MUTUAFONDO CRECIMIENTO FI 1.0.0 2020-01-01 2020-06-30 MUTUAFONDO CRECIMIENTO FI 1.0.0 2019-07-01 2019-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2020-01-01 2020-06-30 MUTUAFONDO CRECIMIENTO FI 1.0.0 2019-01-01 2019-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2020-04-01 2020-06-30 MUTUAFONDO CRECIMIENTO FI 1.0.0 2020-01-01 2020-03-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2019-10-01 2019-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2019-07-01 2019-09-30 MUTUAFONDO CRECIMIENTO FI 1.0.0 2018-01-01 2018-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2017-01-01 2017-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2015-01-01 2015-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2017-01-01 2019-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2015-01-01 2019-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2020-06-30 MUTUAFONDO CRECIMIENTO FI 1.0.0 2019-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2018-12-31 MUTUAFONDO CRECIMIENTO FI 1.0.0 2017-12-31 iso4217:EUR xbrli:pure MUTUAFONDO CRECIMIENTO FI 4739 02 02 2020 EUR A+ false Pº.de la Castellana, 33 Edf.Fortuny 2º planta 28046 Madrid EM clientes@mutuactivos.com http:\\www.mutuactivos.com 05 PASEO DE LA CASTELLANA, 33 EDIFICIO FORTUNY, 2º 28046 MADRID EM clientes@mutuactivos.com 2014-04-11 08 15 4, en una escala de 1 a 7. La gestión toma como referencia la rentabilidad del índice 60% MSCI Global en euros, 25% Iboxx Euro Index World Wide Performance Overall 3 to 5 Years (QW7I Index) y 15% Iboxx Euro Index World Wide Performance Overall 5 to 7 Years (QW7M Index). La exposición a renta variable oscilará entre el 0 y el 100% del total (habitualmente en torno al 60%), sin distribución predeterminada por capitalización, distribución geográfica o sectorial, aunque emitida y cotizada mayoritariamente en la OCDE y de forma minoritaria en países emergentes. El resto de la exposición (en torno al 40%) se invertirá en renta fija, pública y/o privada, incluyendo depósitos e instrumentos del mercado monetario, cotizados o no, que sean líquidos, así como bonos convertibles y/o canjeables por acciones (podrán comportarse como activos de renta variable), deuda subordinada (con preferencia de cobro posterior a los acreedores comunes) y en bonos contingentes convertibles (se emiten normalmente a perpetuidad con opciones de recompra para el emisor y en caso de que se produjera la contingencia, pueden convertirse en acciones o aplicar una quita al principal del bono, afectando esto último negativamente al valor liquidativo del fondo), sin predeterminación por distribución geográfica o sectorial y calificación crediticia, pudiendo llegar a invertirse el 100% en emisiones con baja calidad (rating inferior a BBB- por SP o equivalente), o incluso no calificadas. Se podrá invertir hasta un 25% de la exposición total en titulizaciones líquidas. La exposición a países emergentes podría llegar a alcanzar un 33% de la exposición total. La duración media de la cartera oscilará entre 0 y 7 años. La máxima exposición a riesgo divisa será del 70%. Se podrá invertir más del 35% del patrimonio en valores emitidos o avalados por un Estado miembro de la Unión Europea, una Comunidad Autónoma, una Entidad Local, los Organismos Internacionales de los que España sea miembro y Estados con calificación de solvencia no inferior a la del Reino de España. El fondo tiene la intención de utilizar las técnicas de gestión eficiente de la cartera a que se refiere el artículo 18 de la Orden EHA/888/2008. En concreto, de forma puntual y siempre con el objetivo de gestionar la liquidez del fondo de forma eficiente, se realizarán adquisiciones temporales de activos con pacto de recompra con un vencimiento máximo de 7 días. Excepcionalmente podrán realizarse adquisiciones temporales de activos de renta fija pública de la Eurozona con un vencimiento máximo de hasta 180 días. En este caso, el riesgo de contrapartida estará mitigado por estar la operación colateralizada por el activo adquirido. Estas operaciones resultarán eficaces en relación a su coste y se realizarán con entidades