARbrT8Psa/KI37KfRbrT8Psa/KI37KfRbrT8Psa/KI37KfRbrT8Psa/KI37KfRbrT8Psa/KI37KfRbrT8Psa/KI37KfRbrT8Psa/KI37K6ZmudU26I/Pn4RikaLGbU8889a4qG220glSlKKOEgAEknwAKqbGtydGGWZXbMKtS8Ubut9SF2ZE/GFwGbukngKgvyI6GpYJI7SytfdyOOeRVv/RbrT8Psa/KI37KfRbrT8Psa/KI37KfRbrT8Psa/KI37KfRbrT8Psa/KI37KfRbrT8Psa/KI37KfRbrT8Psa/KI37KfRbrT8Psa/KI37KfRbrT8Psa/KI37Kzdps1osMMW+yWuJb4qVFQZisIZbBPxPakAcmvU8yzJZXHkNIcadSULQtIUlSSOCCD4II+6qB6vsAxFjpi2a7asLtCZicamlkx7W0XQrs8dvaju5/px5q4o+A4PFebkxsOsbTzSwttxFuYSpCgeQQQnkEH76z9a8da2Ibj2pp+/ae1bgFsu4y23GLIuk6/ogogKDzah9kW1Kd5Sk8cKSAfjWc1r9PVt0LIxl3ALFjmaY7j7VrsCZd8TcYM2WzDCG3XlNNoU22XUp5T5PB+NUfleFbf6w+l3EcoulpxWPtbXeaqucdtlwi2XOVaZr0Z1tt/hRQy+GyoKSe0qQnz2/CaZHr/aHUPvrU2a5XrS7YFier3JOQSUXafAel3C7OtoQzHZER54BpspKlrWU9/gJH31EJuP9Zt9xbOdc5drW03rNL7dZttx7YrYtcG22ayPoCEPD03TOLzaFOlCQ13BSkgrPaVG5pmlbprPo9uujNRlyTeLVhE6zWVxv047km4KiuBLvKiEIW4+srJUeAV+T8TXu6P8AWF60100a91vkkV6LeLPZ0C4x3XW3FMS3Vreea72yUKCVuKSCCfAHk/GriqlNndLts2hl8nL5u6dw2BcltpoW/HM0kW2AyEICfcYbHAJ4KlHySok/6CKfUbsH+Y7qH/8Asub/AMKvXAMPbwDELbh7WRX6+otjamk3C+z1TZ74K1KHqvqALhHd2gnz2pAPPHNSBRISSlPJ48DnjmtLIOHdVLXVzL6mJOhbGIcjCkYa3akZywXk8S0SDJU4Y/aR4UnsA/8AKefiKt3dOxt5a/3Xq2LjVmxm4a4ym5ox+8pdW587pnPeopLjCQeC2200XVcA+6h0q7UgKFbao1tuLpTve3cewbUL+Z49muQysuxWXaJ8CL7JKkoQlUGY1Jea9JttSUFC2g4ChKuRz2pM26ddQ570v9MFqw+1WCLl+aNurudxgouqIUdyZKf9R9Db60KCUNhXA5T73Z93d4inRTrvqB0wjJ8R2PrCzxLdluX3bLnbrAyduSIZlIbKY3oekFucKa7e/uHhXPHjisJiOA9Q+l8G2hqbG9WZLll1y+8XeXZcuRmEVu3Msze5DDrqH3hIhrYQoFTbDToUpsFKiVe7fHSzoxrpu0Ri2n03g3V6xx3VSpYSUpdkvOreeKAfIR6jigkHz2gc+aiORYRlG+uoJgZlY5lv1jqiUzLgRJsdSE5NkKmwtErgnhcWIlYCCU8KfUsgkIqAXy0ZPo3qW3VnH0b5VmkLb2M2lVhRb7Uu4QnLpDYfjrtskp4EdK0ltwLdKWuwucuA+7Ww+DY9k+tNIWHGIsFu/X/Gsbiw0RjNDKJcpiOlPph9SOEIK09oWUeE8EitUtQah6otZ6D2nqt7Tdhm3DO7xerhDeGZspaYRc2S2oL+w5JZ7Uk8f2+7x28GvDtHSHVBsDpHwPp2i6fskS44mmyRX57mYsKadRa2mUpcSkMcj1iHAE88o7QSVc1Z991xujF9+2jqyxLXTF5nX/FU4xmGGt3uOJcRCHg62/BlO+mw8odoCm1lsHjwrye3BPaZ3lluyNidTWTYBGbv92xNGE4Zhz+RNIegW91R9pemSUJXHS4VqU4G2y4ACpPcVcKqE490g7tm9LOtde3vGMdg5tpHIWr9ZI8q7Im2zIkh5111h7tbHoBSXe0FQX5T58K5FiZfaupPJ8fvL+p9DwNS3C3Y5cuxz2izvXK63dccoix4brBLbMdDivUU+6pCl9qU+mkFRrCs9PN9zbcGr9iwOmK0ajyrDr8i75RktunwRDukYx3kvxIqIjnqyPWcdSS5IaaKUBQJVyUndJI4SAT8BXNK44HPPFc0pSlKUpSlKhm3tU4xujBJ+BZUZTMeWW3482E6WZcCW0sLYlR3R5bdbWlKkqH9CDykkGRY9Cu1tsFtt9+vPzvco0RlmZcPZkx/a30oAce9JHut96gVdqfA54HgVkKwOD4Li2uMbj4lh1s9htkZx55Dan3H1qdedU664tx1SnHFrcWtalKUVEqJJrPcf0qv8f1Bb7btfINxX28yb3fbnGbtVrD7SENWW1o4UYsdKfiXHu5xx0nuX7ifCUAVYNKUpSlKUpSq66htTOb00tl2pmb+qyOZNblQkTwz6wZV3JUCUdye5JKeCOR4JrUXryxC75hiWjelKwZJMyTa798t9wavqYYakRIMVpbUm6Olr/syO8oUexQ5LR4PKRW/rYKUAE88CvqlKUpSlK4rmlK81yt8e62+TbJZdDEtlbDnovLZX2LSUntWghSDwTwpJBB8ggivFimK4/g+NWvD8UtbVus9miNQYMVskpZZbSEoTyolR8DySSSeSSSSaytK5pSlKUpWBuWD4vd8ts+c3K1+0XqwMSo9tfW84UxkyAgPKS33en3qSgJ7ykrCSpIIC1A52uaVxXNK44BrmlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpUd2FdMvsuE3m6YBjCMiyOPDcXbLW5LbjIlSeOEIW64QlCeTyok/AHjzxWiWDYf182qLfWbj082GDl+eJ9kyPZCMzjO3hlLh7fVjoDna03HSQWYzfa2n00+ColR/Q5IISATyR99c0pSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlK//2Q==)

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)

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Z12kSm0ymXbHb1KkNToy+grQ9AlD0bceRwxbXgg5AU7YwnMce2FiNmznE54zbPfoLNwgvinHqMughCqp/BeF4VF90VFRfpX8ZnnmEa5spZJsDMLLjVpF0GVnXee1EYRwueoeo4SD2XheE55XhagP63nip/wAyesP7sg/i1M8D2prLaUWVN1psLG8rjwXBalO2W6MTRYMk5ETVoi6qqIqoi/XhalNcWbExTF8P/KHeOtpxLG7VZIRWHLHljW6E1GaVwopqRdGxROyr7qvHK10dvfFcXvmuMivd6xu1XC42WwXZy2y5UJp56ERxDQ1ZMxUm1JBFFUVTlETmq0/J0f8AmWas/wDZT3/7b9XHtPYlq1Xg1yzO6RJc5Yog1Dt8JonZVxmOmjceIwAoqk666QNj7cIpcrwKKqcVa+wbJ8S/KN4ddtgTfjs0yrWFxvmRONGZx48pyYYDDjopKgsR2gaYBR47+mrip2cWrCz7Tex735B7AzO2ePOu80hFEssq1XHNXhEXXGYb7T0SIgsukJF3Ts451bFVH5SX3Gb6+vumfPPUGHZxItDq2rH8gbuEvH5KMutsXSIy42sOUCiQOtD8Qjg8InbhkvZORqH6y15rPbnknkOUY3r7GLPh+lbotjtoW2yR4y3PJ0a5lSnXAbFVCIDvog3yQq4ZOLwoBXXCe3slZpSlKUpSlKUpSlKUpSlKUpSlKUpSlVp5BbriaJwAcr/R2VkV3uVyh2Kw2SK6jTt0ukt1G48dHFRUbRV5UiVF4ES4Ql4FYhF8qo2L5Tf8F3XgF6xW74/FiXFyZZ4su/2p+HKIgjuDIjR/UbMnGpAem8yC8skoqQ+9e/QnktF8hsozRvDMJukbDcSlN2pnIrl3jFcrinKyGWohghgLKdOxmSKqmidU+tXXSlKqHZvktiupto4Vq7KcOy4ns+nM2yz3mLCZctiy3D6+i44ryOAQookv7NflLke3BIluovKc1msVzjsXzexLWe3LfpK96a2pLye+Om3ZG4FqhOs3YBIhV2O4ssU6fISqp9FEfckFK6AsNzevVlgXeRZp9pdmx23zgTxbSTFIhRVadRszBDHnhepEnKeyr9a/q9Xm1Y5Z52QX2exBt1tjOS5cp80BthlsVI3DJfoIiiqq/wAkqBa/3ZaMu14/tvJYbOG4fIe9az3G+TW43xlsLojE51HOqRheIlVsDJSUFbIupH0H66l8gtS7zmZHF1VlzGQt4tKZhz5cVs1jK642pj6Tqp1dThFRSBVTlPrViVRV481dBWFxqbdr/eGMaenrbG8tWwTVx45KEYKA3JG/QJO7Zh3QlDkV+bhOal2fblia4ynEIuQWlP0Uy+SNrayNqT2ZhXFz/qrL4IPytyOUBt1CUfU4EkHsJLY/1rNKVA96ptwtS5L9hB20c8SIhWT84gJME8jgqQqhqg9lbQ0FSXqhKKlyiKlctvaVzzyEumtMbv8AotrWeNY1Nt+S59PfgW+EWS3KKik3CjxojzylGJ9x10lfJOEJOPmT3uvIto7rxfyqxTXM3FMbe1jmVuktQrkzKL86M3KPGdkuk432/wBzw2LfPTqiutqrnYkBahvQ+VUyXsizZT4/2vKc2lXaRG1xl8aFbI0C0W1eVjPvyze+KAmCVXRAWlc7jx25JFHD3i9nehrD49nr1Mmyu1aocnfpRaMbuYW6TeX5iA4UxG3XG2pAC+J9mHDQibc47LwSFIsL05sba3lRcvJ7N7DesGs9txM8TxmyXOWw7cHCdU1fmvBHccbYDkyQW0cIiXqaqP7q19asE8lLP4r3fxIb1rnVyzG8DMsz+a3PJYsiy/DyXV9SYkknllC16Kr/ALMjCkhEQcrypr19pXWsbTupsS1dEuDk9vF7RGtnxTg9VfJsEQj6/wDCilyqJ78IqJyvHNSDIsWxnL4I2zK8etl5hg6jwx7hDbkti4iKiGguCqISIRJzxz7r/Oo59hmlvujwr+34f4dbzGcHwzC0kDiGJWWxpLUFkJbbezF9Xrz17+mI9uOxcc/Tlf51vK4v2fjXkpkPlxgO8LN48OyMf11CvVsEFy22hIuaSwcaB5sCJEbBEUC4Ne3zKioij731u+57Pm6llW3B9TvZBfMjtciC/byvkSGNuN+KQ8uOuL1cETLqvp8qvHKcpUE8I8Y3Dq3Sdg03snWBWF/E7YbLVz/PcSZHnOlIcPqIMkpgiIacqSfz45rV6qh5B5U4xkWDeXutLA1kWt8xFGkx66ym4ovrDB5h9l5l1DFwGZigvDnKKvKoJeyUtePE7L4vlVbtjWLxqvz+C2a1P2X0T2aXxcuR8WRNzgcclq8DPp9V9BTT+PIc/W38Zgbl0Jtvb98d1hsLZkTObuF2xh62X+IVujNelykNyPLkAsEheM0V4EcE21Beo+n1WW+FPj7lHjtpN7G80vSXLKsjvEzJ72YO+qDU2SgIrQuKid+otB2P6EamqeypWk/J46m2LqPQL8DbNvnQctyHJbpf7pGmEyRtuvOCCLyyRCqGLQufX6mqeyIldO0r4uS4rL7UV2S0Dz/b0myNEI+qcl1T6rwn14+lfasKvH1qjb15n6FsV1nxJN/u79rtF1Gx3XIolhmP2O2z1NAViRcAbWO0QkYISqfUe6cqlXgy81IZCQw6DjbgoYGBIokKpyioqeypVY7G8jtZ60ydrB7k9e7zk7kFbodkx2xy7vOZgoqisl1qMBq0124FCLjlVRE5r3wN96su2m5W+7PkwT8Mh2t+7vzozJmbbDIKTyE1x6guB1JCbVENCRUVOaiGu/NXxs25l8DBNYbFHJ73PVwhjW+2TC9FoAUieeMmhFptOEHuSonYwH6klffaPmT446VzR3X+09kR8cvTcKPPFmVCkkLjLymgEBttkK+7Zcpz7e386sbXmf43tHD7fnmHvS37LdhN2C/JhPRSkMoZCLwtvCJ+maD3AlREMCEk9iSpJSlKiG0Nr4HpzGf0s2BfBt0JyQ3CjADRvyJkpxeGo8dhtCceeNUXqACqrwq/RFVNRrDfmvdr3i8YvYXrtbcisCNOXCx320yLXcWWXRRW3vh5AiatFzwhoipz7e3tzOrveLVj9ql3y+3KNb7dAZOTKlynRaZYaBFIzMyVEEURFVVX2REqn8f8wtG37MbJg7t7vFkuOUih42d9sE22R76CqKCUJ6Q0AP8AbuHVEXle48J7pUj2Rv8A19rLIrfhl0/Pl3yW6RTnx7Jj1klXad8GBdCkmzGAlBlD4DuXCKSoicrUnwPYOH7Nx1rKsIvTVytzjrsdTECbNp5s1B1l1s0Q2nAJFEgMUIVThUrV5BuPX+M7OxXTt1viDlmZMTJNrt7bROETMZtXHXHFH2aDgSQSPhCISEeVRUrU+QW64+i8FYyRrG5OR3q83aHj2P2SO8jJ3O6Sz6MMeqqKjY+xERqi8CBcIq8IsQh+VsDGspyLBd0YJesVvGNsxZrsu0Q5d+tUiJKIxjOBIjR/UbIyafH03mW15ZPqpInNbLQPknF8iL/mTmHYTc4mG4tMC1RcguKlHO6Tx5WS03FIEMAZ+RFIyRVU0TqnC1dNKUqot0+S2K6JyXEMfzLDsukRs1usWyW+8W6Ew7AanyHFBth4yeEwJURT9gVFFFVFVUVEtxF5rNKVUHlBqC/7g17AjYbcmIeU4nkFsy7HylLxGduEB71W2XvZeANO4duF6qQkqEgqK0Pm+S70bzy8xLfaYWLbV3ZEt+L47aok0bgWMWG2/EOTL5MfaFAUhcnvI2KKiKSsCikSGiWL43be0rY7XjGm9a45lUTGCWZa8cym4QEG2ZHNiqRy/Qkd1Nx4yR93u4AC76b6tqfRUT5+de89xePWsYew9WRcUltfnGNbZbF4ZkG8Tj7wC0rKgYgicI4hd+fqKp9OF0mYbs8qNabQ1/gF/wAfwG/ydsR5cW2x7c3LYDH7nGYFx31nScMpkUG1JwjFto16EiICKi1I9X79zWDvPYGg9v3Cx3KRh+ORMsj5BaLY7AachO/75t6ObzyibakPVQJe488oKpwsb19uXye3rrK5eQurwwy0Y26k53FMUutokTJt5jR1cAXJExmSCRnHTA0FttlxB6jypcrVX7i3Pj/kE94a7axxn4di+7Hjm/EI+5Q5IIIPxyLhOyg4Jj24TlERePerMzjywud+3nlGl8G2drjXFvwJhgb1kWZEDxzrg8HYIkOIUqNyADyrjymvBIgoPuirXlv/ACic3I8bwq13rKcF13dbvdb7ZciyiWw9drNAm21xtAaji06An8SDzTgm4+gAHfhT+Ql6c8cM5zvPLJks/McgxvJIEO9jGx3IcdhlHgXm2rBiupJAVfeRV9d2Q2XBqiE0Q/8ADXNflAif9JV4xe31h3T/APF+u6nJUWKLKSZDTPrGLTfc0Huap7CnP1VeF9k/lXPHnvJuUrQf6D26b8EOeZNYcRlykDuTMSdPabfUR5RC5DsCoqpyJlwqLwqXzNxrHrjYP0buVkgzbULYNfBSo4PMqLfHRFA0VF69RVOU+qItcqeE6IO+/KkRREQdhtoiJ/BEZcrre5W+JdrfJtc9tXI0xk2HgQyFSAxUSTkVRU5RV90VF/lX58+Yus7bo3xgs/jRhmMX6walm35hMjzma4F0as0JyV8QSkw2qyF5eIQElARTqiKXJIq9K+R2I4dmPhhmtittwCfYGsIdn2ubHfF1HEhxkkw3wcH2L5mGTQk9l+tWHo/KbhnOlsAza7AITshxe1XWSImRCLr8Rpw0RS5JU7Evuvv/ADqK7S2/uHDMo/MmB+MWUZ1bhjtuldoV8tkNlXS55bEJDqOL1TjlVRE5VUTnjlYf+sV5Lf8AIvmv922T8aro1pk+V5hiMW+5pr2fhN1eN0XbPOmx5TzIiaoJK5HIm17IiEnC+3PC+9e7LM3wzAre3ds4y2y49BeeSO3JutwZiNG6oqSAhukKKSoJLwi88Cq/wqJp5IePCfTe2u0/+KYH4tR4tqeKTmfDsx7dWAO39q0rZGH3Myik2xEJ71XBbaV/0wIzQO5iKEaNNISqgCiSH9ZDx455+3bXfP8A3pgfi0/WR8eF+u9td/3TA/Fp+sj48J9N7a7/ALpgfi0/WQ8eOeft213z/wB6YH4tP1kfHn799d/3TA/Fp+sj48/fvrv+6YH4tP1kfHn799d/3TA/Fp+sj48/fvrv+6YH4tP1kfHn799d/wB0wPxafrI+PP3767/umB+LT9ZHx5+/fXf90wPxaL5IePC+32767/umB+LUewbaninrqzOWPF914CyxImyrjIcfzKJIfkSpDpOvPOuuPkbhkZL7kq8IginCCiJIf1kfHn799d/3TA/Fovkh48L9d7a7/umB+LT9ZHx5+/fXf90wPxayHkd49GSA3vXXikS8IiZRB5Vf/m1Y1RbYe0tc6mszWQbMziyYvbZEgYjMq6zQjNuPKJEjYqap2LqJLwnvwKr9ErmLOPLXxkn+R+rclib2wh612qw5SxMmBd2lajuPrbfRAy54FT9Jzqi/XoX8q6G115AaT25cpVm1ltPGcnnQmPiZEe13FuQ4012Qe5CK8oPYkTn+apUqy2Je5+LXiDjU5qFdpECQ1Akut+oDEkmyRpwh/wCJBNRVU/jxX52aVy7Bdd/kz841ZtJ5ljMbIxkdjveNO/8AlVLpJekHGbJjlHHFISbcQx7D6bZF26tl1618HLrcbz4i6om3KWch9cXiNdzROeraK2CeyfRBAU/7EqmNQTl1R54eQczdOR22zrmNutN1xWfcyCGxNtURpz1hYcNUD/Zx9MXU7IvLauKPHzVXXjos3bulPM7EdW2mY/EyHIb6WNWl1tI5m7NhmgezqooK71aX51RETjnj3q5YG0rx4w53h1o25qHWeJ2PalzW1xJ+GCTb1rujq+ojE9TbAZIGTnHxDfRENFVW+FRU9+xdQ7cvfkLl2aYtqnWt8tz9isS266Zu2UgBmRkuAORozTQk42RDKHs+SoIpwiA52VQs3xf8hsb8kNapl9ltB2Wfa5z1lvVnNwXFt09jhHGUMURDDghIC4HkSTkRXlEtmY+cWI9JaiuyTabIxZZ693FRFVBHsqDyv0TlUTlfdUrnUvIryV5Xr4MZsqfw5yyyJ/8A3r12bf8A5FXC7wYFx8Ksxt0STJaZfmOZTZjCM2RIhOkIvdiQUVSVE9149q6ESuNPOiNebHujx12rfpgRtb4hlxuZDLeZ5jW1970wjSpB+6Nt88ghknUCXlSHsnOnzDYmKX78p/qGBhF0CZJbxC+Wa/zoZI7HeAWXpLUJXUVRU2jQXSEfcfVb5X34TqHyD0/E35pvKNQzb69ZmslhpFWc0wLxRyFwHBL0yVEJOzacpynKKvCovvXJHnLiM3ZkHSvhriWQXfJNgheLffbhfnwRyTAtURpxh65THAROimZoScKPYm+E91HmbeOdwezDzq8mMlutyZ+Kx9qxY3Bhc9ibhi0ZqYKS9gFTHkhFOqmfP1rS+PGxLZrLbHl9kF9flLaLRm0OUzAiNq44/MfYMEbjsinLkh9xGW0EU7GfRPeoqzheT2T8oJoTOdkBzm+aWXKLleW23zdYtzaQjGLbWOfl9OM0XRSEU9RwnXVTlz26o8n9RZBtzBLT+hc+PGynC8ktuY2AZRdY0idBcUxYeXqXUHAJwO3C9SISVCQVRaGzPIN4jnN+s9tt8TFNqbxYt1gs1uhTRnliWOWsX1l3uXIaFAVzvOfFoUUU7nHFFIhOrM8b9waXtlrxjTus8Zym3Yurcu34vkdxgIFtyORFVSlLHf7q446S+s72cAEe6PE2poBcenzi3NtXx90Vdtu6xaxd/wDMXpJOZvUeQ6Ro/IZYaVlGjAeRJ1SJDXhURET3qE5jvfyv1pddWO5FiuA3wNrTksSWi2JKaOw3Fxk3Y5HKVw/imEH5nzFkFAWT6IXYVqQ4p5B59hfkPetB7tuON3T08GXP417sdrfgtRIwPk1IiutOPPE506KQOCqKSeyii/TSYJubyi3Vqm4+RmuGMMtWPutTZWL4fc7RIlzrtEYVwRORNakikd51QLq22y4g8AiqvZeK08pNyY5v/Q/jFt3F21Zh5Dt7GXjjEfcokgfiAfYIuE7K26JhzwnPXnj3q1dq+VcxN/z/AB8wzYeA4AmL21q5ZLk+YmDgC9IFDjQocUpEf1nFAkcNxXOoivH73CLVzP5RK6O2Cy45fsgwjHLqebXbDL5nPouXCwQ0iMC9FmtsMve6TEcFAQpCCCtvKRKge3R3jfsbPdgSsrXI8rxfMMdgPQEx3KMcgLFh3Vp2N6j6oPxD6d23V9MkQvbj3TlV4u2tff7sNhsdwvhwZs0bfFdlLGhMK9IeRsFLo02PuZlxwIp7qqolUPpfTGTZDbsz2/uMXoOe7Ut6wSjtqvq4vZFbJItrZIlXq436hOvEPCG+S+yoArVUeOON5xb8B0545XbXmT22/wCq8kenZLd5NtNi3x40ZJisuQphp0kfFrJbaQWuy+iUpD9JeqrYHnrqrbu7tYW7WurcQt1zV66xLrLmzb2EIY3wromLaATZK56iKScoqdevvzzxWn2hZfJzMd1al2pbdDWYYut1ukx+I5m7COy3rhb/AIYmhX4fqKNESr2Xnvx7IleTHdS70n+X2ZbZynV1uhYfm2Lhhkg2MqZckxo7Zf8AW0BGU7dxFERtF5FS55Xivlq/D/KTx70tL8a8S1fHyR62BOgYhm0a+xYkBpiQ46bci4MOF8S04yrvKiyD3dR4RR+qwS7eIW59b454+4HrLCbVksTT95byy7XORkgQ/wA53BwyOUwy040RAPdeRNfbqqIo88rViPaRzrVW+c229atKQNnY5tBmFPudqCVAS62K5sNKBCys1QZfjmpe6o4BD/6JdU7fC4Yf5HHe7E9nGgsXzTA7kxeJN6wKI5a/hbRy/FW3A18QjbUyaANPEThdG/2zooXygpTfxA0VcNNytj3WNhY4JjOZX2PdLFh3xoSTtLYRG2nidJozZFx5wVPo2ZoAiA9l4RBrLeuo/JHNvLnXu98Z1LZ5Fl1is6Mwy9lrLL13bd9RAdRFZX0P30VRLsvtxz/GrAnwfKPam4tXz8l1hj+F4Phl3k3y7c5QFxlzX/gZEeOIC0yCIIrIJVRV91Xn26JzsPPW03w/HafmOOQ1mz8AvNnzIYfTsMhq3TW3nkLhUVBFpHHF4XlUb4T3Wrml5TLuWBJmGAWpnJHJ1vbn2qN8cEZuaDoibfD6oQihCSL24VK5l8YcA8jdabh2Xk+a6issa07TyhL47IiZa1IK0NI2YoCt+iivr8w+4qP1X29qlMbJ/IfMdu7e0Dl0qy2C2TsacueFZHjbjnx1sjvmcZg5PZV6vKQm4P7vzMO9OyJyNM5Pq3yzyvxHd8R79rvJchyq6uBBuWe3/Kre/bBZSWklZAmjpTXQRGxbBs2ENEL3X5U5urdcFjQXgrc9fnMS8TLXgzGEW/q0rZ3Oc9GG3xwbaHsXdxxwVQU54/ivCKqXDprEJuvtQ4PgNyfF6XjON2yzvugPAm5HittESJyvCKoL7cr/ANq1C9qeM1t2vlK5VO3HtzHT+HbjDBxnMZFshCIc/MjLScd1VVVSXlV9v4IiVDv1G7D/AMx3kP8A/Uub/wCFXdrbBGtbYhDw9jKclyFuErijPyK5lcJziGalw4+aIRoPPA8/QURP4VuLzYLFkUYId/s0G5RwNHRamRgeATRFTsgmioi8Kqc/6rWn+y3Wn3fY1/SI3+FPst1p932Nf0iN/hT7Ldafd9jX9Ijf4U+y3Wn3fY1/SI3+FPst1p932Nf0iN/hT7Ldafd9jX9Ijf4U+y3Wn3fY1/SI3+FPst1p932Nf0iN/hWtyPENLYjYp+T5RiuHWq02xg5UybLt0VpmO0KckZmQcIiJ/Gq9wfZviHsPMvs8xyJjTeTHH+MYtN1xY7XKlscEvqx25kdopAcAa9muycCq/ROatT7Ldafd9jX9Ijf4U+y3Wn3fY1/SI3+FPst1p932Nf0iN/hT7Ldafd9jX9Ijf4U+y3Wn3fY1/SI3+FPst1p932Nf0iN/hT7Ldafd9jX9Ijf4U+y3Wn3fY1/SI3+FE1drUVQh1/jSKnuipaI/+FSivDdrHZb8yEa92mFcGmz9QAlRweES4VOyISKiLwqpz/rVFZ7gGJB5O6maYwu0JDPHstV9BtbXpKSLa+nfgOvP73HPv+9x/GrvtOL43YnTfslgtsBxwehnFiNskQ888KoinKc1sXkdVo0ZIRcVF6qScoi/wVU/jXDc/B/MvYOqb9qPYGubQewMkmybXI2cKWuLAgWN5ehGyEd1Zjz3w6uNiHpNeznBEvRVOzd2TNseLOnNexdAWLGLji+GO2+0X6Lde4TJUHlqM0EVG+EKQ66fvwikThh1EuSRf5zsvJW2buyqXctRwtq61k2phMQtcZu0xzt9xQRR5Zb8x0HBAyQuSAHflIVEUUFQ4OfhjskPErMcJkZJHlbTzzIhzW/y4s1yI1ImrJaeOA3KRFcBpGm1aFxUVEIiLqiLxWx2DqnbHlHk2qrBk2tck1rheubvGyS6u3zIIc6VdJMcEFiMwMR971OFQlKQ8QkiGSoJKS1urVie4dG7y2vnVm1Tk+ybfsGRFuFnctmTxI7MBW2EEokiLNfaFn9r2VH2kdVQLhRFR4KVeF/jzkHj3rS6xM1vQ3LK8yv8vKr6Tb5PNMy5PVFaB0kQneogPZxUTsSkv04q+JsZZkN+Ikl6OrzZNo6yXVxvsip2FVReCTnlF4+qVzivg5YVXlfI7yH5X/1lzf8Awr34/wCGdmx6+W+/R/IPfUpy3SmpQMTdhS5Ed1QJC6OtEnVwF44IV9lRVSuhU9qpLybY8g/Rw2fpGDBvNqi31tcysLkWG7KutoXju0wUwwZFfYuUUxX5hVC4FRKHao0pmWT+Q7vkbsDCY+DW3H7K5juGYj6sZ6REF41OVcJHwxHHaed5UERoiVQVEMvZEX6YZtD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)

— 4.5.6.   Cálculo de triglicéridos

A partir de la composición calculada de ácidos grasos en las posiciones 2 y 1,3:

|  |  |  |
| --- | --- | --- |
| AG en | Posiciones 1 y 3 | Posición 2 |
| 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  % |
| Suma | 100,0  % | 100,0  % |

se calculan los triglicéridos siguientes:

|  |
| --- |
| LLL |

|  |
| --- |
| PoPoPo |

|  |
| --- |
| PoLL con un isómero de posición |

|  |
| --- |
| SLnLn con un isómero de posición |

|  |
| --- |
| PoPoL con un isómero de posición |

|  |
| --- |
| PPoLn con dos isómeros de posición |

|  |
| --- |
| OLLn con dos isómeros de posición |

|  |
| --- |
| PLLn con dos isómeros de posición |

|  |
| --- |
| PoOLn con dos isómeros de posición. |

— 4.5.6.1.   TG con un solo ácido graso (LLL, PoPoPo) [véase la fórmula (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   TG con dos ácidos grasos (PoLL, SLnLn, PoPoL) [véase la fórmula (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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bqo0XuBvk8tKS20oqUNkLUFkeQkjzWVvPsx0dx91DaNwnkpQA3J2A3PzJA/tNY7jOpOEZhcsgtGO35qVLxa6/Ud2bLa2vZ53bQ52d1pAWeDiDugqHnbfcEDJSoJG6iAK68C5W+6smTbJ0eW0FFJcYdS4nf5bpJG/kV2aUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKVjOoeDs6h427jMnJcisbL7iFOSbDc1wJRSN90B5A5JSoHY8dj8iD5rVr6NWAxarVr1aYq5K2IOs1/isqkyXJDpbbQwlPN11SnHFbAbrWoqJ8kk+an7qZ1OlaNaA57qbblAT7BYpMmAVM91IllPBjkncbp7q29/wCW58+ladZrpJYNIPo7bbrdZLCzZ9W7JY7Tlasua7bl5XdH32XHlPTNit9tYfWgtLUpBQQgghIqW+sHE2tS+kfI9Vb3kWTQ5MXT1+4ptFrvciHbHZLkTuc3mW1Av8S4oBLilIKQApKtqvUEcPo0mg2lA46H7JCgOP8A4Cdgd/G3/SoW6VtMukLT7UbD7yuBqaxkOQMpk4XMz5mQi1TH1sJJ+rS4lKe8lCldvvJS6UufAFEgjY3rewTKNQ+nDIrFhuOHILjGk227C0I253FmHOZkvR0AghSlttLSEkHkSBsdwDBOqGoOhOo+Z5Lr/kOCnNsHxrCIuNQParQ+0/c8ilzy8xbIHdbS8X+PbQso24d9KT/XAlbo40u0+0Ktk7DrnecMjauZYTkuU2S1S2EvQws/BGZjhxToix0qDSVkkKVyWSSsms56rcIc1D0ZuuLxtJpOokuQ/Gci2hi/osq0PocCkSfa1KT2u0Rz+Hko7ABJ3NaY9IGjmscbWq8XPUSK1qpBw7UWZAmy139yIbFehEaW7eFR1hKLkS282wlxf75HD4UhOxHoJqJgUbUbHRjczJMkskdT6HHXbDdXLfJdQAQpkvN/GEKCvPEpV4BCgRvWs30Y8Ji3aX6pwYxeLbGrmRtJU8+t5xQSmMkFbjhK3FbAbqUSo+pJNbS54xlEnCMgj4TIQxkLtqlotLqykJbmllYYUSoFOwc4HyCPmDXnZ1D6MtaTdBdq1Oz/ABW14h1A2GTBcZyCz3FTl3n3Z6alLinpqSXJTrrCnXFtla20qBCNkoSKvOa6uyNV+o3CNFNcLLdcjYwDB7bkeR4NZbd7aq/ZTIYZUtuRHSUtFmMh4vdtau342PLkEHNtP8Pcm6H9Qfug5lcIuW5HdnhFxZ63NWB7ELilCW3IKGTs2wstDYOgJBKUqC9wViO+rvTJnQvTrQzONH8IsWC68PZHarKzGxl9X+kluNEyY7yiQq4N95LAK5BWohw8lHmrfbbrT07y3Vfpbz3BcJhGZfJ8Bl6LECuKpRjyWZC2En/ecQ0tCQfBKgD4JqB8+1M0G1QyZWtGU6f/AF3gGn2m8u3zW5tmcbU3fbjMhey2mIl1tDntgTHdaPAJ7ftKEkjmoDPujPS7TzRT2+PkT+H2LV7UMC/XXGYU1lMm2wgn9xCZYLinVNMN+FOeebnNSidgakPq0wKRqPpG9jdv0mlagXBVwiyIMGNkabGuFJQVFud7WVAo7J+LZAWokgBJ87addD+kurkXV673vP4LepsHENQ77ZpV6N9XCNivjbfKVdFQjsieZCZCWg6rd9A+HYISnabfpIsrya3YDp1p5aRcotm1Fz+043kE2DJLC/YHF7rihafjSXtj5T/VaWDuFVYdVsdwvpm6tdA52i1ls2IsagzpuKZJYbNHahRrpDS2ksPustjiVsOO7pcCQo78SvY7VtrqfHzKdpllkXTqSI2VyLFObsTxUhIauCo6xHVusFI2dKDuoEePIIrzz6l9Ik6L9EeI6lXfEbZhfUHZrhbmY92sM9btzuFzel8XkvS07uTVushbq0LUtKVhSUEpSOUpp+suoPrRxrSrWXGYd5smmembF8vdnmMNrgqyWf2UqW7HUVNyUobJDe6SG18iPPk5Z06XV7Ber3XDQHG0tw8Es8Gy5FaLQgbMWqTLZSZLcVI2DTK1K59ofAlQ3SE7q3ibXPUHKtVepfp1zWHdHWNOHNRnLdjUINkJu64yAHruolX8CnFLZjgp37aFuhRS8K2X62sAyrUzpjyzFsLshvN1/wBH3Fu2pPxTm4k1iS7HQNjyU42ytCUkEKKgPtqCdStRNCdSswvOvWR4KcvwPD8ATYm0yrO80/MyCdPbcj2qCl1tLplcUBtZQAEe0oSfVYEndG2l2nuhkOfjV5ueGW/V7NP9ZMjsFsmMpfgtK/2URljuKd9mjpIbDh5c181lRKt6kPqpwk6haK3vFmtJpGo0iUuOqPZGL6izqU8h1KkP+1qUntdpQC9xyJ47BJ3rSrpS0Z1oj65XmdqNEa1VhYdqEY9wccyJ2Kqw3gwmXDeC0sJRdClpxthK3P3qOG6EAK3G2fV9gusOoWL4bj+ldlg3mB+1kF/LLTOuXsUafZkJWpxl1wELU33A0VIRuVbAFK08kmB8ixiDo59IzpliHTpaYmPQsssMubnmP2dKWbcYTXNLMtyKnZllzdAAWkBRIA23Wee+o32G/r9tVpSlKUpSlKUpVpyzK8cwXGrnmGXXePa7NZork2dMfOzbDKBupR28nx9gBJOwAJNYVp11F6TanXYY5j+QvRL25FZuDFpvMF+2TpUN1vuNyWGJKULeZKd/jQFAEKB2IIq6QtadNbpqlI0ZtOTs3DLYNuXdZsGI2t5MJhLgb/fuoBbaWVKADa1BZHnbas3pSlYnnurWl2liYK9S9RcaxRNzLiYRvV0YhCSW+PMN91SefHmnfb05D51d8kyvGMOsErKstyG22azQkJck3CfKQxGZQpQSFLcWQlIJUkbk+pHzqOfe66V/X3kNMtvn+1cHb/3Kk2y3yzZHbWLzj92hXO3yQVMS4chD7LoB23StBKVDcH0Nd6o5yjqP6fsIv8vFcy1uwSx3mAUiVb7jkEWPJYKkhaeba1hSd0qSobjyCDXfwnXDRnUqc7bNPNWMPyaYwAp2PaL3GlutggkEobWSBslR9P6p+VZvVizPO8J06sqskz/LrNjdpQ4hlU67Tm4kdK1fwpLjhCQTsdhv52rH8L180O1HvP7O6f6wYZkt17S3/YrTfI0t/tp25L4NrKuI3G528bis9pSlKiZzq16W2nVMu9RmmiHEKKFIVlMIEKHqCO561JV5v1kx2yy8jv8Ad4dutVvjrly5sp9LTDDKU8lOLWohKUgeSSdgKjP3uulfbf3kNMtvn+1UHb/3KkbGsqxnM7QxkGI5DbL3bJSQtibbpbclh1JAIKXGyUkbEHwfQirrUf5j1BaFaeXteNZ5rJhOO3ZttDq4N1v0aLIShQ3SotuLCtiPIO3mueHa+aHah3T6jwLWHCsiuPHl7Ha79FlP8fn221lRHj5VntKUpSrHmuZ45p9jMzL8tnqhWq39syH0x3Xijm4lCfgaSpZ3UpI8JPrufG5rTD6OvUrEo981axaZIuUK7Zxqnf8AI7FFmWabGVLtzjbbiH93GglAKW1/CtQVukjbfbfO9QNRbT1j6V6/9POM4llNjyvGoUi2txbxFEP25zk77I+ys8gWXX4ik+RvxG/jcEQlnerVl1E+jpsuhFuurtz1ZvdstGEuYq+rhem7qw+wl7vRVfvUNoS0XC4oBPbKVb+RU5dYGSWDTXpAvWkl9nSJGR3zCX7HaosC2ypRmyW4zbKgntNq4DkpJ3WU+Dv9h2xuyay5K39H8yrQFSp+faf4Zj0SfBl2OQsxVobYTMQph5tPeKWW5Pwo5eUeNyQDhXVHmVr6q7Dojpbojm2O53m6cstOQXe4Y+p5LNlYjsK9onu8Fn2Ic1/C08e76pQCtJr0C/hSSr+ZrV3AmXuqfWVOuMlIkaY6eSJEPT5pfFbF5uw5NSb36kLabIUzHV/JxwbGoU0AjQk6IYddsl+rF62nW+U1cJEQIE9y8/WjqbgiQUjvJb+re/zTsNmAgkBHmvQ5P8Irg1HYYLimWUILquaylIHJXzO3qfHrVjzrOcY05xqTluYXFUG1RFtJefTHdfKStYQn4GkqWd1EDwk/z8Vp39G3qTisa055gk525Qb7kuo2QZDbIU20TIyn7e6hlaHuTjQQkEIV4UoHcEbb1P2D9UmE5lqDqTpxIx3J7BcdM+4/OcuttU21OhIKkqlxeHJTrXJCuPjdQKSkHfYaWXTq2021Q1LTqvrRpdqncjh8mUrAsVYw5x61wXB8LdxmKUpKpEtzglSRsG2ElKUhSwXKkexvp0P604WumuqrFjEPVrS+FGuN576mbVHyGOmKZMdTr52a5IZT2gojkkAeVBVdzp0yu22PVrqo6rmrRM/o2u0y2IssuDEU6byuBHW3IfiNtp/foddWni4ncLLm5PhRqJsc6obDmebua15Tpjn131pkRHLVgtsuWJPfsziinlbMtBwKS44tSlJ9omEBRBUG0oSAD6eg/Dur+ytYbEw51U66MZ3LaEjSTSi4ODGwrZbGRZM2pTT1wG5IWxD/AHjTSgBu8pawTw2qENK40f8Aopyi65qLM5rM1r0hlElASmcu7i6MoZRuB3xGMIyAQkbiGXikcdzXocn0/l9lcGY7Efn2GUN9xZcXwSByUfVR29T/ADrX3rpy3D8S0Kfcz/SSbn+PXO6w7bcIsWWiIu2tuFRFw76/9iWlJSUuAp4rUklSE8lCA4WnuFa29YOmN40jye657j2lrKrvkmbyrwu5tpdQyEW+1RpZ/dOK5AvPJQFKJcUpa+e+2y1h6qsIuWq2oekl1xzKbFO06tq7xJmXC1r9nuEBoI7z8Xt8lupQXEAAJ5LCgUg+g0rm9XeB6h53/TXq1pTqhcshxUThp9i/7HuPWezOHw1MkKKkrkS3C22or8IaSQlCSpHcMtum+aI9ddi1m1cuDVjx/VDTmNZbrcUOlNmj5KwWT7Op1ewZbKW/3JdVupSyAdzsOrhOnFx6mta+pfPMGzWZj+HZjbLRhdsyi2tofM1UZpv21cUq/duMlKVMlwHz3TxO6dxGPVFEyvCNY9FMRka7uSxgF9Q46bdpqlmNisUxmgy6ER0Kadb4cEhsHZIT6Dbx6SYdNFww+x3E3r639ptsZ76xMX2X2zk0k97snbtc9+XDxx32+ytdsKZX1U62MawzEiTpVpnMej4QhXFbF8vqCpmTeB5IWywQtmOr/f7jgO4qEtD40UaMWu65SbU5rUNdnGZciMEia5efrUpkoeKR3ksm3GRzSB4jedgjc16HD0rg2wwypxbTKEKdVzWUpAKlbbbnb1Pioj6p9fPd30nnZtBxqdkN7fcTAs1sixH3/aJa9yC52UqKGkJC3FE7bhHFJ5KTWrfTBrFh83Vu3x8Ew7Ob3qbqNeBIzrMs1xNdvaXbmIbq1swy2spitoUyyllk8ht4Wpagkj0DG+3n1qtKUq1W/KsZu10mWO15DbJdxt5IlxGJjbj0cg7HuISoqR58eQPNXWrVdsqxmwy4dvveQ2y3ybivtw2ZUxtlche4HFtK1ArO6kjZO/kj5135UuLBivTpslqPHjtqddedWEIbQkbqUpR8AAAkk+BXWsl/seSQU3THrzBucNaihMiHJQ+0VD1AWgkbj7fNfKRlONRL2xjUrILazdpTfdYgOS20yHUefiS0Vc1D4VeQPsPyruXC4wLVCeuVzmsRIkZBdeffcS222geqlKUQEgfMmuvZL/YskhfWWPXmDc4hUUd+HJQ+3yHqOSCRuNx43rr3rMMUxuRGi5Dk1qtj00kRm5k1phTxBA2QFqBV5IHjf1FXeoR61dN8q1Z6Zc1wjCbem4XqQ1DmxISlBPthiTWJSo4J8cnEsKbG/jdQ38VA+pOpWkefZPO1zzDSuVkOEYjgK7Ai23zHH2nrjklxnR1x7TCjyWA4t8BkNrWhJSn2hA3IDnGQejvBtLdDPbcGvGQYNb9Y8zP7Q5Fj1pkx2XISOO7UKPGSoqTHjNngPHxELcP8W9Sp1F69W3py05m6l3zCcjyC2QEkyjZ0R1eyg7BC3i66jihS1JRukLIKtynbzUdPdcuKWWPhd/zbSjUDGsX1BR2sfvU2Ay4JEvgpSI64zTipDSngE9gqb/e8wdkjdVZlgPUlDyfVRWjOZaeZBguVSrOrI7TDu78N76wtgd7RWFRnnEtvJVvzYUeSQCQVAE1a3OqdzIMpySyaQaQ5RqHbMJnqtmRXi1SYTEdmYhIU7FiiQ6hUx9tP8SEAAKKE8t1CoJ6/tTcD11+jou+quEOidarjKtL0RyTHCH4rqbk0062pJ3LbqFBxtQB+exKTud4ozTb1qjtPNpcQppsKSpIII2HqDXml9Hrqj0+6fWLWrENW80wexJuGoFw7FtvkiMyl6LxCPhac8FvcFO223gis96KsggYBmvUTqnbn3Md6dGrl9ZY5IcaXHtfJAUZT8NlQ5dsjiN208FfAlIJAAm1nrLYt2M2vVHOdFs0xXTW+vxGoOUznIS0tNynAiPIlxW3i/FYWVJ2WpKtube4HKoN+kkm4xjvUD0nZdfX7db4MXNnH7hcJPBDbcZqTblqU64f6iRyJ3OwG5qzdcWXaX6zOadp6Qb3Ycl1uZyyNJt1ww9Tbs6JBQ0tL65ElocGmQpUcHvK47A/YFVtlnHUizZtSHNGtNtP7zqDmlvgN3S8QrdKixI1oir/2SpMmStDaXHCQUNJ5LKd1EADz2MX1jwzXXAM5hRrJOt