financieras de reconocido prestigio en el mercado, no pertenecientes al grupo económico de la gestora. Se podrá operar con instrumentos financieros derivados negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión y no negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión. Esta operativa comporta riesgos por la posibilidad de que la cobertura no sea perfecta, por el apalancamiento que conllevan y por la inexistencia de una cámara de compensación. La operativa con derivados OTC se desarrollará con contrapartes que se encuentren bajo la supervisión de un órgano regulador de un país de la OCDE y con solvencia suficiente a juicio de la gestora. Éstas deberán aportar colaterales aptos para mitigar total o parcialmente el riesgo de contraparte y no podrán ser entidades que pertenezcan al grupo depositario de la IIC o que supongan una operación vinculada. La exposición máxima a riesgo de mercado por el uso de derivados es el patrimonio neto. 01 0.00 0.00 0.00 0.00 -0.48 -0.50 -0.48 -0.46 1 *A* MUTUAFONDO CRECIMIENTO FI EUR 225271.76 310031.20 973 1145 0.00 0.00 false 10.000,00 Euros 22736716 36082824 29077582 18392123 100.9302 116.3845 104.4928 108.0312 0.37 0.37 0.00 0.00 0.37 0.37 03 0.02 0.02 01 -13.28 2.07 -15.04 2.20 1.04 11.38 -3.28 5.67 3.33 -0.35 -4.86 -1.30 2020-04-20 2020-03-09 2018-12-06 0.42 1.36 1.18 2020-04-09 2020-03-10 2019-01-04 01 10.47 2.59 14.33 4.64 5.62 5.08 5.48 3.69 14.09 42.22 32.70 49.41 13.00 13.19 12.39 13.67 12.86 21.89 0.31 0.22 0.37 0.07 0.16 0.11 0.16 0.42 0.19 BENCHMARK MUTUAFONDO CRECIMIENTO FI 23.37 15.60 28.75 5.47 7.59 6.41 7.64 5.24 11.13 6.20 6.20 6.32 5.31 5.52 5.31 5.53 5.83 7.59 0.44 0.21 0.23 0.22 0.23 0.79 0.55 0.55 0.60 false GraficaVL.png png 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 GraficaRT.png png 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 false 4 *L* MUTUAFONDO CRECIMIENTO FI EUR 372.44 110787.73 2 4 0.00 0.00 false 10,00 Euros 37620 12896158 0 0 101.0084 116.4042 0.0000 0.0000 0.33 0.33 0.00 0.00 0.33 0.33 03 0.02 0.02 01 -13.23 2.09 -15.01 2.22 1.07 -0.35 -4.86 2020-04-20 2020-03-09 0.42 1.36 2020-04-09 2020-03-10 01 10.47 2.58 14.34 4.62 5.64 42.22 32.70 49.41 13.00 13.19 0.31 0.22 0.37 0.07 0.16 BENCHMARK MUTUAFONDO CRECIMIENTO FI 23.37 15.60 28.75 5.47 7.59 7.65 7.65 8.54 0.40 0.18 0.21 0.19 0.21 0.60 false GraficaVL.png png 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 GraficaRT.png png 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 false 2 *D* MUTUAFONDO CRECIMIENTO FI EUR 6044.95 5746.88 160 142 0.00 0.00 false 10,00 Euros 561943 617394 18862 21022 92.9607 107.4312 96.5979 101.4722 0.60 0.60 0.60 0.60 01 0.02 0.02 01 -13.47 1.95 -15.13 2.21 0.99 11.21 -4.80 5.80 2.81 -0.35 -4.86 -1.30 2020-04-20 2020-03-09 2018-12-06 0.42 1.36 1.19 2020-04-09 2020-03-10 2018-04-05 01 10.50 2.58 14.38 4.90 5.97 5.35 5.73 4.10 14.76 42.22 32.70 49.41 13.00 13.19 12.39 13.67 12.86 21.89 0.31 0.22 0.37 0.07 0.16 0.11 0.16 0.42 0.19 BENCHMARK MUTUAFONDO CRECIMIENTO FI 23.37 15.60 28.75 5.47 7.59 6.41 7.64 5.24 11.13 6.25 6.25 6.39 5.49 5.66 5.49 5.98 6.39 9.80 0.66 0.32 0.34 0.33 0.34 1.31 1.52 4.11 1.65 false GraficaVL.png png 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 GraficaRT.png png 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 false 3 *E* MUTUAFONDO CRECIMIENTO FI EUR 124175.06 135652.82 1 1 0.00 0.00 false 10.000.000,00 Euros 12684574 15970351 16511709 19650808 102.1507 117.7296 105.2115 108.8993 0.32 0.32 0.32 0.32 01 0.02 0.02 01 -13.23 2.09 -15.01 2.36 1.13 11.90 -3.39 6.13 3.69 -0.35 -4.86 -1.30 2020-04-20 2020-03-09 2018-12-06 0.42 1.36 1.20 2020-04-09 2020-03-10 2018-04-05 01 10.50 2.58 14.38 4.90 5.98 5.36 5.72 4.02 14.75 42.22 32.70 49.41 13.00 13.19 12.39 13.67 12.86 21.89 0.31 0.22 0.37 0.07 0.16 0.11 0.16 0.42 0.19 BENCHMARK MUTUAFONDO CRECIMIENTO FI 23.37 15.60 28.75 5.47 7.59 6.41 7.64 5.24 11.13 6.36 6.36 6.50 5.58 5.81 5.58 5.89 6.22 8.31 0.39 0.18 0.20 0.19 0.21 0.76 0.70 0.70 0.71 false GraficaVL.png png 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 GraficaRT.png png 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 false 26408126 54371851 14372872 22817019 11916027 31388691 65968 83554 53259 82587 7956015 10124834 1656713 1070043 36020854 65566728 65566727.82 52991836.86 65566727.82 -41.37 19.88 -41.37 -292.45 0 0 0 0 -17.16 3.17 -17.16 -602.78 -16.66 3.81 -16.66 -505.35 -0.01 0.01 -0.01 -278.13 0.23 0.34 0.23 -36.95 -0.94 0.53 -0.94 -264.17 -10.24 2.11 -10.24 -549.45 -0.13 0 -0.13 9479.53 -3.28 0.82 -3.28 -470.71 0 0 0 0 -0.19 0 -0.19 20760.32 -2.10 0 -2.10 0 -0.50 -0.65 -0.50 -28.19 -0.36 -0.48 -0.36 -30.91 -0.02 -0.02 -0.02 -9.83 -0.08 -0.09 -0.08 -16.05 0 0 0 43.80 -0.04 -0.06 -0.04 -33.86 0 0.01 0 -100 0 0 0 0 0 0 0 0 0 0.01 0 0 36020853.77 65566727.82 36020853.77 ES0001352584 Obligaciones|JUNTA DE GALICIA|0,125|2024-12-18 EUR 0.00 0.00 199411.00 0.30 ES0001380148 Bonos|PRINCIPADO DE ASTURI|0,037|2022-04-15 EUR 501232.00 1.39 501621.00 0.77 ES0000101909 Obligaciones|COMUNIDAD DE MADRID|1,571|2029-04- EUR 0.00 0.00 109367.00 0.17 ES00000128H5 Obligaciones|GOBIERNO DE ESPAÑA|1,300|2026-10-3 EUR 0.00 0.00 226535.00 0.35 501232.00 1.39 1036934.00 1.58 ES0000101800 Bonos|COMUNIDAD DE MADRID|0,000|2020-04-30 EUR 0.00 0.00 100021.00 0.15 ES0001352303 Obligaciones|JUNTA DE GALICIA|4,805|2020-03-26 EUR 0.00 0.00 155068.00 0.24 0.00 0.00 255089.00 0.39 ES0265936015 Obligaciones|ABANCA CORP BANCARIA|4,625|2025-04 EUR 95191.00 0.26 106209.00 0.16 ES0205045018 Obligaciones|CAIXABANK SA|1,500|2023-05-01 EUR 102474.00 0.28 103883.00 0.16 ES0280907017 Obligaciones|UNICAJA BANCO SA|2,875|2024-11-13 EUR 265913.00 0.74 303715.00 0.46 ES0213307046 Obligaciones|BANKIA SA|3,375|2022-03-15 EUR 302915.00 0.84 318564.00 0.49 ES0840609004 Obligaciones|CAIXABANK SA|1,687|2024-06-13 EUR 201178.00 0.56 225145.00 0.34 ES0305259006 Obligaciones|DRIVER ESPAÑA SA|0,000|2028-04-21 EUR 15730.00 0.04 24056.00 0.04 ES0244251015 Obligaciones|IBERCAJA BANCO SA|2,750|2025-07-23 EUR 438904.00 1.22 0.00 0.00 ES0813211002 Obligaciones|BBVA SA|1,468|2023-09-24 EUR 195049.00 0.54 218624.00 0.33 ES0205072012 Obligaciones|GRUPO PIKOLIN|4,500|2022-05-27 EUR 100418.00 0.28 101620.00 0.15 ES0224261042 Obligaciones|CORES SA|1,500|2022-11-27 EUR 103963.00 0.29 104774.00 0.16 ES0244251007 Obligaciones|IBERCAJA BANCO SA|5,000|2020-07-28 EUR 0.00 0.00 204453.00 0.31 ES0371622012 Obligaciones|PROGRAMA CEDULAS TDA|4,125|2021-04 EUR 0.00 0.00 106489.00 0.16 1821735.00 5.06 1817532.00 2.77 ES0371622012 Obligaciones|PROGRAMA CEDULAS TDA|4,125|2021-04 EUR 103721.00 0.29 0.00 0.00 103721.00 0.29 0.00 0.00 2426688.00 6.74 3109555.00 4.74 ES0505287252 Pagarés|AEDAS HOMES|0,660|2020-04-24 EUR 0.00 0.00 298999.00 0.46 ES0505450009 Pagarés|ATLANTICA YIELD|0,400|2020-04-17 EUR 0.00 0.00 99630.00 0.15 XS2062921304 Pagarés|VIESGO HOLDCO SA|0,140|2020-01-02 EUR 0.00 0.00 300109.00 0.46 XS2180540135 Pagarés|VIESGO HOLDCO SA|0,010|2020-09-04 EUR 299338.00 0.83 0.00 0.00 ES0505047243 Pagarés|BARCELO COORPORACION|0,230|2020-03-10 EUR 0.00 0.00 99865.00 0.15 XS2189661361 Pagarés|CAF SA|0,318|2020-09-09 EUR 299392.00 0.83 0.00 0.00 ES05051132G6 Pagarés|EL CORTE INGLES SA|0,011|2020-01-28 EUR 0.00 0.00 99952.00 0.15 ES0500101219 Pagarés|COMUNIDAD DE MADRID|0,280|2021-03-09 EUR 299344.00 0.83 0.00 0.00 XS2091575436 Pagarés|NOMURA EUROPE FINANC|0,020|2020-06-05 EUR 0.00 0.00 1035783.00 1.58 ES0505438004 Pagarés|URBASER|0,300|2020-01-21 EUR 0.00 0.00 99893.00 0.15 ES0583746047 Pagarés|VIDRALA|0,083|2020-01-10 EUR 0.00 0.00 99969.00 0.15 ES0583746112 Pagarés|VIDRALA|0,180|2020-09-11 EUR 299384.00 0.83 0.00 0.00 ES0554653156 Pagarés|INMOBILIARIA DEL SUR|1,450|2020-04-27 EUR 0.00 0.00 99177.00 0.15 1197458.00 3.32 2233377.00 3.41 ES00000128E2 REPO|BNP PARIBA|0,550|2020-07-01 EUR 9000000.00 24.99 0.00 0.00 ES0000012C46 REPO|BNP PARIBA|0,550|2020-01-02 EUR 0.00 0.00 7500000.00 11.44 9000000.00 24.99 7500000.00 11.44 12624146.00 35.05 12842932.00 19.59 ES0152503035 Acciones|MEDIASET ESPAÑA SA EUR 0.00 0.00 28560.00 0.04 ES0132105018 Acciones|ACERINOX SA EUR 0.00 0.00 588999.00 0.90 ES06735169F2 Derechos|REPSOL SA EUR 0.00 0.00 21264.00 0.03 ES0173516115 Acciones|REPSOL SA EUR 0.00 0.00 700261.00 1.07 ES0105027009 