9yxpc6x5Dj98itCTBlJZUShxCVLbcbWkhSFpUpC0n18EDX/wCh/hQ2+kWNLbiMIfeyK5lx1LSQtexaA5KA3PgAefsAH2VvDVCdhvUW6y5HfrLl+j8Cy3KVFj3zOjb7k2z4EmKLLdH+0vx/D3WGl7Dby2Ps3qUUqBAHn+8GuVaA49Z7Qfpf8kBtULxpwiQP82R4dKYyS56fxcSU8vXYkb7eK38WhDiC24hKkqGxSRuCK81Oj/UnQvS7qL6tbLqpl+H41DuWdKZhRLzIjx25DKJNxS4htDmwUkBaQQBt8Q39azvo+ajr6w9b880bZ9j6f5tvZ9nkQ2zGssm+tpjB96KlQCV7FE3k40O3sU7kgoqX2+tKJcsWu+reMaL5rfdKbIZZkZhDVDCZDEZSkvSo0Nx5Mh6MhSVbuBI8IcISeJBgT6UXI8OyLTvQXUe1zrfIs87ObdPj3UoSEqguMF3nzI3CCkJUQf8AdG43HinXpqFoPrHptbLf083/ABvL9aFX62/sm9iJRJvEVxt/ktaX4/xstpQVkqWoIBIPrsRs/lmv69LW8G0xnY7dc11Wye2tuN4/anI6XFdloe1S5D7ikMMMJWFjmT8SvCEnztfdLde7VqFl190yvmKXjD85xqLGnXCx3RTDhVFf37cmO+wtbT7PIFBUkgpUNlAeN5SPjyagfN+urpP05yy54PmWstqt17sz5izohiynSw6ACUFTbSk7jfYgE7HcHyCKsf8AlIOin/jxaf8A0+d/8FbAYrlFhzbGbVmOL3FE+z3uEzcIEpCVJS/HdQFtrAUAoApIOxAPn0q5qI9Dv/cDVN0j057/AMwTWD4Vpw/jmb5jqFfr+q9XjKZDDDC/ZSyi3WmMlQiwUJK1cglbsh1S/HNyQs8UgADNAxFD5kiOkPEbFzt/ER8t9t6+hKT68/7gRQFI/wB/z/I1waZjMlSmWEoKzuopb25H+ew81V9uPJZcjyWUutOpKFtrb5JUkjYggjYgjxtXWs9ps+PWqJYrDa41ut0BlEeLEixw0yw0kbJQhCQAlIAAAA2qyxdNNOIOZyNRYeB2FjKJbQZfvLdsaTNdR58KeCeZ8Eg+fI8HwBWTcx8lf4TTmPkr/CaFSSNtlfgapukenP8AvBNYPjOm67VqXlWp99vf1rcr6zFtluQIZZTa7WwFKTGQeSitS33HnVufDy3bTxAbFZv8H/P/AN1UdQy+jtvNBxJ9UqRuPwIqqQ2hAQhBSkAAAJI2HyFPg/5/+6qqKFpKVpJB8EFJ2NdGx2SxYxaYthxyzxLXbYTYajQ4cZLLLKB/VQhIASPJ9BVnGmWm6c5OpowSxDLSx7Mb4LY17cWttuPe489tiR677Hb08Vk/MfJX+E05j5K/wmqL7biShxBUlQ2IKSQR8jXFpDDCODLQbSPRKUbD8AKwm0acPR9Wr7qtfL8q5SJdtj2WyRBELSLRASQ7IQFcj3HH5AC1r2T8LTCNv3fJWb/B/wA//dVHUMPtlp9oOIV4KVI3B/tBFVbDTSA22jilI2CQggAfyFVJSTv8f/WqOJZebUy83zbWkpUlSNwoEbEEH1rqWWz2bHLTEsOP2qNbbbAZTHixIkcNMsNJGyUIQkAJSB6ACrKxpnpvFzZ7UmPgdhayuQyGHb0i2NCatsAjiXgnmfBI9d9vHp4rJ+Y+Sv8ACacx8lf4TVCpJ9eX9wNAUg7/AB/9a51C+qHWV00aMZa9guperFssl9jstPvQnI8l1baHE8kFRaaUASnY7E77EHbYisS/ykHRT/x4tP8A6fO/+Cpv041IwrVvDbfqBp3fmrzj907vsk1ptxCXe24ppeyXEpUNloUPIHpUU9dmqt20Z6VNQM3x+U9FuqLem3QZLSeS2H5bqI6XR5GxT3SoHzsQDsdtjr91LabWDpd6OMP1I05xO1YzqDgUnHX27tAaQmU7KcWhmYiS+2AuU28Hng4lailfIH1AI36QolpKj9oH/WtJukzEMN6m7trfrTqxg1oyT9oc3mY9Z3bvDakLi2WC2lllhpC+fsx+NRWUEFazyJOwNQPpfqDmWuGN9OHTpmclzIbNcM8v/wBbNTnORuNmsaguPHkrWr98lIUeSFJPcS00CSd+Wyl1ag6OdfGmWF6aWiBjth1FxK7t5Da7dHTGhyXYKXHo0jsNhLYfSeSO5tuUKKT4A2ifOdAV4P0Jak5P1WY7iadTYL90vVvyuLKLt0kzysGA+uYAFpeLpDaWmyGw0G0lKfjSmR8b0k1U1k0C6dsx1lz9qBHw9LGQZnZbvbUSmb3GDR7HtCT47qWeAIWk7KeWs/vEDfEOmO74ajqc6geoLSZi22TRewY61AkswCYsS4XWM028/MENA/dcEMvo59scuZKd1KcFRRp1lOl2sHTfnus2u2H5jdrnqPKmftHqBExuNcY2Gxe+WGIMZT6+8GmWShRVHZUB7R5VyQePplppCtdt06xe32PIF363RbLBYiXVbgcVPZSwhKJBUPCi4kBe/wBvKsjUpKUlSiAAPO9awYI0vqn1qY1qmBMnSvTeXIi4M0ohbF7vSStiVeNuRCm2CHGI5I/i7jiSCBUJ6NGNG0fetGWTbTI1nRrzu4ppKRNcvAuqCp5xI4vdg28SCviB/mnMD4dxU3/SNTS/0nZnh1vtl3uV5yaO1CtUO2WmVNW86iQy6oHsNrDYCEKPJfFPjbffxUS61ar4nkOGdNVqgWXMpysXzTHchvqBhN4UmHBhxJMd9x0GL5Ul4gBABWR8QHHYm5X/AFCsV3+kR09z+3WrK3cdj4K7j7ty/ZK6oYbnypCnGGlKVGHHdLqCVHZCNyFqSQQKdLmo2MdHmIZdonr0q42C/wBtyu6XC0r+rJLzOSRJDja2F29baFJfcVzCewlRdSf4gPO0Hai6cah4l9HfmOKZVhl/jZvq9nD+YW3E4FimSHLYwbhFWuOsMoWlji233QlZR4XxG6goV6RxNT8Pb0xZ1MU/dRYUR0Olf1HO9q4hwNH/ADPs+078x6drfb4tuPmtNfoxLmMZmao4jk+P5JabnlGbT77aUXHG7hGbkQe2Nne84wGkb7HZK1JUflWxXW/pVletPSxn2m+DR0SL7c4TD0KOpQT7QuPJakdlJJAClhopTuQOShv4qAtetdcf176WXNBNK8cu121Qy632+zu4jNsspqZZFcmDIfmhbaRHbZTuUvK2QpXEoKh5GIdXW9p1Y6VsUgQsryI6MX2EctuUXF7nIaYYbFtPtHcQypL3JLDiiGlOEEEHz4r0OsF5teT2ODkNmLxhXOMiTHU/FdjOFtad08mnUpcQdj5StIUPtANai4pfbf0tdWGteRayqesmK6rrtN4x/JXYzqrZzisuNPRH3kJUlh7dzdIcKQsAcdypINn0muMmHnnUN1W5TZb7YcO1AdhWDGIqcdnrk3NmNFU0i4+ytNKeSh4kFKlNg/Eoq4+hxT6OTVzGNBOmdjBdVbNm9kv7N4uEtUE4Pen19pwoKCFNRFIO/E+OX9u1bTdKGd5zqdp5ds+zmy36zuXrKLu/a7feoi40mLa0v8IiC0oApHbQD6eSVHzvuZD1G08x/VLEpeF5Q7dUW2cptT31bc5FveVwWFgB5haHAN0jcA7EeD4rUrWHop0PsOXaQwYAzYtX3OFW6X3c2uzquz9S3N74FLfJbVzZb+NGyuPJO+yiDPOmPSlpLpJlDeY4h+1f1i2w5HT9Y5Zcp7PBY2Vuy+8pBPyO24+ypjrzitWpVht/0k9/1yl2XM0YPIwdNkau4wq8qQuaksbtBsRS5/5a/i48fHr6VsDbupw5v1AMs4zZM4Y02xLCrteL5d5OL3KLGlz1PxQwy206wl51bbSJBCUIJUXCEglO9Qx0FZHFs/Ut1EPXywZRbmdTMy+ssWfnYvco7M+Mh24OqcLjjAQyODjZ2dKCSoAAnxW6+q2JzM50tzDB7W+1Hl5DYLhao7roPBtyRGcaSpW3nYFYJ2rTjTDXmw6X9H7HT/k2LXpvV+xY5LxdjBZFmkvy7rOAfZZUwEN8JMVwjmXm1FtKN+Stx5hHX3A8lwDpr6b9BJNnye+ZdgGQQL9kbMDHbjLbgRni6+pPfbZW052u8GuKFqV8HhIHgeo+IZPZM1x2HlOPKlKt9wSpbCpUB+G6QFlJ5MvoQ6jyk+FJG/r6EGtWdUEyND+uS2dR2bwZqdPcgwBzDpN6ixHZDNmnNyxJSuYG0qU0ytKdg6QEJJPIgAmuGnDU3Xfrll9QeFxpDeneI4UcYiX32N1hnI5rz6nHAwpfHvstbkd0ApKkJ47ghVbhH+VQTmmP9Z8zKrnJwXULSS34+uQo26NccZnyJTbPokOuJkpSpf2khIG58VZf2W6+/wDiron+ULj+qqf8aRkLePWxvLX7e9e0xGhcXLc0tqKuTwHcUyhalLS2VblIUokDYEn1qO9WumfTDWq+xMizc5N7ZCiCE19WZPcLa12wtS/LcZ1CFK3Wr4iOW2w32A2wf3Ben37/AH5/vX6mnuC9Pv3+/P8Aev1NPcF6ffv9+f71+pp7gvT79/vz/ev1NPcF6ffv9+f71+pp7gvT79/vz/ev1NPcF6ffv9+f71+pp7gvT79/vz/ev1NPcF6ffv8Afn+9fqae4L0+/f78/wB6/U09wXp9+/35/vX6mnuC9Pv3+/P96/U09wXp9+/35/vX6mnuC9Pv3+/P96/U0PQL0+j/APPvz/ev1NdGy9EXTFkltavOPXjMLpAeK0tyoWo93fZWUKKFALRKKTspKknY+CCD5FW2L0j9IE7KX8Hh5rf38jipK37Q1qjc1zWkgAkqYEvuJACknyn0I+dZB7gvT76/6+/n+9fqax+B0j9IF0yaThVsza/y8ghJUuTaWNUrm5MYSNtythMsuJA5J3JA9R867OT9GvSjhNt+ucyyfKLFACw37Vc9TLrFZ5n0TzclJTuflvXdtnQz013q3x7vZ7hms6DLaS9HkxtRLw6082obpWhaZJSpJHkEEg1aLR0k9H9/v0zFbFm9+uN6t3L2y3RNUrm9Kj7HY9xpEsrRsSAdwKyH3Ben37/fn+9fqae4L0+/f78/3r9TT3Ben37/AH5/vX6mnuC9Pv3+/P8Aev1NPcF6ffv9+f71+pp7gvT79/vz/ev1NPcF6ffv9+f71+pp7gvT79/vz/ev1NPcF6ffv9+f71+pp7gvT79/vz/ev1NPcF6ffv8Afn+9fqae4L0+/f78/wB6/U09wXp9+/35/vX6mnuC9Pv3+/P96/U09wXp9+/35/vX6mtjG20tNpbRvxQAkbnc7D+dQ1qbZOrO4ZY+/pRnGmFpxwNNJYj3vH5syYV8R3FLcbkIRsVb7AJ8ADfzvWK/st19/wDFXRP8oXH9VU36fR89i4hb4+ptwsc7JW0rE6RZIrsaG4eauBbbdWtafg4cgVH4uW2w2FRV1x6RXrXDpbzzT/Gobsy8yIKJtuitOBCpEmM8h9DQJBBKi2UgHbckDceo1p181FtnUx0o4D0/4FcJt41Iy2bYLZdLZJZd9vsjkRTSp8q5NFPNlDS29lqURuXEkE71tZknURb8R6gcX0Cu+A5SlOVwFPW/JkRN7UqYlLznsZc+xztRnVn7R8PgglQ116Zsqxvo6u+tmlmsV7lY/Hay6dleKm5qWWbraJCUFHsbgTs88FJSlxtA5Ba0jYk1DOCaNaj6MYT05dRuVWK+WyFjuZXu7ZNGjMOmVZbLd1p4Oymkp5cEoQS8R5QhwApOxrYpufB1769MD1A0xmtXvE9LsRuQu9+i8nILk6eFNtwWnQOKnkoUl5QBICFDfY+KiXUXqaxzVfVxydrJoBrff8Ewm8h/E8etOEuuW+6PtJUkXS4e0FtbqiVHsx+IQ2kEr5qWUple/dSfUhhf9B2a5nj+J2TTzMW3X80ulwt81lyypdcUuMy8ElXsjns6mk7rCkF9LiVKQniTH2I2GJr/ANemdZ5pRFNx0tumnzuNZTeozLke13a4PNLb7ZUOPtiwlSN1J3KQj+IbJ3sWnuoeOaQ9BeX9KOcwXhqlZYmRYpFxf2V1ydd5EqQ/7NJhs9sl5lXtCVpcTuNm1HcbeN1ul3CMh026d9OsEyuOmPeLJjcGHOZSvl2nktDmjf7SknY7eNwdt/WpQWhLiShaQpKhsQRuCK69stdtstvj2mz2+NBgxG0sx40ZlLTTLaRslCEJACUgeAANqtiMFwlvLF54jELInJXI4iLvIt7InKYG+zRf49wo8n4eW1Xwjf5/jVOI+Z/E1XiP5/iabD/6aEA/P8abeNvP40CQPn+NVqmwoUg+fP4mlNvtpsNtv/3VOI+Z/E1UDaq1a7zjFgyCZZ595tbEuRYJ31nbXHAd40rsusd1Hn+LtPuo8/Ys1dKVx4j5n8TVeI/n+NAkDz5/E1WqbD/6aFIPz/GgG3ihG9NqrSlKUpSlKUpSlKUpUd63aWYfqhiMiLmbFzlw7cxIkphx7xMhx5Cw3uBIbjuoD6ApCSEuckgjcD1rU7pV1FlaRfROxtRrXzRPsWPZDKhKbbSvhKNwlpZWUkgEB1aFEb+gNWzL9K7Dpx9GJBzOHYIVuzizY3bsvZv8Xb6xavDkhqSZglgd0uFTyt/i24qKP4fFbC61a1ZHg/RLeta2ny3kIwmPPYejNDZq4SmGkocCFHYJS8+FbbnYD7dtjr5q5pZYtGvo0LNmVgx+BZc8w6yWDIY18gpT7axeXJEdT8kSQOaysyHwrckFLhTtt4rKsInHqC67ZbGeWWDd7LpdprbXY0WWwhTDF5u6I77khppXIK5MKU3yV/Dx2A8hRjDUnVy/9PUvrWxjA5TlqsGNRMfnWCDFQOFruN6abakPR0khLSVOvd0pT4C/iCSdwct6n9OrP049BOLZng+OWzHs504GNToN1t6EpfauCnmWpRU8gBTyHe++laVkpcDh3B8VvvCdU9DZeXtycbSo7fMgGvvSlKUpSlKUpSlKUpVNqwm/6bLybU3G87vGQOu2zFI8ly3WQMANJubyS17etzlupaI63WUJ47J77qtySOObbCm32UqnEfM/iarsPwpt9tNqrSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlYJrPndrwDBZ1wudnyS5ma09CjxrDYZd2kreUy4UjtRm1qQDx25r4oBKQVDcVp90t4VP1A+j5l9KV+xHMMfzM4ze2nI97xy4WyO2+9NfcjD2p5lLK91OMKKUKUriVbjwraw5Dn0zKugK39LjFhyOTrHLtcHCH8WmQJSZzEtp9pLj7qi2pAjpZQHg8VcO2U/ED4rajWbQm5Zz0g3zQOI+iZdV4g1aIbiVlhD02My32FEnfihTzKNwfsJBP21q3nudytU+g7Helm0WXIpGrl3gWXDrhYbhbpaJsCVEej+0y5RU2QlhKWe53VK4lC0nlvuKzpjGHOmHrZOqeXm6IwbP8AAIONyL2yy87b2L3C9nabEoIChHC2Y47albjk4oBW5VtgV50MyzqjtHVxqNjFlmNWnU1qzwMNamMuxHLu5Zmm3ESWy6hB7LzraUoJASokgqABVXa1rzNXUd0gYV0y4hByCVqVkruP2K8264W2WiXYlwnGDOmXDm38DbamhutShy7gKSr0r0KismPGaYKt+2hKN/nsNt6+tKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKUpSlKpTiN9/P41WqcRvv5/GhAP/wDaAbDagSAd/P41WlKUpSlKUpSlKUpSlKUpSlKUpX//2Q==)