Acciones|DISTRIBUCION INTEGRAL LOGISTA EUR 0.00 0.00 194045.00 0.30 ES0167050915 Acciones|ACS SA EUR 0.00 0.00 532682.00 0.81 ES0178165017 Acciones|TECNICAS REUNIDAS SA EUR 173084.00 0.48 730208.00 1.11 ES0118594417 Acciones|INDRA SISTEMAS SA EUR 0.00 0.00 484079.00 0.74 ES0184262212 Acciones|VISCOFAN EUR 0.00 0.00 316229.00 0.48 ES0105075008 Acciones|EUSKALTEL SA EUR 89333.00 0.25 509164.00 0.78 ES0148396007 Acciones|INDITEX EUR 0.00 0.00 375199.00 0.57 ES0157097017 Acciones|ALMIRALL SA EUR 89488.00 0.25 495096.00 0.76 351905.00 0.98 4975786.00 7.59 351905.00 0.98 4975786.00 7.59 Deposito|BANCO CAMINOS|0,000|2020 12 19 EUR 0.00 0.00 600000.00 0.92 Deposito|BANCO SANTANDER S.A.|0,000|2020 09 20 EUR 0.00 0.00 1500000.00 2.29 Deposito|BANCO SANTANDER S.A.|0,000|2020 10 10 EUR 0.00 0.00 1500000.00 2.29 Deposito|BANKIA S.A.|0,100|2020 01 10 EUR 0.00 0.00 199894.00 0.30 Deposito|BANKIA S.A.|0,100|2020 05 29 EUR 0.00 0.00 199791.00 0.30 Deposito|BANKIA S.A.|0,255|2020 12 11 EUR 0.00 0.00 199800.00 0.30 Deposito|BANKIA S.A.|0,255|2020 12 10 EUR 0.00 0.00 1000000.00 1.53 Deposito|BANKIA S.A.|0,900|2021 04 27 USD 1682393.00 4.67 0.00 0.00 1682393.00 4.67 5199485.00 7.93 14658444.00 40.69 23018203.00 35.11 IT0001247391 Cupón Cero|REPUBLICA DE ITALIA|0,740|2027-05-01 EUR 0.00 0.00 137624.00 0.21 PTOTEUOE0019 Obligaciones|REPUBLICA DE PORTUGA|4,125|2027-04 EUR 0.00 0.00 181176.00 0.28 XS1217882171 Obligaciones|GOBIERNO DE NORUEGA|4,250|2025-06- EUR 165785.00 0.46 173107.00 0.26 XS2078532913 Obligaciones|CHINA GOVT INTL BOND|0,125|2026-11 EUR 341415.00 0.95 342088.00 0.52 PTOTEROE0014 Obligaciones|REPUBLICA DE PORTUGA|3,875|2030-02 EUR 0.00 0.00 134282.00 0.20 IT0005370306 Obligaciones|REPUBLICA DE ITALIA|1,050|2026-07- EUR 0.00 0.00 193991.00 0.30 507200.00 1.41 1162268.00 1.77 GR0002198647 Letras|HELLENIC T-BILL|0,019|2020-07-03 EUR 149982.00 0.42 0.00 0.00 GR0002193598 Letras|HELLENIC T-BILL|0,153|2020-01-31 EUR 0.00 0.00 149925.00 0.23 149982.00 0.42 149925.00 0.23 XS1278718686 Obligaciones|ABN AMRO BANK NV|2,875|2020-09-22 EUR 207273.00 0.58 211488.00 0.32 XS1919894813 Bonos|ALMIRALL SA|0,250|2021-12-14 EUR 191541.00 0.53 103582.00 0.16 DE000A19SPK4 Bonos|CORESTATE CAPITAL HO|0,687|2022-11-28 EUR 72415.00 0.20 86118.00 0.13 XS1645651909 Obligaciones|BANKIA SA|1,500|2022-07-18 EUR 184844.00 0.51 211573.00 0.32 FR0013370129 Obligaciones|BUREAU VERITAS SA|1,875|2024-12-06 EUR 102045.00 0.28 106015.00 0.16 FR0013452893 Obligaciones|TIKEHAU CAPITAL SCS|2,250|2026-09- EUR 98187.00 0.27 102001.00 0.16 FR0013449261 Obligaciones|LAGARDERE S.C.A.|2,125|2026-10-16 EUR 91329.00 0.25 99254.00 0.15 FR0013460607 Obligaciones|BUREAU VERITAS SA|1,125|2026-10-18 EUR 97187.00 0.27 102487.00 0.16 FR0013233426 Bonos|BOLLORE|2,000|2021-10-25 EUR 100889.00 0.28 103693.00 0.16 FR0012872174 Obligaciones|BOLLORE|2,875|2021-06-29 EUR 103262.00 0.29 104293.00 0.16 FR0013457405 Obligaciones|FFP|1,875|2026-10-30 EUR 94485.00 0.26 99829.00 0.15 NO0010824006 Bonos|MARINE HARVEST ASA|0,537|2023-06-12 EUR 201725.00 0.56 102371.00 0.16 NO0010823347 Bonos|DNO ASA|4,375|2023-05-31 USD 79834.00 0.22 181948.00 0.28 PTTGCPOM0000 Bonos|TAGUS SA|0,070|2022-02-12 * EUR 41728.00 0.12 54444.00 0.08 PTTGCSOM0007 Bonos|VOLTA ELECTRICITY RE|0,091|2023-02-13 EUR 134670.00 0.37 161610.00 0.25 PTGALJOE0008 Obligaciones|GALP ENERGIA SGPS|3,000|2021-01-14 EUR 0.00 0.00 207242.00 0.32 PTBIT3OM0098 Obligaciones|BANCO COMERCIAL PORT|3,871|2025-03 EUR 93169.00 0.26 304365.00 0.46 USU0044VAF32 Obligaciones|APOLLO MANAGEMENT|2,475|2024-12-17 USD 26765.00 0.07 29825.00 0.05 USC71968AB41 Obligaciones|PARKLAND FUEL COPR|2,937|2027-07-1 USD 51779.00 0.14 0.00 0.00 USF2893TAF33 Obligaciones|ELECTRICITE DE FRANC|2,625|2030-01 USD 181905.00 0.50 0.00 0.00 XS1528093799 Obligaciones|ATLANTIA SPA|1,750|2027-02-01 EUR 183278.00 0.51 189059.00 0.29 XS2048471002 Bonos|ROYAL BANK OF SCOTLA|0,044|2021-03-01 EUR 0.00 0.00 192470.00 0.29 XS2056730323 Obligaciones|INFINEON TECHOLOGIES|2,875|2027-04 EUR 99324.00 0.28 103299.00 0.16 XS2114413565 Obligaciones|AT&T CORP|2,875|2025-05-01 EUR 190423.00 0.53 0.00 0.00 XS2035557334 Bonos|VOLKSWAGEN LEASING G|0,020|2021-08-02 EUR 198500.00 0.55 200111.00 0.31 XS1888179477 Obligaciones|VODAFONE GROUP PLC|3,100|2027-01-0 EUR 105945.00 0.29 110655.00 0.17 XS1083986718 Obligaciones|AVIVA PLC|3,875|2031-07-03 EUR 215850.00 0.60 224375.00 0.34 XS2087622069 Obligaciones|STRYKER CORP|0,250|2024-11-03 EUR 98996.00 0.27 100006.00 0.15 XS1592168451 Obligaciones|BANKINTER SA|2,500|2022-04-06 EUR 500519.00 1.39 520466.00 0.79 XS1054522922 Obligaciones|NN GROUP NV|4,625|2024-04-08 EUR 109949.00 0.31 116613.00 0.18 XS1377251423 Cupón Cero|TELEFONICA EMISIONES|0,049|2021-03-0 EUR 0.00 0.00 199796.00 0.30 XS2056697951 Obligaciones|AIB GROUP PLC|2,625|2024-10-09 EUR 189255.00 0.53 217522.00 0.33 XS1107890847 Obligaciones|UNICREDIT SPA|3,375|2023-09-10 EUR 197912.00 0.55 215514.00 0.33 XS1216020161 Obligaciones|CENTRICA PLC|3,000|2076-04-10 EUR 98408.00 0.27 102464.00 0.16 XS0954674825 Obligaciones|ENEL SPA|7,750|2020-09-10 GBP 173563.00 0.48 187607.00 0.29 XS2051471105 Obligaciones|EUROFINS|2,875|2023-08-11 EUR 98551.00 0.27 98346.00 0.15 XS1107291541 Obligaciones|BANCO SANTANDER SA|1,562|2022-09-1 EUR 192041.00 0.53 213307.00 0.33 XS2186001314 Obligaciones|REPSOL INTERNATIONAL|4,247|2168-12 EUR 288032.00 0.80 0.00 0.00 XS2077670003 Obligaciones|BAYER AG|2,375|2025-05-12 EUR 197181.00 0.55 203450.00 0.31 XS2078405722 Bonos|COLGATE-PALMOLIVE CO|0,000|2021-11-12 EUR 0.00 0.00 100514.00 0.15 XS2010445026 Bonos|BAYERISCHE MOTOREN W|0,125|2022-07-13 EUR 119782.00 0.33 120585.00 0.18 XS0903872603 Obligaciones|KONINKLIJKE KPN NV|6,875|2020-03-1 GBP 0.00 0.00 122566.00 0.19 XS2065555562 Obligaciones|BANK OF IRELAND PLC|2,375|2024-10- EUR 215037.00 0.60 230713.00 0.35 XS1206510569 Obligaciones|OBRASCON HUARTE LAIN|2,750|2023-03 EUR 70622.00 0.20 90630.00 0.14 XS0745894138 Obligaciones|SWEDISH MATCH AB|3,875|2022-02-16 EUR 220877.00 0.61 220446.00 0.34 XS1996435688 Obligaciones|CEPSA FINANCE|1,000|2025-01-16 EUR 96550.00 0.27 101759.00 0.16 XS1982118264 Bonos|SAUDI ARABIAN OIL CO|1,375|2022-04-16 USD 182057.00 0.51 180446.00 0.28 XS1685476175 Bonos|BANK OF IRELAND PLC|3,125|2022-09-19 GBP 163440.00 0.45 180357.00 0.28 XS2080767010 Obligaciones|AIB GROUP PLC|1,875|2024-11-19 EUR 137035.00 0.38 146316.00 0.22 XS2080785343 Obligaciones|TEMASEK FINANCIAL I|0,500|2031-11- EUR 148076.00 0.41 149874.00 0.23 XS1843436657 Bonos|FIDELITY NATL INFO S|0,125|2021-04-21 EUR 0.00 0.00 100419.00 0.15 XS2082345955 Obligaciones|COCA-COLA HBC FINANC|0,625|2029-11 EUR 215222.00 0.60 215586.00 0.33 XS1113441080 Obligaciones|GEMALTO|2,125|2021-08-23 EUR 103957.00 0.29 104134.00 0.16 XS2052337503 Obligaciones|FORD MOTOR CREDIT CO|2,330|2025-11 EUR 166398.00 0.46 191839.00 0.29 XS2014371137 Obligaciones|CARTESIAN RESIDENT.|0,127|2054-11- EUR 117823.00 0.33 124254.00 0.19 XS1824424706 Obligaciones|PETROLEOS MEXICANOS|4,750|2029-02- EUR 169353.00 0.47 0.00 0.00 XS1134780557 Obligaciones|ARYZTA EURO FINANCE|6,820|2022-03- EUR 137805.00 0.38 161504.00 0.25 XS0986063864 Obligaciones|UNICREDIT SPA|5,750|2020-10-28 EUR 0.00 0.00 105040.00 0.16 XS1224953882 Obligaciones|EUROFINS|4,875|2023-04-29 EUR 103676.00 0.29 105917.00 0.16 XS2084510069 Bonos|FRESENIUS SE & CO AG|0,250|2023-08-29 EUR 0.00 0.00 151033.00 0.23 XS1598243142 Obligaciones|GRUPO ANTOLIN IRAUSA|1,625|2024-04 EUR 88427.00 0.25 97606.00 0.15 XS1812087598 Obligaciones|GRUPO ANTOLIN IRAUSA|1,687|2026-04 EUR 84822.00 0.24 94150.00 0.14 XS1346815787 Obligaciones|INTESA SANPAOLO SPA|3,500|2021-01- EUR 203260.00 0.56 0.00 0.00 XS1935256369 Obligaciones|TELECOM ITALIA SPA|4,000|2024-03-1 EUR 0.00 0.00 111699.00 0.17 XS1242956966 Obligaciones|PERSHING SQUARE HOLD|2,750|2022-06 USD 240099.00 0.67 240069.00 0.37 8277077.00 22.98 9014654.00 13.75 XS1434160971 Cupón Cero|AIRBUS GROUP SE|0,946|2021-06-14 EUR 99066.00 0.28 0.00 0.00 PTGALJOE0008 Obligaciones|GALP ENERGIA SGPS|3,000|2021-01-14 EUR 205518.00 0.57 0.00 0.00 XS0238966567 Obligaciones|PARPUBLICA SGPS SA|0,387|2020-12-2 EUR 50038.00 0.14 50134.00 0.08 XS2048471002 Bonos|ROYAL BANK OF SCOTLA|0,044|2021-03-01 EUR 192342.00 0.53 0.00 0.00 XS0226271632 Obligaciones|DEXIA