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)

0,00354 mol PoPoL

— 4.5.6.3   TG con tres ácidos grasos diferentes (PoPLn, OLLn, PLLn, PoOLn) [véase la fórmula (9)]

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

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)

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)

0,00761 mol PPoLn

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)

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inzYcinzHYbyO9qS2xKbbccZUk7DiElG9jewRy6t5bx0/ko4fjXTGkXgimqq7tLYQt1bERKwguOqSkoa2pSQErUlSt+AeZW8+zHbLr7qG0DQKlqAA2dDyf5nmO29kmybqrdx27Qq81IqFp1BqlVhktrb9mlONIdQ33LSErJQ4gjsKh518djmS75TQKnTqqyZNMnR5bQUUFxh1Lie4fZtJI35H58quOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOcKOhzSnp0taz+qXK2dcsZasWkXXAp13Ksq2RWobUpunwoLYS4iO053Fha1uJcW4nRUpQ0R26GcfJ63xc134WrtHuWrSakLJvSsWpTZUt0uyV0+KtHs6XnD5cWhLnZ3HyUoTvZ2ThecHl5T6/8AGuC8gUL5ysCmWnPugUqYEu0+qVD6xCXJDBBS8GewBKVggKJI+J5aLJTcGOep3qD6bcBzY1MgTsff2vtqjx3G24lv3A60loJZbUFIZS6480+pJAQnadI7TyNepTECMM9DdrZLuC06ZZnUJRZ1OQxWKFPU7VKhVHpgS8HpaduTXHWPUdW2tS0JWFBBKUjcwX/0fUHKtUqXUN1Y3bUaaqmWbSWSmh1JVO+a2YsRb9S9ctoIWPaXHlp0pQCQAOX7oG6fKRjygVjMMWNcEBF/hp+iUqsVZ6Y/T6KAFRvWKjr13/D6x2j0+9Lf+FRNru+4I2Aeo/N93ZCoVRlU/KVs0hVpPQae9McnyYURyK9SWwhCgl9brja0oUUpUFhXnSymJ0dPuHrvnWBhWv2FaVv0/FNq0OpZiuVQRGYbmtxm1t0oPdyGg464FPyHgO70ynagpZB+htr1i2a/b0CrWbVaZU6JIZSYMqmPtvRXWh7o9JbZKCka0O068a+znzw678Q5JRetw5Ox/b72OabJrVss1W43K8JzN2zTLjswl/NI7kN+yOKSv1Xe1R9PSUK7iebb9JWPq9jXGM63Lpxu3aVc+e5b9RfRcblcNfkFLaVVYynfriX+0e46AtIbAIA0OapX/lfp3xp1EZXtTrfxOzUptaecqdoXBVaWKqxKoXswS3BiBe/ZVhbTgBb7Qp1xXcpBAJzK9raqNJ+TdolvZpdqrcNdWt72xDctUyfEortyxlR2A6yFKdfahLaQFNhSitA7e463fujrH3THi3IM22bapuQqbkp2l+qy1khpxupSKaVD1HoIUPS9JS0gOBr3wW094AA5s1mKJfk/FF4wsXSfZ7wkUKc1QXfUQj06gWFBhXcv3Bpzt8q8D7fHPn71QYm/4IdImPcjR7MpVj9QNLqtLgxKhbs1bs+pVF50h5p6QNuTy62j1FpdU4AruSFKT/FJLbFSzh8oAzivPVpMVKhWJi9muQ6PUENyKZIqshcZEiYY57m3O0vPMp799pZ2k/DmLW9mtHSfU+rayLPmx5FoYvYgVy1IC39xaVNqaNGC0n3u1oS3kD0wQAQQAjuPMXtS28F3JiXGr97VW6reu+6bhpVwSsyzrV9RNZrTqvXMFupLV6rDfqfUoI9Nr+7HRIUSvb/rdsa6L/6da5SbQttVxz4M6mVlVGRorqLEOczIejISQQpS221gJIPcfGiSAYKylkHBeRr0urP1fsT+3NlUCy4NrUv2qkPtP1W4pU9x9mnU/wBVtLxe7S0hwo12+qAd6WBLXRzi7HuCqRNsqfWrNZy1dBNzXZRqTLYS7EUs+5HZjhxToixwpLSVEkKPcsnucPM06rrGdyJhuo2xFxNJyHMekxnYdKj3AiirZfQvuRK9sUpJb9Ijv90KUToBJ880z6N8PZijZmrFVyHEaylBs3ItRpsyeqvOQzQq2mK2t6sKjKCUVIrbfbZS4v65Hb4SE6InP5Sm8rroGILTs+31VGHAvy86XbdbmwZBZcbgOqKnGUrT7yS729ux/hCwfCuY3mi2bH6Yupfp7reE6HRrOF7Vx6y7golHYbhMVinrDYbeeaQNLXHcWFBzt7iXAFLAIHNvsgMXXLsG449iyEMXI9SJiKO6spCW5xYWGFEqBSAHOw+QR94I587uovDbWIeg+iZMvW1aXZ/UFQ5UBTFeo1RU5Vp9WemhLpempJcluusF1xbZWtCVAhHuoSOSap6t9QPVxjnD+Z7bjVem2FjBm6roos1hswXLjmJaaKno6ipuQhvu9xPaQhZUR8AeZZgirf8ADnrMzBgm2kMUywYdvUq6oVJRpuLSpbqUIkezIGksMuBQWpse4FJ2kJ2rcU3df945S63OmzIztRfjWHXatcjVn0tTSm/aYUWB2/O7gUd7lKeV6SSkFLDbSj5dIGz3Wvjy68qdLd92PZEAz61MiRZMaGlWlSxGlsyFx0/epxDK0AHwSoA+DyBsg5KwNk+6ZGbbnsE3BYNhY5kU2SibRnW3DXqhNiGLSYaXW0Oe2BLC2ldgHp+0oSSApYEhdGeLce4SRPgXBKs6i5ev8C4KzbUCayJFOia+ohMsFxTpZYR4U4d97neok+DyUeqKy0ZBwlcVpqxM9khc1LHpW8zWkUlUh1LyFIcEtakhr01AOb2T7mgFb1zR3ppwrmtjqDrTuR4LeVotnX5A+dG3bmejroNTXAjut1c+olAqxjs+mwC9pxJa720fWKI286yLHzLkGwLatzD1Kh1YLuunvXNSptT9gj1CiIDhejuup0v01OBnvS2e5SQRpaSpCoEv+1adhr5QfDlt9N1Hh24Lvp016+qBRkJj09yms+G5TsVHay0vSXQlwAKKkAeSff33TvtG/jrzznjjjjjjjjjjjjjlkvS87Xx3alUve9KyxSqHRYy5k6Y+T2MtJHk6GyT8AAASSQACSBzEsd9QmK8m1Zdu2/cDsSupYalpo1YhPUyouxnWw43IbjSUoccaUk/8xKSkEKSSCkgXClZqxrXco1DDdDuZqo3VSKf851KJEaW83Ba9UNhL7yQWm3So+GlKCyAT26G+ZxxxxzEr6y5izF7kBrJGR7ZtZdVLggprNVYhmUUdvf6YdUO/t70b1vXcPv5d7puy17HoMu6rzuKm0KjQAkyqhUZSI0ZgKWEJK3FkJTtSkpGz5JA+3mI2n1F4BvyvRrWsnNli1+sze8xqfTLgiyZL3YgrV2NtrKlaSlSjoeAkn7OSJxyhrdcottUqVXbiq0Kl02E2XZMya+hhhhA+KluLISkfzJ5gdn9SWB79rabatTK1uTqq8tSI0MTUtvTAP/qRkudpkNnfhxrvQfsUeXm/MyYkxa9Dj5Kyba1qu1FK1w0VmrsQzISggLLYdUnuA7k718NjnvYeVcZZSjy5mNchW5dTEFaW5TtGqbMxLC1AlKVlpSgkkAkA/ceZVxxxzhQ2PH+vNHemy4rY6UsqZ8xxmS82rTptRup69rber0pMeLUadJSVOuxnVBKXXEkNpcQgdySEjR+PLb035Mk9J/SRUs05Hx3d8iBfeQKjcDNMptO9WdTqfNX9W/LQopDaAiOpZO9fWND4q5nfUrkvDT2XcNxMi25OotOqbD9wULKKK43Rm6I6lorEZTy9FSXkdgWys9qg4j3F6V2Yl0n2bQYudMwdWdMj1dnH3zMii0au1D2iTKuNlkiRUKqruCnZCS4ylLS0JAU2lKUIPb4ied1dWBkW/hmfLuKso1Ks2oZv/D+1k2e49SKS4fDU2SoqSuRLcLaFFWghlJSlCStPqGbflFbiyIejWjWu+zTI9y5Dq1AtmrCM6tEVl6R9a+ltSgVemXWezZ89iifj8dyqfFYgwY8KMw0y1HaS0htpAShCUgJCUpGgAANAD7ORf1F5dqeL7RjU6yKWit5BuyQaPaFG7huXPUgqLjg2NR2EBTzq9gJQj4gkc1py3hgYXofT1ZdYqEGsW1VMns1LJNUqbaAK7XJLa3ES5XcO0tqkBwJSs6GoyPeKRzYTp8apEa78vwrPTFTbDF56jojnTLdSMCKqpIYCR6YbEgkq7T3e0KlhYBHJmejsSUenIZQ4jYV2rSFDYOwdH+fO5+HjmhVnM9MVTVl+zetORa8O/q3eE5VWF2PphGZTUuqFKdpLjpS4mKmMEhv0l96V+p3Hahu0WPU81dPHS1acq0KjKpllsZRfS1U7spjs5VPsVbznscp5jSXmEe60r+FCkBzuPppOxld9VSndR3W9hW5cFVql3LQsZxqlULouOjyVvw4qJCO1uGZDavRW45o/VJ2sBRK/c5OVv9WdhVTIWS8cVe3broM3GMRyozZFQpLnpVCC34ckxA33LeQFaAAT3LCklIOyBpY51d2dfl4uZzyfijJlUve3o89vHltO2e69Q7fdWNMvvLCkuSJTim21OPABKAQltO0Bwz1mjI2NKd1FWDbmc6G5YNwU21F1pjJsK4W6TEQ+r6uRS0rcH94ZUoE+msqO+0hGipfIZsPpcnZew/1QXra9rVCJTspoai2WxVlvolVlFOV67dUker9d6suUn1Qpwp7lKUSgII4zjkmy829BNi9PWOVxqxlGsM23QWrXZUhVVpEuItpMh2UwB6kZCAw4lTigkAOjZ0o7+ktPaVEp0dl8juZZQhZ342EgE7/25rLYDErqjzCc7ykB7G+P3pEHHTLoStisVQdzUmua2QptCgpmMr7gtwaJHIU6eo1OTg2watcPzarNy82TW6jIiJQKg7WPnR9NTRKKU+sEfNnrFadDTQaKgEeR9Dk/wj/TnRqOwwXCyyhsurLiylIHco/adfE+PjyA+uW7bTs/p9q02+sQzMiW9NlxoFSp0aSiMqIy6oj20vK/5PpKCSlxOilZQe5A2tOu5x5YmceqrES8OXTV8gULFy0Vy5L0lVtdVZh+g2kU+lsSztpTi3El15KQpxWwpa9g82gsTqlsi875yVj+Tbt0W/UMYFx2eurUxTbc2EgrSZcXs7lOtFTS+3Q7lDtKQd6GllS6t8c5MyOnLmZcW5SqUm0X5ZsG1WrOcepVOc/hbqEtSlJVIludiVDwG2ElKUhS0lwynOXcGIutKwc+5amN0GiZGxsxb9xVJpwpo0O4m+xz2dbqwPQZVoBpTqiVLOt8oKLjCV1U9QHUFedlXe5SrHrlDo1lRrlhMImMVZbCm3ZrbAV9W/HKUKjunej6igCRvkd9Qki7bY6ocLRKl1DSJqrCerTE6qxcbdjFrJdgspaBaZQW5CXRptIBIb7djXPpZRJAk0WDJM7231YrS/afR9L1toB7+z/B3b32/ZvXNbrcYc6qM5R8izGhJxLiqe6i1grS2LguRsqZfqQ2SFsRPrGmVADbxWsH3NchHEcZgYlrFWvIUZzM7eeks+0thKZq6uKq0hLaikeuI5gmQFBI2IZdIHbs8+hqfh/L7OdG2GGluONMoQp1XctSUgFR1rZP2+ORV1PZ1R084kqV/wAe259w1YrRCo9KhxnnVS5jm+1Ky0hRQ2lKVuKUde6ggHuUkHU7przRalRy9T12bZ18V3LOSayz/bG77ytNynxG6WxGWt6PBKFkRWkJYQllpXd3EJDilntI+hI3ob+POeOOOWqDdVs1Ory6BTrhpkqpwATKhMzG3H2ACASttKipPkgeQPiOXXlNPqdOpbKZFSnR4jSnENBb7qW0layEpTtRA2SQAPiSfHKnlMipU92c7TG50dUxhtDrsdLqS4hCiQlSk72ASk6JGjo/dzhqqU19qQ+zUIzjcRa231peSUtLR/GlRB90p+0H4fbzqKvSixDkipxPRqKkJiOeuntkFSSpIbO9LJSCoa3sAn4c9PnCCZ3zZ7ax7X6Xr+h6ifU9Pu7e/t3vt343rW/HOgq9KMORURUopixC6l9/1k+m0WiQ4FK3pPaUqCtnxo71rlQ060+0h5lxLjbiQpC0kEKBGwQR8RyD+tfHt15N6cbmtqyqIitVdl6nVVimKUAZ4hTWZS46dgjucQypIBBBJA+3kEZPyLiK+7trueLqxZIu2zKFZce1abTa7br7MitXLOnB1imwmJTAdU6AltC1pTpJeA8hK9SZ0e2Pi3BcaXjWddFjtZgugm47qolGksNLjOKHuxY8ZCypEaMghtA15AKz5WTyRupLqDpnTVjqXkuvWNclwUqEP705R0RymIVKQhsvF11BSlbjiUgoSsgnyAPPMCl9cVrUB2z5t64myFbtCyElTVr1KXT2XFT5YQpSIqozTqn2XHvqwwFoBdLo8IAURmWPOo+HdmUZeGLxx/X7GvAUcXJT6fVnoj/t9KU6Wg8hcZ1xKXErCkrZUe5OtgqHnlm+lW7clwXJDxDhy7MhUOzJy6bXa3SZEJlgS20970eGiQ6hcx1seFJQAO4pSCe4HkGdf+R7Ezh0ERsqWPIbqVHq1XosqA+8wA6yr20NuIIOy24khbagD9ihsg+d6pTDMlhTEhlt1pzSVIWkKSob+BB8HmhXyQ9Op7ONcqSWafFbeRkecylxDKUqDaYzHagEDYSO5Wh8B3HXxPNruoPOMDp6xvUMl1iy7iuGnU1Clyk0ZDCjGSEkpcdLrqO1sq7UlSQsgqB7SNnkf2/1n0Opv45nV7Et825beUpEem2/XKnHjIZXUXt+kw6yl0vtIcA+qdUgBz4gBOlGIslzG+o75RmgYAu6Mh+yMUW4u75VIkkrjVeoupZ9JbrQ2lxLXtDPalY17jv2L0Zu61sRWpk7p2u5dXiIZqlqUmXcNAqjQKZNLnxGVPNPMOIKVIO29EAgEH+Q5qvm7J1Szt8j6rJ93MIk1x2FTY8mW+0guOSo1ZaiuSAfPapz01KJGv41DQB1zdfpngwoPTxjJuFEYjoVZ9FUUtNpQCTCaJOgPjsk/wC/JM5i2SsnWHiC0Zd95IuSNQqFBU2h+ZIC1JSpxYQhISgKUolRA0ATyE//ABIOin/rxSf/ANfO/wDY5mGK+sPpuzZdSbJxflGBXq0qO5KERmJKbUWm9d6tuNJT47h9u/PJl54Px4knt9ojId7TtPe33aP3jY8cxLLdjVDJthVGwoNzO0KPWwiHUpLUYuvOU9SgJTDR7k+mt1rvbDvns7yoJJA5k0Wl0qHT41Ji05hqHDbQzHjpZAbaQhPalKU60AEgAfcOVaexKQhKSABoAJPgc49z/P8A93OHEsugJdaCwD3AKRvR+/4c794+5X9J5QSaFQZtYhXDMosN+qU1t5mHNcjJU/HQ72+qltZHcgL7EdwBG+0b+HPG6LYtm9qDMte76BBrVIqDfpSoM+Il9h5H3KQsEH8udraty3LNocS2rToUKj0mAj040KDFSwwyne9JQgADySf5kk8ufePuV/SeO8fcr+k88nWIj6gt6Ohwp+BU3vX+mxz0V2KSUKSSD4IKT550Zajx09jDKW0k70hvQ39+gOYVQccOQMpXJlOu1w1SdVIcaj0lkRPRTSaY1txbCT3KLi3ZCluOOe7sJYR2/VAnN/c/z/8Adzq8zGkAJfYS4AdgLb7gD/uOegUkfYr+k880sxkOqeSwkOKGlLDfvEfzOtn4cSGo0thyLKYS8y8gtuNuN9yVpI0UkEaIIJBHKej0qkW/SolDoVMj06nQGUR4sSKwGmWGkDSUIQkAJSAAAANAcssPGmOKfeMnIcGw6DHuia2GpFZapjSZrqPPhTwT3n4kHz5Ggd6HMm7x9yv6Tx3j7lf0nnC/TcQW1oKkqGiCkkEfcedGm2GEdjDQbT9yUaH5DmFWvjddIyRdeTq7XPnap19uLToCRELKaXSo4UpEVHvKK1KedfdW57vcVoHaA2nmb+5/n/7ucOoYfbLTzQcQrwUqRsH/AFB5y2lplAbab7EJ8BKUaA/0HOSUk79//wBeFemtJQtBUkjRBSSCOUVDotDtmkxaDbtIiUumwWwzGhw4wZZZQPglCEgBI/kByzIxljdu+VZNRYlCTdq2BGVWxTWhOLeiO0vdvfrRI+O9HXw8cyfvH3K/pPHePuV/SecFST8e7/YHgFIPjv8A/XnfkH5G62Ol3Et3zrCyDl6l0ivU30/a4S40p1bJWgLSFFtpSQSlSTre9EcxofKP9FROhnik+f8A8fO/9jk7WJfVqZMtKmX1Y9YbqtCrDPtEKY2haEvN9xT3ALCVDykjyB8ORh1rZTqmGOlzIeQqFIcj1ODSvZYD7bYWpiTJcRGacAJH8KngrfnWt6OtHWbqGxlQOmnoLtvKFh2tTbcyTYbNt1NuuQm0CYqouvsNzA/JQAuS277RIStC1FCwryPA5v8AU59cqnxpLmgt5lDiteACUgnX580d+USxdb9JVjfJgqVwy6vVMs2zD9KZXJb8GKx9cVIjxFL9BruKEklKN7HxGzvbrK2SaRiaw6jelWjSJqo3axCp8RJXJqM11YbjRGEgEqdddUhtPjQKtnSQSNRujuHkCD1odQcfKNeTVbnXRLYlTy1/5eG4/HU+YcfyfqGPV9JCvBUEd5AKiORVVcR9MFQyllTL2csU5OrseiX/AFhFcqlJjuroEOOl9pTbkpttaXXQlH/M9BLiUoUougeCNhet6i4vyHh7FFFlU+ZWbFrV60tphi00eo+/GXTJ3s3sQZ8fxFntI0kJ+Okb5X9F9qdM+M6pcuOMXWTcloX3GYjyq7TbyANcdhn3Wn0uBbjbsYq2fqFltK1kKCVEDmtNPxJ0mG/L5zHm7FOTKnHgZHuVqv1xuO4q14a0VySWVyWkrDrrfplhLpQ24z5Ic0e/n02pMmlzaXDmUN+K/Tn2G3IjsVSVMuMqSChTZT7pQUkEEeNa145UrUlCFLWQEpBJJOhrmsGN2XeqPMKM/T0+tjaw3pEHHTC9KZq1Q2pqVXCNkFCSlTMckbAC3BokEwjgYwmMJW3SLlmU2RmtGc31TjGCBPXWU1VZmuyEp7XvTNN9oKz4/u5SD7njkzfKVzFTOkm77EpdKrNUr10IiR6VCptIlTVvLZmxnnAosNrDYDaFHaykHRAJPjmAZwy7Zlwo6dEwaPeM9m2buptw1lQsisLRDhsQpMdTjgMXfeHlABIBX/i0Bon2l39Rap8pDat+waXdK7eOORaxqSrUqqGE1R+epxthS1RwEgocQouK02nZ7lAggUvSpk22Oj7F1bwPnZFUol1W7cFUdprIpUl9NzR33kusOU1TaFJkqX6qUeklRcSf4wkfCE8g45yBYnyertg3baFeavjI18LvONbNNoU2UaXHM1la46vRbWlnsbSHOxZQfrCkAqSrn0pkZTs1jHgyi4/VRb5abf7xQ5ypXYp0Nj+5hn2nfcR49LYHkgDzzQ/5OfJ1v4LsHINHynRb0oU2t3xNrEBpdk1p4vQ3GGUod21EUE7KFDRIV48j4cv+Y8u3bl/pMz9PrFmXzDTddxu0Gw6RLtyeqU/CZiQu1YZQyVNIccblOdzgSkKUUlWxrjKuUrdqmJOmahU6jXpJm2rd9n1yttosysH2GFT0LaluOf3X4oWkjtG1KHlIKSDzI812ZX8MdVlr9dFoQKlVbHrtGboF/R4sV92ZChOISGp4jBBdLSAiOpxCU96Szsp95RGRdRHVVZGUMRV/FPTTV05GyFfFKfpVMpdDaLwjNPp9N6TLdWkNRm223FeXSklRSB9pTGHU5i2Jg35OKP0p0GHXq7dUmnQlR49No02eJctNTYlTlBxlpaGkha3VJS4pO0gAbI5ItG6s7Xx10rUakW1b991S/aDY8KBEozNjVkLVVG4KGktqcciBoJS6NqV3EdqVEBR0DsziY3GcW2ebwMs175gp3zoZaSl8y/Zm/W9QHyF+p3d2/t3zvkqLkibaUqNiiq2/TrjWtr2eTXYb0qI2jvHqdzTS0KUop2B7wAJ2d61yF/7Ldff/AFVwn+kKj+65mGK6L1UU65y9mC9ca1egKjOJ9Cg0GZClJf2OxQcdfWkp/iBT278jR8clipQI9Vp8mmS/U9CWythz03FNr7VpKTpSSCk6J0QQR8RzXr6AvT7+Pv1/Wv3PH0Ben38ffr+tfuePoC9Pv4+/X9a/c8fQF6ffx9+v61+54+gL0+/j79f1r9zx9AXp9/H36/rX7nj6AvT7+Pv1/Wv3PH0Ben38ffr+tfuePoC9Pv4+/X9a/c8fQF6ffx9+v61+54+gL0+/j79f1r9zx9AXp9/H36/rX7nj6AvT7+Pv1/Wv3PH0Ben38ffr+tfuePoC9Pv4+/X9a/c8fQF6ffx9+v61+55QxOiLpin1SdRINXvGRUaWGlTojWR6up+KHUlTZdbEruR3gEp7gNgEjfLddXSL0hWKmMq9r0uC3xNWW4xqmUanEDyh8Uo9WWnuP8hvl9b6COnp1CXG1X4pKgClQyBWSCPvH955Ya90j9IFq1WBQrnvav0ipVRQRBhz8pVOO/KUVBIDTa5YUslRA0kHyQOXqZ0JdONOiPT58q+I0aOhTjrz2QqyhDaANlSlGSAAB8SeWq1OjzpLvuC5VLJuy5LghtOFlyRS8nVSW0hwAEoK2pagFaIOid+eeNX6SOj+369DtavXvXqbWaj2+x06XlKpsypOzoem0uWFr2fA0D55kP0Ben0//f36/rX7nj6AvT7+Pv1/Wv3PH0Ben38ffr+tfuePoC9Pv4+/X9a/c8fQF6ffx9+v61+54+gL0+/j79f1r9zx9AXp9/H36/rX7nj6AvT7+Pv1/Wv3PH0Ben38ffr+tfuePoC9Pv4+/X9a/c8fQF6ffx9+v61+54+gL0+/j79f1r9zx9AXp9/H36/rX7nj6AvT7+Pv1/Wv3PH0Ben38ffr+tfueesboNwDEktSmf7eeoytLid37WSNg7GwZPn4c2I1oeOQjkKhdYE6758jGl+4qpltqLYgxqvbk6VMSAhPeXXW5CUKJX3kdqQAntHk7Jx3+y3X3/1Vwn+kKj+65O1lM3hHtWmMX/MpMu4W2AmoP0mO4xEddBO1NtuKUpAI0dFR0d+eRf1n4nq2bumHIGN6BGXJqtRpfr0+OhwNqflR3USGWwSCPeWylOjoHetp3saq5vyPTuonopsvpxs6XUKplC7jb1vVGkS2HRUaTKiOx1TpVQaKStlptTRK3F6H1iVbO+bXXJ1CU/HWbrIwJW7Eudbd2wAmFdDMTdJTNCXe2Ipz4h0ojuKI+wKR4IJKYK+UWvam1qJj3H9Col1VWsW5kWgXJVE0+16lKYjU9lLqnHS+2wppeg6n3EKUv4jWwRyZL3siL1HMWVlWxcr3Pa8a1ZM6dASbbbKVyilTPtC4dSjd6XW0esltfYCA6sp/i2dW+m+dcbfW/kG6Z2VMgSaXdKaBHh1abjh2G1c5ZjdrjDxMFCYaWj7nePS7tbKlfHmTxepSvHpqyjjXqGumNWMxzBcFBgWc3bbzMyR6qFx4bDbDCQZrLuw57Q1pHpuEFW21q572kc59JWIOmO1bpuWNblpU92bFyTOfpfzk1CS6r2iJGccT3Kjp952OZCVBptfaVbTpJudrxpmeOvyNn3FC2plg2ZYrlBk3G0y6iPVKi8t8piMuKITJS16iVqUhJQgpUlR7u3mKTOoS4bn6P7yxDmm5YtyZ6rcWqW+LOZt12NUDKdJbZYEZoJ9ZAT9aJKO1ooIJJ7VFW2nS5jy5cUdPWP8AHd4vIXWqDQo0OcEOeolt4J2psK2QoI32bB0e3x41yT3Wmn21svNpcbcSUqSobCgRogg/Ec8adTadSIEelUmBHhQojSWI8aO0ltpltI0lCEJACUgAAADQA5bGbFsqPdL18R7QorVxyGBGeq6Ke0ma4yN6bU+E+oUjZ90nXL2Rv7/z5x2j7z+Z5z2j4+fz40P/AIeND/8AnGvGvP5847R95/M857RrXn8+O0fz/M8a40OCAfv/AD5x2j7z+Z5244444444444444444445abrtuBd1vTbcqcmpR4s5v03HKbUX4ElIBB+rfYWh1s7HxSoHWx8Ceaf9Edn27YXVR1U2jaVNECl0yoWwxFZLzjxSn2OQr3nHVKWslSlElSidk8rOm+m0nOvU11FZMv22qdWo1uV6Nj+gfOUZp8w48FLhlNIbUFBKHHVIc7vioq861rl4+T3uCqyLZyzYD0xxyiY+yjXbZt2O4tSzCpjS0qZjJUoklDfeQgH+FOgPAGsY6K7TtbqLoGYsz5Us2lV57Id7VOnRnalGbeeTQ4zSI0eKQe4Ndg9VOkHzvez45AFkZFvPMWBemLBF2z3q7DvXI82n1lM1zYn0GiyUuGK+4o9y/cU3oa98MpBIP8WyuYEQ8SdbfT6Mc06HQGL9hXFR7kjwWEsM1GJEjokRw40jSCttxbhQvXcO8jejrmMdGlm2vn/p6yPm3KVn0utT8sV6vTVypsdtySac2DGjsBXlTAaDbiUJQr3dBQOzvkt/J335deSej3Hl1XrV3qpVlxpcJ2W+oqdeRGmPMNKcUSStfptIBUTtRGz5PNj+OOOOOOOOOOOOOOOOOOOca/8Am+YTc+NTduRbVvOsV1xyl2imTLhUURx6S6o6gtImuOd21Fphb6EI7dAvKXvYTrNu0fz/AD4A0NcBIH3/AJnjXGuNcaHOeOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOUFerES36JPrk5qY7Hp8ZyS6iHEdlPqQhJUQ2y0lTjq9DwhCSonwATzSvpcvg07quz3c9Zx9kik0vJlaoKLal1CxaswzJDEd5lxxxao/bHQFKSe54oHarZ1ogVWJptL6S+pfPMbKLtVotq5HqbF5W3VXmJEinSFlDy5zSVoQoIkBbg+qIClJQnXcAneadAdi3Xb9iX/kG6qHMoi8oZArN5QaVOYWzLiQ5DgSyHkLCVBSg33gFI91STob1yNumW56V0WQcwYkyoxXIBh3bUbltBDsWVJarNKkIaDDUJ1Dag676iQlxCR3Bbuyn+LkX0rpwyhirp46ccsVS1685V8aX09dtwUimMuqqEGjVGSh2Qgx0jvdWhDTQcQBsBbiSkgKPJzuWoQupfrKw1c2LlP1G1sV0utVat14Q30wy7UGG2WYKFrQlJf7dOFIJISTsAp0cL6bLrg9HuHcl4CyXAr7Netut1iTa9NMSVIFfgSUpEIU5xDag76jm0lKRtC3CVpSe7mwfQjiq58L9KOP8f3mwY9aiwnpsyMpBSuKuVIdk+gsH4LbDwQr/MlXJ84444444444444444444444444444444444444444444444444444444444444444445xrggH7/APY8cFIP3/nxrgAD4b/3PBSCd+fz5zxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxz//Z)