CREDIT LOCAL|0,703|2020-09-* EUR 95713.00 0.27 96390.00 0.15 XS1377251423 Cupón Cero|TELEFONICA EMISIONES|0,049|2021-03-0 EUR 198969.00 0.55 0.00 0.00 XS1909193077 Bonos|ALLERGAN FUNDING SCS|0,008|2020-11-15 EUR 0.00 0.00 100120.00 0.15 XS0496281618 Obligaciones|COOPERATIEVE RABOBAN|6,875|2020-03 EUR 0.00 0.00 211334.00 0.32 XS1843436657 Bonos|FIDELITY NATL INFO S|0,125|2021-04-21 EUR 99735.00 0.28 0.00 0.00 XS1912655641 Bonos|ACCIONA FINANCIACION|0,031|2020-11-21 * EUR 0.00 0.00 100049.00 0.15 XS1796261367 Bonos|PIRELLI C SPA|0,093|2020-09-26 EUR 199592.00 0.55 99966.00 0.15 XS1300465926 Obligaciones|DAVIDE CAMPARI-MILAN|2,750|2020-09 EUR 209577.00 0.58 210734.00 0.32 XS1169791529 Obligaciones|BPE FINANCIACIONES S|2,000|2020-02 EUR 0.00 0.00 103627.00 0.16 DE000A2E4GF6 Bonos|BAYER AG|0,050|2020-06-15 EUR 0.00 0.00 300061.00 0.46 XS1246144650 Obligaciones|INTESA SANPAOLO SPA|1,037|2020-06- EUR 0.00 0.00 100388.00 0.15 XS2117753603 Bonos|ABBVIE INC|0,024|2020-11-15 EUR 99898.00 0.28 0.00 0.00 1450448.00 4.03 1372803.00 2.09 10384707.00 28.83 11699650.00 17.84 XS2060685232 Pagarés|EUSKALTEL SA|0,180|2020-01-31 EUR 0.00 0.00 99914.00 0.15 XS2089176924 Pagarés|EUSKALTEL SA|0,139|2020-02-28 EUR 0.00 0.00 99889.00 0.15 XS2076093405 Pagarés|EUSKALTEL SA|0,150|2020-01-31 EUR 0.00 0.00 99930.00 0.15 DE000A25Q299 Pagarés|FRESENIUS FINANCE IR|0,010|2020-02-17 EUR 0.00 0.00 124897.00 0.19 DE000A25Q4M9 Pagarés|FRESENIUS FINANCE IR|0,010|2020-07-17 EUR 124956.00 0.35 0.00 0.00 124956.00 0.35 424630.00 0.65 10509663.00 29.18 12124280.00 18.49 DE000A1DAHH0 Acciones|BRENNTAG AG EUR 0.00 0.00 362097.00 0.55 DE000A0HN5C6 Acciones|DEUTSCHE WOHNEN AG EUR 0.00 0.00 568808.00 0.87 US02079K1079 Acciones|GOOGLE INC USD 0.00 0.00 813133.00 1.24 US30303M1027 Acciones|FACEBOOK INC-A USD 0.00 0.00 515596.00 0.79 GB00BYQ0JC66 Acciones|BEAZLEY PLC GBP 0.00 0.00 529679.00 0.81 GB00B03MLX29 Acciones|ROYAL DUTCH SHELL PLC GBP 0.00 0.00 552012.00 0.84 DE0008402215 Acciones|HANNOVER RUECK SE EUR 88512.00 0.25 659564.00 1.01 IT0003506190 Acciones|AUTOSTRADE EUR 96911.00 0.27 337650.00 0.51 FI0009005987 Acciones|UPM-KYMMENE OYJ EUR 89634.00 0.25 669418.00 1.02 FR0010208488 Acciones|GAZ DE FRANCE SA EUR 0.00 0.00 827885.00 1.26 BE0003816338 Acciones|EURONAV NV EUR 109037.00 0.30 0.00 0.00 DE0005557508 Acciones|DEUTSCHE TELEKOM AG EUR 0.00 0.00 635106.00 0.97 IE00BZ12WP82 Acciones|LINDE PLC EUR 93912.00 0.26 566104.00 0.86 FR0000120271 Acciones|TOTAL SA EUR 87452.00 0.24 587546.00 0.90 FR0010220475 Acciones|ALSTOM SA EUR 90108.00 0.25 623399.00 0.95 FR0000120578 Acciones|SANOFI-SYNTHELABO SA EUR 81857.00 0.23 510476.00 0.78 FR0000121329 Acciones|THALES SA EUR 0.00 0.00 402277.00 0.61 NO0010031479 Acciones|DNB NOR NOK 63794.00 0.18 851744.00 1.30 NO0010331838 Acciones|NORWAY ROYAL SALMON ASA NOK 103250.00 0.29 319260.00 0.49 FR0000131906 Acciones|RENAULT SA EUR 0.00 0.00 436310.00 0.67 FR0004035913 Acciones|ILIAD SA EUR 0.00 0.00 662333.00 1.01 FI0009000681 Acciones|NOKIA OYJ EUR 92822.00 0.26 596840.00 0.91 FR0013451333 Acciones|LA FRANCAISE DES JEUX SAE EUR 0.00 0.00 172636.00 0.26 GB0000456144 Acciones|ANTOFAGASTA PLC GBP 94138.00 0.26 465596.00 0.71 BE0003565737 Acciones|KBC GROUP NV EUR 91908.00 0.26 932000.00 1.42 GB0001367019 Acciones|BRITISH LAND CO PLC GBP 0.00 0.00 586045.00 0.89 GB0002875804 Acciones|BRITISH AMERICAN TOBACCO PLC GBP 0.00 0.00 426414.00 0.65 FR0000131104 Acciones|BNP PARIBAS SA EUR 0.00 0.00 996321.00 1.52 FR0000120628 Acciones|AXA SA EUR 0.00 0.00 732208.00 1.12 DE0008404005 Acciones|ALLIANZ SE EUR 0.00 0.00 667430.00 1.02 US3984384087 Acciones|GRIFOLS SA USD 144131.00 0.40 633673.00 0.97 DE0005785604 Acciones|FRESENIUS SE & CO AG EUR 93402.00 0.26 652741.00 1.00 LU1598757687 Acciones|ACCIONES ARCELOR EUR 0.00 0.00 473155.00 0.72 1420868.00 3.94 18765456.00 28.62 1420868.00 3.94 18765456.00 28.62 11930531.00 33.12 30889736.00 47.11 26588975.00 73.82 53907939.00 82.22 PTBEQKOM0019 Bonos|BANCO ESPIRITO SANTO|0,000|2025-12-08 EUR 53259.00 0.15 82587.00 0.13 0.39 Distribucion1.png png 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 Distribucion2.png