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)

0,43655 mol OLLn

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

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TTTTTTTTTTTWJerHdKfst05bgbmUl3wqjRaM6qA54XihEt0pZYUU5GQHXUE+4AnBxjWpu6e09A2B+z6ou9tpW7FoO7Vp0ugXC7c7CW1VV6pyJEcSxJlgFclpz0l5Km1qUgpKRjCU435typPVi3aZVpCEIdmw2JC0ozxSpaEqIGe+MntrQ3pc24sjqytrf3cTqJs+HLuCfe9VtxEiuNofetyDFjteCxGcV/wB2UwXVFSmlI5KQCT2zqj2jqPUJ1NdJmyrlNZi3nDp95Owb2Zq9W9HRWqPDddS2qSsYU6kFLRLY5+IpCPES4kr1el23F2e+0rsux+nemRqDQrntWTU7+t+kgN05tpHiJZlKipw0w4VNxwFoAUeX/mK5R/dbol2r2zsSduHufUrqubdG+LkkIjU6g3G7Tolbr9SlurYYbQltIaTxILiyPZQ04rvjW2GwnT+NkOn6LtLErj9Rqi4Uhc+oyZDrgenvoIcWkqUpSWwrCUgeSUA91Ek6s7fi3artNsd003nYyY1d2tr5qd/0mq0srp1KgU1ib402S6tv0dTcgvMOtqSVcy+Dk8VqEq6W7J2Kh7ju9TlUpdqWBDutZt/aujzn0RJUmmleFT+MhfiOSZiyfDQAChgIAz4qs7n3REZqFs1aC/RVVhqRBkNLpyHEtqmJU2oFkKUpKUlYPHJUAOWSR56+UDHTzvXD38b29asR1VHkWG5WU7Sv3y4XEW61UvAVRxWkd8LfdEjweXgKThC1koTr6Sb17gr2Y6ebs3DiU1ECTbNsvy4cMJDyGJCGMMtkJICkJcKEnB/KCdae1vaWhbd/Z1Rt841AYpu7cK3oV5m8mw2utqqbz7cguOTQCt1Cg7xLSipHhkIIwNb17aXHOu/bi1rtqbbLcytUWDUX0NAhtLr0dDigkEk8eSjjJ8taE0Hdbb/frqC3evfcyxK/ulSLAqK7Wti2aVb335Co0RtKg9VnWHMMl2Q42oIOFO4bcSkEDtK6/be1tE+zKi0Kj7pzb9sJypUUrr7MdbEhcF25oqnm22UBTjTjKVLbS2lPNKmwkIBATqR9H+3XTDtbuPLtu3abuHTtyX6at2G3uQ063UJFN5/iPQAseHwUQkOBvDg8Mc0gDvirqP2qszaDYvdKLv3WbU3F3h3AuN+VY89uClmup9JdZbgtMuqBdZSypta+CFhpKUlsEgnO8uxlAve29lLKtzceoOzrpp9vwotYkPPl5bktLKQ6VOHus8sgq75IJyfPWlO3FGhJ2U2z6Orys/0m8rNv1iXdtNm01a4CaTCnvTZFUfeda8FcZ9hTYSrkorW+lB/t8ZR0+2b0+yN23uqqo060LCtSTKet3a5ifIbhOVYlZS/Vh6Q5yW5IUFIjtgJ4sjkE5c5HeKpNIfp0llcIy0rZWkx0qCS6CkjgCSAM+Xcgd/Ma+Ts/p13up+8VFsmk2U5QqFVbXrcyBtJIvl5xRorMtj0mmpq7WfRfSnHEO+E2stkI4OOAKON+997suXaDpAui6rGtFdErFt2YVwaVGebcFIUiOlGAsewtMZJKiR2UGTjzGtQb621sfbT7OyyOpW0Y0Wgbp0OlUO7WLtCU/fE6ozHGjJQ9KV+I+h1Mh1JbcK08ABxIGvoxadacuO1qRcDkdLC6nAjzFNJVyCC40lZSCcZxyxnWnznTy7Xbe6gbu6wLFtqU09VanU7Zul+cl6ow6KyhxUXwXE5MBLCW2SkNFKlkr8RKjkrwTam4m8W43Sn01bM7jy6nOe3evhNPnvPPFuVULUgvpW6lyRz5ArRx7n2nG0/rn2tidxqVQunnq82CpezNvUu06TuUK5RLlpNJiNxIE9qMw29GeVHaCUeO2txeHcc+J4klPbUa+0k3Huu59mNyrB28qbsCkWZSYk29Km0g/iuSn2URaO2rkPacbdMh8jlxaSyhQ/HGNwdsB/1a2oB+lEp//wDO3rRyz6Y1TdmonRfdlkOzb9Ruk1LqUN6nKfiVCjor6Kq7VnnXG/CVFXDQWsrUpRVxaUASUC9bQ2b05Vre+T1SzKbZlibf0CoSaJt8/PfahIrtSUool1VJfWAUcgpmO2kAYCnAAQk63hr8dqZQajFdpSqo29EebVCQtKDJBQQWgpRSkFWeOSQBnuR56+UKenbe2HvjGsCLZDkWiTbIm1RraSRfDqnBb7VQQ05SBWW/yB191L/ghXgqSAha/ZGPp9cNPulO0dSpdhU9mg3GLceYosYOtluDN9FKY6ORBQQ25wGcFOE5wRr5+9RmzbW0HQhQtzLytSmWf1B0OXALFdotQU5Vp9VemhLpempJcluusF1xbalrQlQIR7KEjX0R25kXVL2/tmVfTKWbkeo8JysNpSlKUTiwgvpASSAA4VjAJA/TUi00000000000001HtwL+tHa6zatuBflbYpFBokcyZ0x7JS2jIAwEgqUoqKUpSkEqUoAAkgaj23u/W2O5dVk25QK87Fr8NDbz1Dq8N6m1NLLjaXG3vRJKUOqaUhQIWElOcgkFJAqaBvXtrdW5da2ktq5WqpctuQm51XYiNLdZgpW5wQ26+kFpDxIJ8Iq54BOMA6nOmmmolem7m1m3E2n03cDce2bal1bkIDFWqrERyVhSUnwkuKBXgqSDjPdQ9+r1cdy27Z9El3LdddgUekwG/FlTp8hDEdhGQOS3FkJSMkDJP66hVs9SXT1elciWxaG+NhVurz1FEWBT7hiSJD6gkqIQ2hZUo4ST2HkDrI+udY7uzqL2BsOvybVvbeuxqBWofAyKdUrgixpLPNAWjm2tYUnKVJUMjuCD+uquyt9Nltyag5Stvd2rOuWa0ApyNSa5GlupBBOShtZVjCVHy8gfdqhujqQ6fLJr0u17x3wsOh1iApKZVPqNwxI8hgqSFJC21rCk5SpJGR5EHUztq6LbvOhxLmtGvU+tUieguRZ9PkokR30hRSShxBKVDIIyD5g6ummmmsPdX22FU3k6aNw9uKGw6/U6tRnDAZaWEKelMqS+y3kgjCnGkpPvCiMjzGpG6+7dB3j+z5tnYW3q2usbq3ZDt+0HreeVxq8eqRn43pa5cY/itNo8FSlOLSE8VoVnChraqt7/W3tDuXtx0/XPbdxuTLsp7UaHXo0ArpKJSAW0R1u5yHFFpRxg8QpBPZWRrDc+63T5Lru/Mu5LVuKw7qZqDlClWXDrykubiONAhhYpjADq/SDxacW2AFtOHk6R4nGU2JXLh6AOhS2YVXs6bVb8qK3nGaHGiPSWo9QmOqeUh0R0kpajtqBWOXtFBQleVJItPSpu3Y8ndSFTNu7QvysX/f1WcqG4N53xaqqcqVCZhPKKIhbWUR0peRGS1H7pDfMEqUEq1Nd86lXro+0N6frASzEVRLbo1au+Sh4g+K8pl6MhQSUkcmyhBScj86j2KRrcMdh/lrWXfF2f1GboMdLttvPptCjCPVtz6iwsBJYJDkShpVnIdkY8R4YHFgJ7/iY1iyq0awB1DdUMPqBi0Jq36bt1RG7bQ8xHS9CtrwJPjiCl0AJCZaU5KfZDwZGQeI1uBtE5czu1loO3mHhXl0KAqp+Nz8T0ox0eLz5gK5cs55AHOc6lXo7Hj+leC34wR4ficRy45zjPnjP6ax11Ibcyd29hb+24gczOr9vzIkJKXA3yklsqZSVEEBJcSgE48idaV3Ju3Rrn+zih7Epqb1Q3am0iFYqrOeUEV1NUbfbaUhcVX4iUIbR4nMgJ8IBWe+NbO0Xeyh7M3vtb0q3ZblxLq9VtiHGi1+NAKqO5MYYUgxvGJyHCIrqsY7Aoz+bthPp8uLbXpF3Z6grD3drtHsqHWbqN4W6/VZQYj1WmSW1K8OKt05fcZI4OIHIhSwADnUD2dnb67B9HFuXtb9GjWZAuHdNyuVb78oq5aaNa8pZ4yH4qMLbSlbbKsoxxQpKspBJGQN0KvD6kOsrZKudP1YpF1U/bNqqVe4rgpUtbsGGl5CUsw1SmlFkreKSktp5OBKuShw1Grs6pKfuh0gbrWb1YMWHb25pTVaJS7KYS6uoLlhsIgLTCeK3i6ZKgpDjfJHEIcBAzjZ7omoO4tsdLG3VB3XYqTFzw6UUS2ak6XJLTZecLDbhJJBSwWU8T3SAEnBBGox1Bz6rvzfDXSZZM19qlOss1Dc+qRHMKp9Fc5FqnJUD7EibwUnyylkLVgg6x7Ot2xYfV1unb28lOtdiyKTtJTmbWhzGmW2YNAR4iKgllDgCEJS4lQWU9kp8EEgYGtlunl2vvbE7fPXQqQqprtqnKkKlFfpKiY6OJf5gKD5TxLgI7OFY8sanxjsKeTIUyguoSUpWUjkAfMA+eO2o7uZWhbm3dzV82o9cwptIlyzRmUpUuohtlSjHSFApJXjjggjv5Hy180b4pe0e/wD072Zs/sPDrD913tVEuxNv3rjXVYdhtuP85kx9CDxioZbStDSXiCkSXAhoLKwnei59+rN2Q3H222Aqls3W6m6ozdOptdRBDlPZeRhllh94EYdWUDICcDkgnAVkavdTvVDYO5G6FY2W3HtXcyTtZa8xhNQjW3bL7xuqoMuBa2Xnl8C3CZcbCSlv2nljkFpQlPPy3lq113/t9sd1W0uz6jb9sbablOvs06l0t2NLg2f6SmMpyRCwpSVhEUJUlBCA25kDB9nIm4Vx291EdZuwq9oa7Trlpm2sWs3LX6tTZSZMKMzLYaajMl1slIeWQFBsnlwVyxgHWJusPaO9NlemO6tuHN/59xv3k9IqSKKmw2VTa/NXOZekuvS4yVKDgK0q5qx7LaUj2U4G4vShXXK/szSJDu4Ll3rjBEVUtdBNJVGKGWh6MWSlJV4flzx7Wf5ainUjW6/utcsHpO27nSYr9yR0zL8rMRQzQrbJIW2FZ9mTN4qYaHFRCC65gBIOscy7Osmh9bLtk7k0W1Y+3FF2ZVHtKBVGmRT4kREgN1JKA6AgLDKVeKR3DBTyISTrPvSu5Nd6eLBcmOS3EGiMehrm8vSVwe/oin+QB8Yx/BKwPZ5lXHKcHWUjHYL4lFlHjBBQHOI5BJOcZ88Z/TVPWatBoFIm1yqOqah06O5LkOJbU4UNNpKlqCUAqVhIJwkEnyAJ180Kl1cbc7mbjJ3d3k2s3SqUq0XpZsG1W7OcepVNc/K3UJalKSqRLc4IUOwQykpSkKWkuH6P2PMuOoWXQZ94x4UevyaZFeqrUHl6M3MUykvJa5+14YcKgnl3xjPfV80001aqndNtUWfCpVYuGmQZtRWG4ceTMbadkKJCQltClArOSBhIPcgaunnqirNdotuQF1Sv1eFTYbZCVyJkhDLSSTgArWQBk9h317wpsOpQ2KhT5TMmLJbS8y8y4FtuIUMpUlQyFAgggjsdUMO6rZqNYlW9AuGmSapBSVyYTMxtchhOQMrbCipIyoeYHmPfqvly4sCK9OnSWo8eO2p1551YQhtCQSpSlHskAAkk9hjXZiQxKYblRn23WXkBxtxCgpK0kZBBHYgg5yNeMeqU2VNlU2NPjuy4QbMlhDqVOMhYJRzSDlPIAkZAzg40qVUptHhuVGrT48KK1xC35DqW20clBIypRAGSQBk9yQNVWsDda9i3bfexUpmyra/iOpUKs0i4vuUEc6mzBmNvuxkcgQVrbQoBJB5HsASQNYL3Uv8A2ovi7bx3xre0y74tlu16RZVrU6vW86w9cNxvTZMlESGzKZDwCfFZDjgSAPa/NwVjLXSBZe02x1HkbSRrwsp/dSrKcuO8KZR5TCHW5bmObTUZCipqNHCkMtpAACQFkAuHOR+oTfGn9PW3FQ3LrFl3FcNOpqFLlJo6GFGMkJPFx0uuo4tlXFHJIWQVA8SMnWMD112lSqVZd4XttVf1sWdfqEM0evzoLK0KmKSpSGVxmnFSUBwJ/BWW/wAXPYAYUZpY/UnFuDdVrZu9durhsa5KpSXK/RI9XfhuiowEL4LwYzzgbfSclTKu4AJycHViR1cC5J1xztqNnLtv207PlPwavcNKfhNNOSGE8pDcFl95Dk0tjsSgAFXZJV56wz1+X1ZO8PSLYu6NlyGalSKzeFvzKdLWyA4hK3lpWnuMoWCFIUnzBSoHW8q20OtFtxCVpUrBSoZB7+7WhP2W1Lpka4OodyNTYjKmdyJTDZbYQkoaSp7ihOB2SMnCR2GTjz1tP1Hb/Uzpv25mbl12yLkuClwQfSlUdEciLkpShTxddQUoUtaUZSFkE5Ix31EKD1hUWoV3b2HcW1N8WzRd0nBEtitVWPGQy/L4KWlp5lLpej+IlKS0VoHiBWcJAJGv32nUi3qHu10vXRW3IEGJDv8AQ/OnyUoQlqM3IgrWpxZHZCUgqOewA1aeu28tqN5aZZKOkyuW/dG97d0RHqJNtBTb1RiR0JWHVuyWRhlkFTOS8oI7e4Kxfev6kQX+pvo8NRpsR1+Xea2JilsIUXgJNN9lZx7SclWAe3c+/W/TTbbLYbaQlCR5JSMAf6a76xRvB1UbA7CVeDQN29yqfbtRqUYzI0Z5l91xbAWUc8NNrwOSVAE4yUnGcHUB/wBpB0U/38Un/h87/wCjWX9pN6Nsd9bafvDai7I9w0eNNXT3ZTDLraUyEIQtSMOoSrIS4g5xj2vPU1JAHf8A+M68ksxkvKkpYSHVAJU4G/aI9xOMnUKvPbhy975s64atXP8AoO0JL9Vbowh59KqhbLcaQ46VflZQ48pLfDu4pC+QLYBmpZjF1L5YT4iRhK/D9oD3A4z+p/fXclJ7YV/oCNAUg59v9jrqUslwPFoFYGArh3A92ca780+5X9J1b6XQqBQ3p8ijUWHAdqspU6cuNFS0qVIUlKS64Ugc1lKEgqOThIH6atNz7abcXrVqZXrwsOgVupUZfiU+XUKW1Ieiq7921rSSnzz2/XB8wDqTc0j9Ff0nTmPcr+k6c0+5X9J15ejxA+ZQjp8YjBc8P2se7OM6hd1bbu3huNaV31iulVGs/wBJnQ6KmIcO1VxsstzHHeXcNMOPpQ3w/M8VlWUpAmjrEV/iXo6XOH5ebecf5ZHbXoSgpKSlRB7EFJ766MtR46eDDIbSTnCG8DP+QGuFsRXHEvOR0qcT+VZbyof5HGRr15p9yv6Tqgp9DoVJm1GpUujRIkurvJkz32IyUOSnUtpbSt1QGVqCEJSCcnCQNWe8Ns9uNwpFNl31YlCuB+jPekU9yp0xqSqK5jHJsrSSk/5fy92pOFJAwAQB/hOnMe5X9J05p9yv6TrzbajNKWtphKFOHKylvBUfecDv5nULvjbly+7xs6s1SucaDac12sGjiHn02pJRwiPOOlXZDHN1wN8Tl3wl8h4QBm3sf4/+bXPJOMYV+x10YZjRklEdhLSSSopQ3xGT+uANdyUnz5f6AjQKSOw5fsdUEKg0Cm1SoVyn0SFGqNXU0qfLZipQ9LLaODZdWByXxQOKeROB2GrTe22m3G5KIDe4Ni0K5E0uQJUIVWmtyvR3Rj20eIk8T2Gcef651JEeG2hLbaOKUgBKQjAAH6DXbmPcr+k6cx7lf0nXX2P8f/NruDkZ1jrePqH2Z2AjUyXu/fkG226y463A9IbdcVIU2ElzilpCjhIWjJIwOQ941jD/AGkHRT/fxSf+Hzv/AKNZN2b6itmeoBmqyNoL6i3I3RFMonqYYfa8BToWWwfFQjOQ2vyz5ayOry1pB0e2NZPVFSN397N37FpFxP3xelSpdMkVOI089HoUVpEeMw0FcjFUnLueCgoqwrJ7HWRPs5dwLs3F6Vbbql51h+qz6dMqFIRMkLK33o8aSttnxVk5WsICUlR7kJBOTkmKV9mBvt9oe9t7edAh12ztp7D9PRT6iw25HFaqLrWHyyvkl/8A3Y8UlSfYUCRg4JxXe+71Z6Zbn6v7T2/d+6rbtagUauW7To7QUzSarVGmmXHI7eQlptTz6XVIA4hSeQT+YKue+m1du9O/2fVv7o2VbFPt7cux4Nt1lFfhNo9ONUekR0zC7JSOchDvpMhK0LUUKSvGMAayR9oFt/Rbv6WLy3PrU+vKqFNtNtcWAxXJbFMQ8pxBLyobbgadcw6tPJwK9nAIOBjNu2Vtx7r6bLLtt+p1amszLQo7Zk0me5BlNARGTlp5ohbZ7Yyk+RI/XWvvRDaVEsbqo6qLVt5mSiBTajbDDPpU16W8UiHIOVvPrW64SVKOVKPn2wMDVn+1G2xt4bQSNy5M+4JdUcuKhxGY0iuS106K2p9CHPBheJ6OlSwhJUooJJGRgknW9ifL/U66PvMx2VvyHUNttpK1rWoJSlIGSST5AD9dav7Z0+qdS26UrqSqDXGzrVRKpO1caSkFuU4rKJFfUglX/aqBbYyAQykq4grzrCvTa7Q0bGbQ0mpyYDu9LG8FT+8xHU395CqJnzPvdcwJw/g03nzJ/sqjc/YwNZ8+0Ing9KN7WtFptWqFWuWB920uJTqVKnOvSOaHOJDDa/DHFCvaXxT2xnJA1g/dzc62K5tH01W5FoV5TZFs3daNbrzIsqsKEODAbWzLW6DF78VgjgMqUO6QUkHVx3Cv6g3N167Y3xSKbdbluxLMn0WVUjaFWSyxLnBRjIWTGGMh5BJ8kZIWUkHDpU3WtzpI2Af6fN54VUpd92ZPqzEKlfdUl9VzJdkrejrppQ2UykueOhHFCipHcr4DuMN33tvfO2XQbYu2F2WzX13pcF9M3q7QqbQpssUqGZZccZUWW1pbKEqQooUUq5LUAFFJJ+lju4tqsWCNyXHql9xGMmcFikTDJ8FShj/dA16Ry7j2PD5D9RrQroN3Pt7Zmrb1SdyaLelGbuu+pNYo6l2TWnfSoa1OcXR4URXHPIdlYV/LXv1Gbv3ZvX04dQbX8IX6mDcNZp1CsGmSbXqCXpbEVMR2Q8lkM8mkOLDznJ0J7cUk8hxEp3n3ftatULptj0ql3pLVa15US4a0W7LrJEKDGhSozzjmYueQdVgIAKiPaA44Jsn2glxx7o3o6fm7coV01RNg3pErdxOw7WqbzUKEtcF4O+IiOUOfhpUSlsqUCCkgKBGt9bbr1JumhQbkopfVBqLCZDCn4jsV0oV3HJp5KXEH/CpII/Ua0P68rlj1nqd6dpVFoV01GPtld6qhdMiFa9SkMwI63ae6lwONsFDw4NuH8IrIKSDg9tZi3F6pk3fcu3FhbG0e+KjLr150tFdnfwjU4Men0dp4OyVOuyo7YAWlARgH8hcJIwAraEZwM6xVu7SepWpVmErZS7tvaNSm4uJabiokudIckFZ7pUy82lKAnjgYJyVd8Y1BP4W6+/71dk/lCo/Vay9tTD3ZgWyuPvLWrXqldEpwtyLdp78OMYxSngFNvOLV4gVzyQcEce2c567sbRWfvRbke1r2NY9BjTUT2/uusSqa74qULQMuRloWpOHFeyTxJwcZAIxN6gvT78ffP9a+p09QXp9+Pvn+tfU6eoL0+/H3z/WvqdPUF6ffj75/rX1OnqC9Pvx98/1r6nT1Ben34++f619Tp6gvT78ffP8AWvqdPUF6ffj75/rX1OnqC9Pvx98/1r6nT1Ben34++f619Tp6gvT78ffP9a+p09QXp9+Pvn+tfU6eoL0+/H3z/WvqdPUF6ffj75/rX1OnqC9Pvx98/wBa+p1Qw+iLpjqFSn0aDV7xkVCl+F6dEa3Hq63oviJ5N+KgSuTfJPdPIDI7jVtunpG6QbHVERel63BQFT1FEUVTdGpxC+oYyG/Flp5nuOwz56v6Ogjp7cSFoVfqkqGQRuBWiCP/AFOo/XOkjo/tmsQbeuO9q/SqrU1BMKDN3SqbEiUSriA02uWFLJJAHEHucavM/oU6b6XCfqVSmXvEiRm1OvPv7h1httpAGSpSlSQEgDzJOrbavR10mXzT1VayrruWvwkOFlUml7nVSW0lwDJSVtS1AKwR2znvrwqnSR0f0O4YdpVq9q/ArlQCTEpkrdKptS5AJIHhsqlha8kEDAPkdSH1Ben34++f619Tp6gvT78ffP8AWvqdPUF6ffj75/rX1OnqC9Pvx98/1r6nT1Ben34++f619Tp6gvT78ffP9a+p09QXp9+Pvn+tfU6eoL0+/H3z/WvqdPUF6ffj75/rX1OnqC9Pvx98/wBa+p09QXp9+Pvn+tfU6eoL0+/H3z/WvqdPUF6ffj75/rX1OnqC9Pvx98/1r6nT1Ben34++f619TrNe3lg2/thZ9Psa1vvD7rpnihj0+oPzn/xHVOK5PvqU4v2lqxyUcDAGAANR3eGm781Jilt7H3LZNHcQt1VScuWkyZ3NOE+ElkMut8e/MqKs59nGO+cZ/wALdff96uyfyhUfqtZO2fp2+1OiVJre+47KrD6nG1U5226VJghCMK8RLqXnXOXfgUlOP7Wc9tZCV5f++tDuli9bb6M6VvFs9vDVZ1Hfol21K4bXYqJcUmr0eQhr0cQV8cSHC4nC0Np5Bx0ZTkkauHT7ct09FXQlbd2X1tddVemSak9U5lGo0MrmUyLNfceDkhK8cA20BzyBhS0pPHuod5tRpu1nXTTepGrzqjA2z3g29jU9NYeC/QGKshTC4yJRxxjBUdCA2VnutxYB7kCB1/Z+u9Vs3q23CsiG8/b170ilUC03zyZFamUptp7xmFrSAphTzKGwsDisqUAoAE69d4dzabvx0M2j032s9UqnurdTNvWtPocuO8mp02bDejGbJntFJW00gslSnV4GHEqz31mnr0uCFSelm59pmKfX6tc1xW+mHS4dJoE6d6QttxlKiXGWlNtDsT+IpJwO2dZD6f8AdO0ZWwNImgV1hNl23AjVlqVbtRjvsuswkeIltl1hLj5HBQ/BSvJGBkkDWAOlfcygQ+rPf24KjR7wgU7cut0Bu15My0Kqy3P8GO804oqVH4spC1J9p4oGFA9u+Ll9pzdEWt7RN7VW/RLnrFzOVuj1X0WmW3PltpiNvqUtxT7TKmRgJPs8yvJHs98620sO/ra3IoQuO1Hag5BLy2MzqVKp7nNOM/hSm23Mdx344P6E6v0mNGmxnYcyO2+w+hTbrTqApDiFDCkqB7EEEgg66QYEGlwo9MpkNiJDiNIYYjsNhttptICUoQlOAlIAAAAwANWuHYtlU+5Zd5wLQosavz2ksy6qzT2UTJDafyoceCeakjJwCTq9kZ//AHXHEe8/udc8R/P9zpgacR/+HTHbGuOI95/c654j+f76cR/P9zoUg9+/76aFIPfv+50CQO/f9zrnTTTTTTTTTTTTTTTTTTVmu+2KdedtzrZq0mpx4k5AQ65TKk/AkpAUFexIjrQ62cpAJSoZGQexI1qH0L2nb9jdRvVLadqU1MCl0y4KFHiseK46UIEWQe63FKWo5JJKlE5J179MFOpG/W//AFE7rX5bFNrUelXS3YFE+9IrT5iRKelQfYQ2vkEIW4tDhUO6yok4xgX/AOzuuCrz9vNx7KlzXXqTYG5deta32nXFOKiUthTamY/NZKlJb8RSU5PZISnyA1Eeimz7S6idut1t6d1LNpddlbnXhV2W36hGbdf+5WG0xo0X9fB8MB5ICFZ78snIOsEWDuPeu9+yHSTsnes5yvx74vapCuCavIqNHoMjkI8hxRJc9goOCD4hZSCR/a2N3Weh7Pdc+xjdgU6LQ4V+UK5afc8WAyllmoxoEX0qMVtI4oLrayvi4RyAWpOcHGov0jWNbO+PSxuDvTujaFKrFW3YqdxVV+dKYQuUqKnnHYbSvuuOGvBUltKFexxCknJzrNvQJfV07k9IO294XpVnqnWJVPkRpEx5RU4+I8t6O2paiSVLLbSOSicqOSfPWwWmmmmmmmmmmmmmmmmmmuMaiO61izdy7FqViRbnk0FitJREnyorQW+uCpYElhtRI8NTrPNsOjJRz5AEgak1Pp8GlQY1MpkRmLEhtIYjsMoCG2mkJCUoSkdgkAAADyA1UY0xoQD7/wB9MAdu/wC+nEfz/c6EA+/99AMa500000000000000000000000000000000001brhrUO3aHPrtQZmuxoEdch1EKE7LfUlIyQ2yylTjivclCSo+QB1pd0nXqumdTW/Ncre3249IgblXLSnLblVGxqswzJbZZebW444pjhHRyUk5eKOygTjuB67NTqR0i9QW/FH3UfqtDti/K2i9bZqb0eRIp8xLiHFzG21toUEyUrWkKaIC1BCOPIBJM8+z8sO7rV2tu+8bvoMyhSdyr7rN5xaROZU1LgxJLiEtNvJUAQtSWufcD2VpyAcjWLumO7KX0XWjutstuhCr0SbR7pqdctKO5FlSUVylyUNCK3AdQ2oOuFxPFaEjklbuVJzy1jakdOW5mzWwXS9ulWLdrjtR2ruyTX7lp1LYdVPp9Iqj4ekBTCRzcLaUNpdSByAUscSAojNtedh9THWntTdm26pFQtDa2363LrVeTEfRDdkVKOI7cBpxaEgvhCg6QCcJJyARgwjp3vCP0ndP+4vT3uZTq+zdds1Kti2qQYcqQbgiSgfQfu1aG1pdS84opwO6FqUVpT31sp0R7X3Js10r7ebd3gz4NZp1NcfmsFPFUd2TIdkllQ/8TfjBCv8AEk6zjpppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppppprjGhSD7/wDQ651wUg+/99MZ0AA8s/voUg+/99c6aaaaaaaaaaaaaaaaaaaaaaaaaaaaa//Z)

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)

0,06907 mol PLLn

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)

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)

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)

0,04812 mol PoOLn

ECN 42 = 0,69512 mol TG

Nota 1: El orden de elución puede determinarse calculando los números equivalentes de carbono, a menudo definidos por la relación 
![Formula](data:image/jpg;base64,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)
, donde CN es el número de carbonos y n es el número de dobles enlaces; pueden calcularse con mayor precisión teniendo en cuenta el origen del doble enlace. Si no, nl y nln son los números de enlaces dobles atribuidos a los ácidos oleico, linoleico y linolénico, respectivamente, el número equivalente de carbonos puede calcularse mediante la fórmula siguiente:

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

donde los coeficientes do, dl y dln pueden calcularse mediante los triglicéridos de referencia. En las condiciones que se especifican en el presente método la fórmula obtenida será similar a la siguiente:

![Formula](data:image/jpg;base64,/9j/4AAQSkZJRgABAQABLAEsAAD/4gogSUNDX1BST0ZJTEUAAQEAAAoQAAAAAAIQAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwQVBQTAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApkZXNjAAAA/AAAAHxjcHJ0AAABeAAAACh3dHB0AAABoAAAABRia3B0AAABtAAAABRyWFlaAAAByAAAABRnWFlaAAAB3AAAABRiWFlaAAAB8AAAABRyVFJDAAACBAAACAxnVFJDAAACBAAACAxiVFJDAAACBAAACAxkZXNjAAAAAAAAACJBcnRpZmV4IFNvZnR3YXJlIHNSR0IgSUNDIFByb2ZpbGUAAAAAAAAAAAAAACJBcnRpZmV4IFNvZnR3YXJlIHNSR0IgSUNDIFByb2ZpbGUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAdGV4dAAAAABDb3B5cmlnaHQgQXJ0aWZleCBTb2Z0d2FyZSAyMDExAFhZWiAAAAAAAADzUQABAAAAARbMWFlaIAAAAAAAAAAAAAAAAAAAAABYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9jdXJ2AAAAAAAABAAAAAAFAAoADwAUABkAHgAjACgALQAyADcAOwBAAEUASgBPAFQAWQBeAGMAaABtAHIAdwB8AIEAhgCLAJAAlQCaAJ8ApACpAK4AsgC3ALwAwQDGAMsA0ADVANsA4ADlAOsA8AD2APsBAQEHAQ0BEwEZAR8BJQErATIBOAE+AUUBTAFSAVkBYAFnAW4BdQF8AYMBiwGSAZoBoQGpAbEBuQHBAckB0QHZAeEB6QHyAfoCAwIMAhQCHQImAi8COAJBAksCVAJdAmcCcQJ6AoQCjgKYAqICrAK2AsECywLVAuAC6wL1AwADCwMWAyEDLQM4A0MDTwNaA2YDcgN+A4oDlgOiA64DugPHA9MD4APsA/kEBgQTBCAELQQ7BEgEVQRjBHEEfgSMBJoEqAS2BMQE0wThBPAE/gUNBRwFKwU6BUkFWAVnBXcFhgWWBaYFtQXFBdUF5QX2BgYGFgYnBjcGSAZZBmoGewaMBp0GrwbABtEG4wb1BwcHGQcrBz0HTwdhB3QHhgeZB6wHvwfSB+UH+AgLCB8IMghGCFoIbgiCCJYIqgi+CNII5wj7CRAJJQk6CU8JZAl5CY8JpAm6Cc8J5Qn7ChEKJwo9ClQKagqBCpgKrgrFCtwK8wsLCyILOQtRC2kLgAuYC7ALyAvhC/kMEgwqDEMMXAx1DI4MpwzADNkM8w0NDSYNQA1aDXQNjg2pDcMN3g34DhMOLg5JDmQOfw6bDrYO0g7uDwkPJQ9BD14Peg+WD7MPzw/sEAkQJhBDEGEQfhCbELkQ1xD1ERMRMRFPEW0RjBGqEckR6BIHEiYSRRJkEoQSoxLDEuMTAxMjE0MTYxODE6QTxRPlFAYUJxRJFGoUixStFM4U8BUSFTQVVhV4FZsVvRXgFgMWJhZJFmwWjxayFtYW+hcdF0EXZReJF64X0hf3GBsYQBhlGIoYrxjVGPoZIBlFGWsZkRm3Gd0aBBoqGlEadxqeGsUa7BsUGzsbYxuKG7Ib2hwCHCocUhx7HKMczBz1HR4dRx1wHZkdwx3sHhYeQB5qHpQevh7pHxMfPh9pH5Qfvx/qIBUgQSBsIJggxCDwIRwhSCF1IaEhziH7IiciVSKCIq8i3SMKIzgjZiOUI8Ij8CQfJE0kfCSrJNolCSU4JWgllyXHJfcmJyZXJocmtyboJxgnSSd6J6sn3CgNKD8ocSiiKNQpBik4KWspnSnQKgIqNSpoKpsqzysCKzYraSudK9EsBSw5LG4soizXLQwtQS12Last4S4WLkwugi63Lu4vJC9aL5Evxy/+MDUwbDCkMNsxEjFKMYIxujHyMioyYzKbMtQzDTNGM38zuDPxNCs0ZTSeNNg1EzVNNYc1wjX9Njc2cjauNuk3JDdgN5w31zgUOFA4jDjIOQU5Qjl/Obw5+To2OnQ6sjrvOy07azuqO+g8JzxlPKQ84z0iPWE9oT3gPiA+YD6gPuA/IT9hP6I/4kAjQGRApkDnQSlBakGsQe5CMEJyQrVC90M6Q31DwEQDREdEikTORRJFVUWaRd5GIkZnRqtG8Ec1R3tHwEgFSEtIkUjXSR1JY0mpSfBKN0p9SsRLDEtTS5pL4kwqTHJMuk0CTUpNk03cTiVObk63TwBPSU+TT91QJ1BxULtRBlFQUZtR5lIxUnxSx1MTU19TqlP2VEJUj1TbVShVdVXCVg9WXFapVvdXRFeSV+BYL1h9WMtZGllpWbhaB1pWWqZa9VtFW5Vb5Vw1XIZc1l0nXXhdyV4aXmxevV8PX2Ffs2AFYFdgqmD8YU9homH1YklinGLwY0Njl2PrZEBklGTpZT1lkmXnZj1mkmboZz1nk2fpaD9olmjsaUNpmmnxakhqn2r3a09rp2v/bFdsr20IbWBtuW4SbmtuxG8eb3hv0XArcIZw4HE6cZVx8HJLcqZzAXNdc7h0FHRwdMx1KHWFdeF2Pnabdvh3VnezeBF4bnjMeSp5iXnnekZ6pXsEe2N7wnwhfIF84X1BfaF+AX5ifsJ/I3+Ef+WAR4CogQqBa4HNgjCCkoL0g1eDuoQdhICE44VHhauGDoZyhteHO4efiASIaYjOiTOJmYn+imSKyoswi5aL/IxjjMqNMY2Yjf+OZo7OjzaPnpAGkG6Q1pE/kaiSEZJ6kuOTTZO2lCCUipT0lV+VyZY0lp+XCpd1l+CYTJi4mSSZkJn8mmia1ZtCm6+cHJyJnPedZJ3SnkCerp8dn4uf+qBpoNihR6G2oiailqMGo3aj5qRWpMelOKWpphqmi6b9p26n4KhSqMSpN6mpqhyqj6sCq3Wr6axcrNCtRK24ri2uoa8Wr4uwALB1sOqxYLHWskuywrM4s660JbSctRO1irYBtnm28Ldot+C4WbjRuUq5wro7urW7LrunvCG8m70VvY++Cr6Evv+/er/1wHDA7MFnwePCX8Lbw1jD1MRRxM7FS8XIxkbGw8dBx7/IPci8yTrJuco4yrfLNsu2zDXMtc01zbXONs62zzfPuNA50LrRPNG+0j/SwdNE08bUSdTL1U7V0dZV1tjXXNfg2GTY6Nls2fHadtr724DcBdyK3RDdlt4c3qLfKd+v4DbgveFE4cziU+Lb42Pj6+Rz5PzlhOYN5pbnH+ep6DLovOlG6dDqW+rl63Dr++yG7RHtnO4o7rTvQO/M8Fjw5fFy8f/yjPMZ86f0NPTC9VD13vZt9vv3ivgZ+Kj5OPnH+lf65/t3/Af8mP0p/br+S/7c/23////bAEMAAwICAgICAwICAgMDAwMEBgQEBAQECAYGBQYJCAoKCQgJCQoMDwwKCw4LCQkNEQ0ODxAQERAKDBITEhATDxAQEP/AAAsIACMB+QEBEQD/xAAdAAABBAMBAQAAAAAAAAAAAAAAAQYHCAMEBQIJ/8QAPRAAAQMEAgEDAgQCCAMJAAAAAQIDBAUGBxEAEggTITEUIglBUZEVFhcYIyQyVnHTQmGXGTNXYoGSlsPU/9oACAEBAAA/APpzdl62dYVIVcF9XZRrcpaHENKnVae1EjhajpKS46pKdk/A3s8ZCvKfxiQdL8jMYJP/ADu6nj/7ePOzr+sXIlNcrOP70oVzU9l4xnJdHqLM1lDoSlRbK2lKSFdVJOt70oH8xzhZAzvhjFUliDkbKVr27MkqbDESoVRpqQ6FqCUqS0VdynZG1BOh8kge/NhvNGI34saoR8mWw9AmUqZXGZzVUZXFXT4rjbUiV64UWw0246hKllWgTr8jrdsvJ2NskNy3seZBtq6G4BQJS6NVWJqWCsEoCy0pQT2CVa3rfU6+OcyVnXCMG6P5Im5jsePcX1iKf/CHbhiIm/VKISlj0C539QlSQEa7Eke3vx88OHDhxp5ByxjLFFNFXyXf9v2xEWlaml1WoNRi8UpKlJbSshTitA/agEn8hzToWb8QXRBpNStnJVu1eNXKmKLBcgVBuQHZ5YU/9L9hJS8GkLWUK0oAe4HM1nZnw9kSpOUbH+VrPueoMsKkuRKNXIs15DKVJSpwoaWpQSFLSCojQKgPzHPF3Zuwvj+q/wACvzLtl23UvSTI+jq9fiQ3/SUSEr9N1xKupKTo60dH9OPFh9iUy3JjPIdadSFocQoKSpJGwQR7EEe++ZOHDhxuuZBtFu/GMZCsIcuV6mrrBp7SFLWzCS4lv1nSkFLSVLV1R3IKylfXfRWuma9RE1YUI1eEKkpHqCH9Qj1ynW+3p77a0Cd65v8ANSp1WmUaIqfV6hGhRkEBT0h5LTaSTobUogDZ9uZIU+FUojU+nS2ZUZ5Pdt5lwOIWn9UqTsEf6c16XX6HXC+mjViDPMZfpviNJQ76Svf2V1J6n2Psf05v8OHG5deQLTseZQ4V01T+Hm46i3Sac64yssuzXP8AumFOAFLa1kEI7kdlDqNnQ44vni8OHDnGvC8bYx/bFSvO863FpFEpEdUqbNkq6tstp/M/mSToBIBKiQACSBzObipDVDauKdMTT4DrLT5cn/3b00ua6hwOdShW1AdVaIPt883Y0qPNjty4j7b7DyAttxtQUhaSNggj2II/McyE6+ec+j3HQLhQ45Qa3AqKWSA4qJKbeCCfjZQTrej883GpUd5x5pl9txcdYbdShQJbUUhXVQHweqknR/Ig/nxIsuLOjty4Uhp9h0dkONLC0qH6gj2PM3Djfrl92vbVxUG167UTDnXM67GpXqsrDMmQ22XFMB3XQOltK1pbKgpSW1lIPU67/F4cOHG/fV+WnjW2ZV33rWWqbS4fRK3VpUtS3FqCG2m0JBW44takpQ2gFSlKAAJPOjUK5R6PCRUaxUo1PjrUlIclupZT2PwnayBv59vn25uMvNSGkPsOJcbcSFIWk7Ckn3BBHyP+fPROuYYk+FODphS2Xww6ph30nAvo4k6UhWj7KB+QfccIs6FOS4uFLZkJacUystLCwlxJ0pJ18EH2I+RzNxeHDnFvO8KBYFsVC8bplORaPSWvqZ0lEdx4R2AR3eWG0lQbQNqWrWkoSpR0ATzqQ5kSoRGZ8GS3IjSG0usutqCkOIUAUqSR7EEEEH9DzNzg33TqfVrNrUCqQI0yM7T5CXGZDKXW1j0lexSoEEf6jnyw8KvIHCGIvCOfSbmolv12651wPtsUOqUd1xqpLfeYabbce9BTZ+3sdFR0EfGhy412UBjwpx3nvL1h0mlxrcmMsV+iW3Aa9GPDqQjJjPOFvQQhDjoYWpKPyQr23ocTwHxFR4OGqTnO7VJuPI2U4jVx3DcM7T0h71trZYQVJHpNttFCfTQAkKB1sBIHaovi1SbM8yX882hQIcSg3TZNQpNwR2Q2hkVP62I426Gt+5ebS736p69meyvuc96lyaZcvijdFQ838cUmVULbm33d9u5OocZX2vQU3DMbjTm0kFLamurSftAAKEjYDrh5aakUnFN6eYdmZUtahW9Uf5ixdUqzGrLMBv1ZX9/pqWJHcp7dwy8tIUdLCVqSfb25ZzkU5X8p/H7B9djWxlXKVGt2qy4omsw5RcU6pgqUgOdUIVpJUhYBOt9Tr44yf+0O8Mf/AB+t3/2Sf9rkuYuy7jjNVtKvDF12Q7ho6ZLkMy4oWEB5ASVI+9KTsBaT8fnxxVuqNUSjzqw82txuDGdkrQjXZSUIKiBv22QOUq/D7pEfyJRcXmdlhhuuXhcVYm0qgolf2rFvUdkpSiLGbUnq2oqUvssbKh8kFTnaV8w+MNNuLyJxH5BWXb8WPWrYrbzVxOsKQx9VTXIUhKXnQSPVcadKEp0CspfVvYSNVszvii8aVnHKvlDguD1vzEVcor6qdHBDdYoi6HGXMhFpI6lWitYISVEFQH3BGpen3Zhnyem+MudaLatEqLlbuyRFccmwWX5UPpQqq47CcWpOz6UlpKh/w9m0OI+Uq5cBKQlISkAADQAHxwJA/X9uJ2H6H9jxQd8wVCW1AgyJz4UW47SnVhI2eqQSdf8APQPK2eGUKuXPg2t5udSlm8MvVOp3Qp95SVqZZW44zTGPU+7bTUZtgJSR9vZYKdk7rhmjCCcceAFWvzPdqW7Qc00N/wDiUe6qbUFLrEiquSx6bq56T6q3nA4vs2FqaGgUhASkIvdgibflRwtZFQyghabuk2/BerSVtpbWJimUl3slPslXY+4Hwd/HKY1HKVo5s8zsjQr7sWuZOouImmqDb1l0qkIqcYSnOwqFVkNSFtsFxtxAjpCyT94KEnoVhvXpcVs2F4MtWd4+ZFqtwtZeyR/LUVx6GKbIpbtQkd5dO9LaRD0GnEf4QB6xIACgoSr5J2raXjDdvj5c+DLUpNoTKjkKm2TURS4qIzdRpE1BQ6zKS2E/UEFptaFudlIWnsDsnk7eTHkjQ/GCwlZCuiybor1JbV0kP0ZhhbcRRcbbb9dTrqOgWt0JSQFe4O9e2+Vb3lnb9WvmzbOr2Nr3tdjIzbzlp1OsQmGmaiWmlOuIW2h1T0VfQJUlLyElYWCANHU6D39xxnZixvScu4wuXHFaQn6ev056Gh0p2qO8U/2L6P0W26EOJPyFIB4zfD7I1ayr43WPeNyyjKrK4LlOqkgp6+vNhPuRH3fk77OMKVsa3vek70Jk557D9D+x4oIP6/txeVpy27/SV5hYtw3Lbceotn0abkqrRFpT9PKfQ59FTe+ztXpPqddAG9LS2SD8pz5Nw3f+RPLC1K7dFp25dOG6baciPJg1t5LyIdZW66fqWoaklLzqmww32cBSlHqlJSr2XE3g+xPtrym8hccY2fX/AEN21PitUuIl9TsSn1VaUmRHjFZ2lIV9QFNp+1PVH/lJsL5XYfvbOWIpOP7FyA1aUmTUIb82Q9GLzUuE26FPRnAkg9FDRI9wvp0V9q1EVktKlWBdf4iltzPFqmUKjW3YlsSk5Bft5KIMOep/1kRYi2GghDy0LU0536n4GyOieNjMeJvH+9fJnMt4ZasvLlcdt6tU41F2zmnjT4lNNBpqkvSy2UqUUqEhXVgqd6Daka6bv3i2Xjubju3pWJnKUuzlU9kUU0sARRECdIDYHwABog+4IIPuDyDKD5xQruyDd+KLT8fsoz7us9hh+XTHYcKOerjZc+91cn0mvtKOgUvs4VgIB0rUsYtz3jnLOMadlqhVRdNoVSddjJNZCYTrL7bymVsuJWrSVhaFDWzzS8nMZjLODrstCM4hiqmCufRZhWW1QqpG/t4j6HB9zakPNoPYfAJ+QSDu+O2R5GXsF2HkqckCbcVAhTpoS30T9UpoB7qnZ0n1Avr7/GuSJxOw/Q/seKCD+v7cXlaa6XMp+ctFtidFU7QMQWkbkCXFj011ypOqjxnPSJ+4tRmpBQvR6qWr4PUn1cGD7xyB5V1i4MrWPat4YmFpx4NEara0y/4dPKyZAZhLBbCndJ9R1ae3VLSULA7o5Gn4bb1bhXLnizbanyJeIrZvVynWSVyFSWo5Sp36hhl1ZKy2lsRCE76gqJHutRNtcj4+puSqE1b1Xrlx0yGmUh940Osv0x6QgBSVMOPMKS4WlBZ7JChvQOwQOVk/C8jNRME3bGYCghrItfQkrcU4ohK2QOy1EqUdAfcokn5JJ5E+VvBzDmMrATdmRWq/eWXb7uBcSJHptwSIESs3BUJLjiAEISkMspSVLcVodW2lH50eXH8ecMUzxtwlSMd0t+dWnqTGckzpHZTj0+Ysd3loStZ6hSvZCO2gAkb+TyNLX87aNfFRvqjWfgXKdRqOPHFCuxDT4bK4yWwC6Cpcj0y6NO9GEqU456Suo1o8mnH2ZsfZJxzbOUaFXWY9DuxltynLnrRHcW4skeiUqVr1QpK0lIJ90nWx78fHMUqOxLjOxZLLbzLqChxtxIUlaSNFJB9iCPYjlcvDV2ZZz2UvHmXKL0bFt4ORaGBtSWKJPYROhMeookqLQedb6n/AlKEgkD2slxm5cvW3bDsOqVq55UliI4yuIlUeBIlrLrqFJQPTjtrX7n8+uh+eufPjwfuXEFveHkjBXkRBuilvTq1LlSaau2qx6gb9Vl1lxLjMZQSe7QUClWwR+XLCR5aPNCRnK04y7jp9gz7Xp1qUj+LU6XDbdqJMx92psMPobVoKdjI9xtX0ydjRA5xfFjyBpeAcc0rx18rZkTHd22NHVS4Eyq/3al12msq6sSYUtQDTukFCVJ2F7GyNlQTKFsZhXkC+qjmKizavHw9aFuSordR+nkehcU555l12THihBdfZjNMdEPpR/aLkPBvukducHxTubH+WccXzjuoUmpyWZ9z3TNnU6tW/MhIkU2pVeY8wr+8tJStLjLySUglSSSFAEciPw9wnk3x78vLiw7XHKhUse23aFTl2LU3mFKQiBUKpDeXFU8Pt9RDrLm0HSir1HAOi06vzyH8v0jyfqNxxnMLVjFcGiphpD4uikTpctcnurt1Uw6hAbCemhonfbftrjF/ljz//AM3ePf8A8Yq3/wCnk0YpiZThWmmPmCXacq4EyHSp62YkiNDWyddP7N9SlhY9wfuIOgf1HHVPgxanBkU6ayHY8ppbLrZJAWhQIUn2/UEjlGfGG4h4HS7i8cs/rFBs5dbkVOxb0dYUmkzor52qI/IA6sSUFPbq5re1gEgNlU2tZhTnfJ9p0rBtel1CzrUqDlYuy56c4pFNkgRX2mKW07rrMUt11Lrob2loMI7KC1JTxuePGX7IuzyDy7GpRrvW6ajS5lIemW5UIjMxmNSGGX1JcfYSkdXGlp0opJ0CnYI5DlO8db58fvO6yKbYEGQrC973HULvEJiOVR6FWm6POYcbHX7WW1pk/ZsBJSUNj3a9/oMPjkaZdwBZmaZNNk3bWbvifwtDiGG6Jc02ltnuQVKWmO4kLV9oAKtkD2HI+/qIYa/zNlH/AKiVf/f5M+OrAo+MbSh2ZQZ9ZmQYJcLTlXqj9Qk6WsrIU++pS1AFRABPsNAew5167GemUWfEjpCnX4zrSATralIIA3/qRyAPAav097w5sBzspBoFNkUmeg6WtqRCkPMvDqgqP+JslP5lJSde45WS5PKnH+V8tN3rm/C2Zqvb1k1dx6ybap1lOO05SkApTVppeUhb8leyW2ilLbCdey1qUoWdY8qKnZP9Cdr5ax/XE1vKkGIiZV6RTXBSKXUpAbS3HdLhK2yp11Kep907BO/fUW44qtkeKPl9nheValTrSoGUTS7roNXqDpZgyVo9cS2A859v1HrPLWWwrfU9gOpGoAn4UyZe/ipkfLtpWZXaap3NrmVLUpsVhTNQXTG1Fr1mmOgVsNuOOISAkkN9h/whU++Qt9Wl5U3/AOPFl4Srsa43oF8wr8q0mIS41R6bBQtShM6j+7uOKKm0IX1UXEKTrfO/+KZLE/xQrtg02BU6hcFySYJpcGDTJMtb/wBPOjuve7Lakt9Ufd95TvR1sjXOTnLO2Paxk3x9rFLkXFLgW7cD9aq0pu1qsW4sVdMkR0Lc/u29qdWEhOir3JIA9+ShJ8nrtqsXJ9xY8xZErNtYpnS6TUZU+vGBKqM2EgLnNRWfp1p6tJOkrdcQHFDQCUkL5KmNsq2vlPFdCy5bq3k0Wu0turNB5GnWUFPZaFgbHdBSpKtEjaTokaPIi/DvjSY/iLZT0mO4yJ8is1KOFjRXGk1WW+wvX5dm3EK18jfv78n+4qJHuSg1K3pcqbGYqcR2G49BlLjSG0uIKSpp5shbawDtK0kFJ0QdjkB/1EMNf5myj/1Eq/8Av8dmMfFzHuJrpRd1r1+/HpiWHI5aql4VGoRloWPcKZfdUhRBAIJGwQCOTDystZdFA/EYt6oVEJRHurEcyj01QcTtyVEqqZLyCkkH2acSRoHfv+SSRoeavkxW8TO0HGlpUO9VS7mQt6sV22rfdqMmi00Ep7RgQGVSnVJWhvsshrRcUhX2JVx/DbI1ps06s2ZhTDV32xjqx7eTMlt3DQHIterNZddcUXG1dymUpbTC+xOlBamkjSdAc2+/NrKlyYGoebMC4xRCRCu4UC9YF5wpKXqFHSlKlPOIjnsGgHGlKeAV0S4PsP3dWdlK5KFnbzvwZdHjNVY1yuWoiU9fFet5W47NKWtv02JUxH2OApTIAZKir7/j7hx+215QSbJczNavk3f1Bg1yBX6ixaltu0pcedMpS0qEIshvRqHrpLaU+iCsEKSpWyAl3/h3YrvzEPivbdrZFpy6XV5EibU/4Wsq7U9mQ8XG2VBRPRQSexR8pKyD9wVyI/HzLllW15X+SmQK0qvxLeutdvy6NMXbFVCJrcOI4iSpCfpt7QtQTogE7+0KGzyM7hq1AuL8M/KFFm0icmq0S5pFXVHq9EkRXYqZtyFyM6n6hpI7qZWr3QSUhZCtb0fo7kWuU22Mf3LclZeUzT6TR5s6U4lBWUMtMLWshI91EJSfYe55GHg7S6hSPEbE0OpxVx3v5WhPdFEb6OJLiD7fqhaT/wCvv78li87UgXxa9StKqTKlFh1Vgxn3abOdhyUoOt9HmiFoJA1tJB0SPz5Bn9RDDX+Zso/9RKv/AL/HrijxrsTDlwSLjtSu3vJflRFQ3Gaxdk+pRigrSrsGZDikBYKPZYGwFKAOlHkscrRak5qhfiBX7QqmktSLpxxQ6nTFdklDrMOZJZfB99hQW8nSdHYCj7e22h5s+Sc61K7T8HUqhZFbpdaiLeuu4LRt1ydOiQVjQhwlLAZQ+8CoKeKleijZCStSSnp+M+YLapeMryexRg+67dxpjagRjR6DKt9yLXqjUEJlPTAhClqEjuhMXqvfdTqne2/t5KFieUOPL0whBznPhV636Q9IXClwplJkPToUxt8susLYjocWSlxChsJ1rROvcCA/w0L3otMsi4cc1eJXaZcVUvGuV2NCqFBnRe0JxTakOFxxkNDYB+0r7e2tc72YZdeuj8SDBtm+jGXQ7RtWtXY6HdkrffbfiAgdSCpBQyU+412WfkDduZ0uPT4MibKUUsx2luuFKFLISlJJ0lIJPsD7AEn8uUM8Uc0WPYV9eRt0XSLmgU64r2kXFSVm1KspUyArTSXWkJjdiStxACdBXvvWhvjItVdKl/h9Ygt+o0d9qv2bfdswpbFSpD0d+DIcrgWQgvtpP3NOJ2pskEKIJ+Ry0te8k8tRM+XJgm2MGUqpqoFEbuU1uRdi40X6BwuJQHUiGtTb6ltlKWk9wQFKKgEkclHBuU4+bMQWplePRnKS3c9LaqP0TjweVHK97R3AHfRB0dDY17D45EvjK7/GfIXyauqA06ulvXlSqS3IUnqFyoVIYaktgH3+xak++tEKBG/ystxCN8TqP1P7nigAfr+/EKUq+Rvi6AGhwAA/X9+GvffF4cOHDiFIPyOASB8DgEge/v8Avw1+fF4cOHEI2NchrH2LrqxLmG6FWqxEkY5vx5645McvhD9FryuokFtBH9oxKGnCAR6bqFnRDntMnUfqf3PGTfuNXL/uazqhUbgW1QrWqSq1Io6YwUmpTm0j6JbjvbaUMOFbwR1PZ0Mq2n09KexSkjRG/wDXi6GtcQISkkpSASdnQ+eKQD+v78TqD+Z/c8r7cfinU1SL6p+Ncu1SzbbybJlTrnpLdLjziZcpvpKkQnnjuK48AO/ZLqPdRQlCiFJ3MiYPricQWv404fjs0CypDDdCr1TMoCVDoTbYD7TCdbckyU9mvVP+D1HHDs6BmigUKk2vQqdbVBgNQaZSYrUGFFZTpthhpAQ22kfkEpSAP9OdDhw4ciXyGxJWsh0ei3bj6ZDp2RbCqH8atWdKB9EvFBbkQ3yPu9CSwpbK9f4eyF6V00ZMosiozqNAm1imGmz34zTsqGJAe+mdUgFbXqJ+1fVRKew9jrY+ebhT9pCT7n9ffjKxHjVWMrYfptRry69XKtUZNZrlYXHEdVQnvr2tz0wpQbQlCW2m0dldGmm0bPXfHsEpT8ADiFKT7kc9c89R+p/c8jXyIwnG8hMV1LFFQuqoUGnVh6OqbIgsMuvLaadS6G0+qFJTtxDZJA3pOvzPG5mjFWRMtW7beG59aadtKouB6+q33TGl1CGwpChT2WGh9hkqIDjgUEpabcTolwATVGjMQ47cWMyhpllAbbbbSEpQkDQAA+AB7Acy8OHDkO55xVctxVS1cu4v+lTf2P5Dz8CPKeLMesU99ITNpjy9EIDyEpLbikqDbqG161vkusFxxltx9otOKSCpHffU69xsex1zHUGZz1Pks0uY3FmOMrTHfdaLyGnCk9VqR2T3AOiU9hsDWxvfGxijHMTFtiwLQaqj9VlNqel1KqPp6PVKoSHFPSpbgBOlOvOOL6gkJ7BI9gOO8JA/X9+Ghvtob/Xi889R+p/c8jHP2E3M6WtTbV/neo22zTqzDrfrQokeQ44/FcDrAIfSpISHUpWdDauoBOiQW8fHW5RlC58rs5hqTVVuq3GbbksiiwiwwyylfpOtBSSrulx11z71KSe/UgpCQMlp4qyFgPx1/osxLWm7rrdHiim21IrqWYjcRC1hCHJBaTp1DHdTpSEhbiW+m+yu3Hhg/EtLwpjemWHT5z1SkMF2XU6pI2X6nUX3FOypbhJJ7OOrWrRJ6jqkHSRx+8OHDhw4cOHDhw4cOHDhw4cOHDhw4cOHDhw4cOHDhw4cOHDhw4cOHDhw4cOHDhw4cOHDhw4cOHDhz//Z)

Nota 2: Con varios triglicéridos de referencia también es posible calcular la resolución con respecto a la trioleína:

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

utilizando el tiempo de retención reducido 
![Formula](data:image/jpg;base64,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)
.

La representación gráfica del log α frente a f (número de dobles enlaces) permite determinar los valores de retención de todos los triglicéridos de los ácidos grasos contenidos en los triglicéridos de referencia (véase la figura 1).

Nota 3: La resolución de la columna ha de permitir separar claramente el pico de la trilinoleína de los picos de los triglicéridos con un tiempo de retención próximo. La elución se prosigue hasta el pico de ECN 52.

Nota 4: Para poder medir correctamente las superficies de todos los picos de interés en la presente determinación, es necesario que el segundo pico correspondiente a ECN 50 equivalga al 50 % de la escala completa del registrador.

Figura 1

Representación gráfica del log α frente a f (número de dobles enlaces)

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Número de dobles enlaces

La: ácido láurico; My: ácido mirístico; P: ácido palmítico; S: ácido esteárico; O: ácido oleico; L: ácido linoleico; Ln: ácido linolénico.

Figura 2

Aceite de oliva con bajo contenido en linoleico

a

![Image 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Con disolvente: acetona/acetonitrilo.

PERFIL a: Principales componentes de los picos cromatográficos: ECN 42: (1) LLL + PoLL; (2) OLLn + PoOLn; (3) PLLn; ECN 44: (4) OLL + PoOL; (5) OOLn + PLL; (6) POLn + PPoPo; (7) OOL + PoOO; ECN 46: (8) OOL + LnPP; (9) PoOO; (10) SLL + PLO; (11) PoOP + SPoL + SOLn + SPoPo; (12) PLP; ECN 48: (13) OOO + PoPP; (14 + 15) SOL + POO; (16) POP; ECN 50: (17) SOO; (18) POS + SLS.

b

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Con disolvente: propionitrilo.

PERFIL b: Principales componentes de los picos cromatográficos: ECN 42: (1) LLL; (2) OLLn + PoLL; (3) PLLn; ECN 44: (4) OLL; (5) OOLn + PoOL; (6) PLL + PoPoO; (7) POLn + PPoPo + PPoL; ECN 46: (8) OOL + LnPP; (9) PoOO; (10) SLL + PLO; (11) PoOP + SPoL + SOLn + SPoPo; (12) PLP; ECN 48: (13) OOO + PoPP; (14) SOL; (15) POO; (16) POP; ECN 50: (17) SOO; (18) POS + SLS

Figura 3

Aceite de oliva con alto contenido en linoleico

(a)

![Image 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)

Con disolvente: acetona/acetonitrilo (50: 50).

Perfil a: Principales componentes de los picos cromatográficos: ECN 42: (1’) LLL + PoLL; (2’) OLLn + PoOLn; (3’) PLLn; ECN 44: (4’) OLL + PoOL; (5’) OOLn + PLL; (6’) POLn + PPoPo; ECN 46: (7’) OOL + PoOO; (8’) PLO + SLL + PoOP; (9’) PLP + PoPP; ECN 48: (10’) OOO; (11’) POO + SLL + PPoO; (12’) POP + PLS; ECN 50: (13’) SOO; (14’) POS + SLS

(b)

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)

Con disolvente: propionitrilo.

Perfil b: Principales componentes de los picos cromatográficos: ECN 42: (1) LLL; (2 + 2’) OLLn + PoLL; (3) PLLn; ECN 44: (4) OLL; (5) OOLn + PoOL; (6) PLL + PoPoO; (7) POLn + PPoPo + PPoL; ECN 46: (8) OOL + LnPP; (9) PoOO; (10) SLL + PLO; (11) PoOP + SPoL + SOLn + SPoPo; ECN 48: (12) PLP; (13) OOO + PoPP; (14) SOL; (15) POO; (16) POP; ECN 50: (17) SOO; (18) POS + SLS; ECN 52: (19) AOO.»

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ANEXO III

«ANEXO XXI

Resultados de los controles de conformidad realizados en los aceites de oliva a que se refiere el artículo 8, apartado 2

|  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
| --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- | --- |
|  | | | | Etiquetado | | | | | | Parámetros químicos | | | Características organolépticas[(4)](#ntr4-L_2013090ES.01007002-E0004) | | | Conclusión final | |
| Muestra | Categoría | País de origen | Lugar de inspección[(1)](#ntr1-L_2013090ES.01007002-E0001) | Denominación legal | Denominación de origen | Condiciones de almacenamiento | Información errónea | Legibilidad | C/NC[(3)](#ntr3-L_2013090ES.01007002-E0003) | Parámetros fuera de límite  S/N | En caso afirmativo, indique cuáles[(2)](#ntr2-L_2013090ES.01007002-E0002) | C/NC[(3)](#ntr3-L_2013090ES.01007002-E0003) | Mediana deldefecto | Mediana delfrutado | C/NC[(3)](#ntr3-L_2013090ES.01007002-E0003) | Acciones requeridas | Sanción |
|  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |
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|  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |  |

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[(1)](#ntc1-L_2013090ES.01007002-E0001)  Mercado interior (almazara, embotelladores, fase de venta al por menor), exportación, importación.

[(2)](#ntc2-L_2013090ES.01007002-E0002)  Cada característica del aceite de oliva que figura en el anexo I tendrá un código.

[(3)](#ntc3-L_2013090ES.01007002-E0003)  Conforme o no conforme.

[(4)](#ntc4-L_2013090ES.01007002-E0004)  No requerido para aceite de oliva y aceite de orujo de oliva.»

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