png 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 Distribucion3.png png iVBORw0KGgoAAAANSUhEUgAAAu4AAAFFCAIAAAA8TP8tAAAydUlEQVR42u3dD1xU1533cV+K0YgEtYQYQ4g1sWo0IdbEZY11LU1CTdWYahPrulm3dW1iTIwxdLM+LDGzlFBUJNYlls5aSgi61D8IShIkKCJRQnjohIedEKT8E5ESIIRQwk4n9znhrrfXucMwAzMDM/N5v34vX9fxzsydyxzO1/vnnFESAACAxxrFLgAAAEQZAAAAogwAAABRBgAAEGUAAACIMgAAAEQZAAAAogwAACDKAAAAEGUAAACIMgAAgCgDAABAlAEAACDKAAAAEGUAAABRBgAAgCgDAABAlAEAACDKAAAAogwAAABRBgAAgCgDAACIMgAAAEQZAAAAogwAAABRBgAAEGUAAACIMgAAAEQZAAAAogwAACDKAAAAEGUAAACIMgAAgCgD+JrPpNaPpdIPpdN50pu/l/b+Vnpll7QxWlr1grRU1M+k+9dK0+Xa8vHe6S9Jct2/U1oa/3Wt2ielHDBKW7ZIr7wivfGGlJMjnTkjVVdLPT3sWwAgygDO1ShJb0vSLkmKlqS1m6X7H5HGL5VG2Vn/aHxl1AZJW69uzJFGjbKs8eOlu+6SFi+Wnn5aeu016fRpqbZWMpn4GQAAUQawU5cknZGkX0nSFklaLElBfV/7v9ZGaZb9OcZGlNH/02+tRBmrNWmS9P3vfx1ufvMbyWgk2QAAUQaw0CFJOX3ZJVySxltkF4t6RVrklCiT+dSv7I0y2mSzfPnXx2zOnOGEFAAQZeCz5KMv0ZJ0vyT52Y4v6npD+q5DUeaRgk1Wo0zGkk2DjDLq8vOT7r//62tu3n6bWAMARBn4gmZJekOS1krSJPvji7re+vPfOBRllr6zwWqU+f39P3JClFHXxInS+vXSm29KXV38mAGAKAMvUytJ/953AGb84BKMUkcabndKlHlvXoSTo4z6UM1DD0l790qtrfzgAYAoA4/WJUlvStJDDp1Csl1lrUFOiTKlMx9wVZRRl8g0mWl9FwMBAIgy8CRnJGn9oM8i2ajOnvFOiTLG0NnuiDKifv23fUluuSSd5msBAEQZjHDNkvSKJE13eoJR17LPAoceZRpvud1NUabzbtXGT++70pkTTwCIMsCIUy5JGyRpoktDjFxPXpk29CjTNmmKG3JM+/zJX301RvMRxvdd+FzBlwYAUQYYCU5L0lInXg0zYD1dO33oUaZn/I1uiDLVSXfZ/CwPSVIRXyAARBlguPy+76akUW6uVy7dNfQo456zSx1XJ9vxicL7RghkEGEARBnATUx9IWae+0PM/46Sd+nOIUaZW9ZfdUOO+ezvAh35XLMl6RCBBgBRBnDDkZjZwxVi5Drl0NAy1qLMvU8a3BBl6jPvcPzTzeYIDQCiDOAiF/pOhYwa9qpyaGgZa1Hme6vzXR5l/Eb9+YsbB/sZZ3PnNgCiDOBExr5hUfxGQo4R1dt7Q4TJbyhRZu3KQ66OMi3rgof8Sb8vSaV8+QAQZYChaJWkl4c+24DTa0X75KFEmRci97o6ylw+HeKkD/s0gwUDIMoAg2CSpF2uGK7XKbW+adpQokzM9151aY7pCRpvMjnxIFaQJP2GbyQAogxgv/IRcllMf7W17o6hRJn9i591aZSp236HCz51OOebABBlADsPxkwcyTlG1C/sHyXPWpRJDd/g2rNLpSEu++yvcH8TAKIM4KkHY5RKqw8dSpTJnr/CdTnmi1n+ZvNoV3782X13kwEAUQa4zt4ReHlvf3WuJXgoUea9eRHDN1kBh2cAEGUAJ6vtm0RplAdV0xf+Q4ky//fO+S6crKDZbddKz5akar6+AIgy8HE5fTfIjPK4eqhn/KCjjDF0tqumwv7bye7dDxP7DqcBAFEGvsgkSS+MnIHvHK1Vdo75ay3KNN08zVX3Lv3mjuHYG2sYewYAUQa+plmSFntoiJHrH+2ciclalGmbNMVFUaaz7aZh2iF3SVIFX2sARBn4iJwRO/ad/RVVc+ego4zJz88VOebq6luGcYd89dU4SXqTLzcAogy8m6nvzhc/T88xonZdGnyUGfGTFQyltnBnEwCiDLxVV98MhaO8ow7ZOeCvJsrcue6SK3KMecJop05WMPgym5f0TZ4FAEQZeJXGvnt3R3lNlTRPHVyUufdJgyuiTP3zoSNn55hM8/rmMwcAogy8REXfZaGjvKnauiYOLsqsXHXCFVGmoSR0RO2fv/wlgDmbABBl4B3eHvlzKg2uHrEnzWiizE9+8J/On6zgTldPVjC4NHPjV19l0gAAEGXg0d70oOkIHK019kxfoIkyMd971fnDybx2x4jdS729/0EzAECUgYf6d++4Wam/+md7hpbRRJnXvvuy82/D/uSWkbyjvvhiJ40BAFEGnphjRnl37aidPogokxq+wcnD4n37phF4dsmiPv/8RZoEAKIMyDEjq/bZcz+2JsocemCtky/4Tb/dI3bXn/60mYYBgCgDcswIquNN0wYRZd6bF+HkqbBbPWbo5CtXNtE8ABBlMMK95iM5RtQf2icPIsqcn/2gE3PMlcdv9aydVl39f2gkAIgyGLF+693X+VpUt8kvwuTnaJQxhs525tmld0M9br99/PFLNBUARBmMQMd9KsfItaJ9iqNR5uo3bnFWjjFN9BshkxWQZgAQZeDp3vbi8WNs1PoBL5fRRJm2SVOcFWUaXwjx0P1mNo8uL99LswFAlMEIUeqbOUbU1gFvYtJEGZOfn7OiTIsh2HN3XU/P+Kqqt2g8AIgyGHaNkjTdN3OMqF8MOLSMJso4K8d8edu4kT+cjO3q6pr40Ud5NCEARBkMow4vm+/a0UodcMDf66PMnesuOSvKfLJnphfswObmqQbDezQkAEQZDJflvpxjRJ0ZcBqm66PMvU8anBVl/lR3s3fsw4aGO+rqLtGWABBl4H5P+3iO+bob/sLfoSizctUJ5wyLt3SSN+3GP/zhgaamJloUAKIM3Ok35Bi5Bhha5voos3blIZ+arMD+evfdH3V1ddGuABBl4B7lkjSRECPX6qtT7Y8yUY8kOCXKfPanQC/bjWbz6OzsF7u7u2ldAIgycLUOSbqLBKPUP9u+8vf6KPPad18eeo75dPU3vHJPdnVNPHRor9lspo0BIMrApZYTX9S1w/b92NdHmdTwDUOPMn/M/6a37syqqm/l5BynjQEgysB1XiO7WNQ+26PkXR9lDj2wdqiTFYz3+3P3BC/en2fPLi0rK6OlASDKwBUquERGW8dtz11wfZR5b17EUC/4feZ2r9+lhw79fW1tLe0NAFEGzmXy8dHw+r2RuH2y/VHm/OwHhxhlrpZP9fpd2tU18fXXf8ENTQCIMnCul0gtVqvbkZuxjaGzh3R2KcTP0ycrsP+imYyMDC4BBkCUgbMclyQ/Ukt/9WhnoJ1Rpua2GUOJMvW6UN/Zq1lZq86cOUPbA0CUwdB1SVIIecVG/f3l2+yMMm2Tpgzp7NIfb/Gdvdrbe8Pu3S9VVVXRAgEQZTBETFAwQG21cRPT9VHG5Oc36BzT/reTfW3HGgz37t69u7e3l0YIgCiDQSvi1NKA9QsbQ8tcH2WGckimVj/dF+ceT92QkZFBOwRAlMHgmCTpPpLKwN2tjQF/VVHmW+trhxJl2pqm+OC+7eiYFBe3o7y8nNYIgCiDQXiFmGJPnWkJtifKzP/7ysFPurQ60Gd3b2Hhkri4OO7NBkCUgaNqJWk8McWeavjC354os/qJtwc/Mt7J231295rNo/fte/7YsWO0SQBEGThkFRnF/orob3QZVZR5as3RQU9W8MXn/r68exsbQ3S6GIYABkCUgf2Ok04cqhX9jfmrijLRK14fXJRpfImb4UdlZ69MSkribiYARBnYwyRJ0+k7Haqf1k0fMMokfn/n4KLMlQ9vZQ93d0+Ij3+5oKCA9gmAKIMB/YaO09HaUTtwlDn0dz8bRI758pZxJhP3w39dBQUROp2ura2NJgqAKAMbOiQpiF7T0drX3yh5qihz/DsbBhFl6l67g92rjP+bmPiiXq9nbiYARBnYEE2XOYg63jRtwChzfsGyQUSZlppgdq9SZWXf3rlzZ1lZGQ0VAFEGVrVK0kT6y0HUH+y47Lc0LILJCpxyY3ZCQkJPTw/NFQBRBlov01kO8qJUO27GrrnrXocnKzjE9dfWD8wUFhbSXAEQZWChkTHxhlKRVgfKU0WZhumzHcox5htGd30WwI7VHphJSnohLi6us7OTRguAKAM1ZsAeUq2xOn2BKsp89o2bHYoyV//xFvaq1SotvX/nzp3Z2dk0WgBEGSg6JGkSfeRQ6p+tTiqpijJ/GTvWsZHx8m9nr9o4MMON2QCIMlDjKhnXDC2jijKOTVYw0e/LHs732ZpjkgMzAIgy4JCM64eWuRZl7lx3ybH5I6M4JGOrenrGx8e/rNPpOjo6aMAAiDL4FV2jq4aWuRZl7n3S4FCUaTJMY5farpMnl+/cufPkyZM0YABEGdxHv+iqoWWuRZmVq07Yn2O6Zk80m0ezS21XZ+dNOl0MB2YAEGXAJNiuHFrmWpRZu/KQA8PJHGA4Gbvq8OG1O3fuZI5JAEQZH7eKHtGFQ8tcizJRjyQ4MMjvVQb5tasqK+8WUSY+Pp7BfwEQZXyWUZKYddlp9eSVW/uLMjHfe9XeSZdWMumSA5WcvFmkmdLSUhozAKKMb3qBvtCJ9XztN/uLMgce/JmdUeZyTgh70v4qKVkookxiYiLTZQMgyvggkyQF0Rc6sX6hHVrmWpQ59MBaJitwySVK3RNiY6NFmjEajTRpAEQZX8MFv06uVO2Av9eizHvz7JoWu+kn3IPtcGVmPiGiTGZmJk0aAFHG1yynF3RundFOw3Qtypyf/aBdI+OdZ2Q8h8tonL2zT0tLC60aAFHGd7QyD7bTq6H/O5iMoQNPi/3lLeNMJq7CHsyUTImJL4ook5ubS8MGQJTxHbvoAl1RERajy1yLMjW3zRgwytS9dgc7cCgj/yYkJJhMJto2AKKMj7if/s8VtcJizN9rUaZt0pSBb8Ou4TbsIQ0wI1RWVtK2ARBlfEEzw8m4qNZbzMR0Lcp8PjHAdo75/AFuXBrSOaaEhJ+LKHP48GGaNwCijC/YS+fnotpqMT/2tSgz4CGZ+oOh7L2hVG7uoyLK6HS6zs5OWjgAoozXW0rP56ahZfqizJ3rLjFZgaurqupb8jkmRv4FQJTxel3cu+S+oWX6osy9TxqYrMBt55gYYAYAUcbr5dDtuW9omb4os3LViQHuXcq9g13nrLHydDpdd3c37RwAUcaLvUSf576hZfqizNqVh2zkGNNEvy97OE7mzPuYSkpKaOcAiDJebDZ9nvuGlumLMlGPJNga4TeKEX6dUz0943W6GBFlMjIyaOcAiDLeqpHbsN06tExflIn53qu25l0yMO+S00qv38g5JgBEGe92iN7OrUPL9EWZAw/+rL8c0zV7otk8mp3mrDp7dilj5QEgyni3DfR2rq5/uXSXRZRJDd/QX5Rp3B/CHnPFLdncxwSAKOOtptLbubr2qUbJ++67/ySiTG7YMiYrcE/19t4QGxstokx8fLzZbKbBAyDKeJlqujp3DDt75VYlyjyUv1FEmffmRVjNMZ8tCGR3Ob1SUjbJB2YaGxtp8wCIMl7mTfo5N1R110QlyjxSsElEGcOMe60PJ5M6nd3l9MrLe0SOMmfOnKHNAyDKeJmN9HNuqL9Io75rHi1HmWWFz4goYwydbTXKdH/uz+5y3egy3JINgCjjfcLp59xTyz4LlKNM5JmfiShz9Ru3aHNM28op7ChXVFvbFDnKxMXFmUwmmj0AoozX6GDqJbfVj6/djy2fYGqbNMXK2aW3ObvkqoqL2yGnmaamJlq+R6upb47VFz+3K39zfN4rBwo/qW1mn4Ao48tO08O5rbZcu4npe6d/KqKMefRoixxjvmH0l38ex45y6UB5QnFxMS3fc330cf3q6MLRG8yiEcm14l+Lyv5frV0ZqKZm6tSpFg+eOHEiMDBw7Nixs2bNEsvqf4qNjR01yrKPO3Xq1I033vj222+L5fLy8kWLFmnfqKura926dWK1OXPmKKMZmc3m7du3+/v7BwQEREVF/bUTvUb8k16vH3DlnJwcZVl5vKCgQPz17NmzVjppa09xaGPUb6Qsj7qeev+InSk+u9gk9WbY2EKiDIZoFz2c2+rflfux+8aVsTLC74uM8OvCys5eyegyXmBrYqESYpR6dnfhgE+Mj49fuHChNppEREQcP35cLKSnp69YsUKdY9544w3t+qKf1ul04k+xvGzZsnPnzmnf67nnnpOzTmpqqpJ1YmJiduzYIZ/f3LNnj/gqWoQDo9EoQtWAK4vIJY8poN42seVi/ccee8xqlNE+xaGN6S/KaN9LfGo55128eHHu3Lnvv/++PVtIlMEQcc2v++q3l29Toszd6z62Mu/SReZdcmGVlCyUo8y+ffto+R6qra3t4X8t00aZ70QZWlpabD9Xr9eL7lzbAfv7+8vdvPgzICBAnWOsdthKlPnggw+WLFli9b2CgoI+/fRTeVmsJi+EhIT09vbKy+JfQ0NDLTJBZWVlcHDwgCtHRUWJ8KF+YkNDgwgrYmHOnDliWRtltE9xaGPsjzJit5w6dUpebm9vV6YKsb2FRBkMEdf8uq/OK9MwvbPhb35cbpFjvrjT32RiJiwXVk3NjJ3XKL/E4Vnq6+sXbDNqo8y856pqa+06x6TtgMeMGaPuidU5xur68oEH0WFHRkZGR0crJ5ssenSr3bzVvyrnaAIDA9PT0wdcWUSEGTNmiPyhbJvYDDmp7N27NyYmRvuRtU9xaGPsP8Gk/Vd7tpAogyGaSA/ntqr7PECJMmvXnLC84Pe1O9hFLq2OjklKlGGgPA9lMpnW7CzRRpnH/+1CT0/P4KKMyCIWR2VGaWhf5+LFi0uXLlWfbFKbOnWqSA/yBr/++uvyg9OmTVMytFgQf1VvUl1dXUREhPysAVcWsWDbtm3ysniL4OBgZVPFssWQ1tqnOLox4gMqu0gdeqzGNSXYiQV55QG3kCiDoeihe3Nnmc2jI0x+cpT56Q8PW0SZ1togdpFLy2Ty0+li5ChTVlZG+/dQyRmFN29qU+eYm37aue+tInt7LE0HHBkZKV/tm5OTI/rvAdeXiTVFmukvymzdulW+0lb8q3L9jVjevn27qY9IFdrLUzIyMjZt2mTPyiIKzJo1S15OT09/5plnlLcWy6mpqdqPoH6Koxszf/58+TX1ev3ChQtt7BnlWhn54mj5ZNOAW0iUwVBU0L25uVZ2TJajzM4f7FbnmM8fCGAqbDdUcvJmOcrk5ubS/j33wMwufd59W40TftIt6u4t1fH6AvvHCtKeKzl69Ki/v79Ynjx5snKnj+0oI0KMCEDqk00WK7S3t4sEM27cuLCwsMuXLyuPR0VFBQQEiLcTC8qRCfVbLFq0qLy83J6VRfySl9VPEQwGQ3h4uNWPoDzF0Y0Rn/eee+4RiU38qbxXfweu5IMx6sMzA24hUQZD8Xv6NjfXP8gzMb2zYdfD0eooc0l/FzvHDZWZ+YQcZdLS0mj/Hu1KS9vR3OLMnKLq2sGPEqQ9BgOfRZTxXG/Qt7m5dtROl6PMmw/+VB1l2lsY5NcdVVAQIUeZpKQk2j8AoowX2ELf5ub6j8YQOcocWvjjv+aY1bexZ9xTxcWL5CgTGxs7Ai88BECUgaPW07e5uU5dvUWOMu/Ni1CiTMu5O9kz7qmqqm8pNzENOAwJAKIMRj4GlXF3/eFalLkwK1zOMX8JGNvTfRN7xj3V1DRNiTLKcPIAQJTxXMxc6O76c+8N3zWPFlHGGDpbjjJ/enEGu8Vt1dMzXokyhYWF/AoAQJTxdMyJPQz1aOdNIsrU3XrH/w4nU0aUcWspUSYvL49fAQCIMh6ti15tWOrHV6eKKNM2aYrIMV/eNs70P0yF7daKi9shR5mMjAx+C3iutitXLpw4UZSZ2Vxfz94AUcZn1dKrDUs933C7iDI9428UUaY2nnN87q59+56Xo0xKSgq/BTyRyWTK27Wr8oEHuiZO7J4woWrevPxf/tL+IfJiY2MtRr27cuWKxVBv58+fDwsLGzt27MyZM999912LV5DHsZXHfysvL1cmvr6uX+yjHiZO6htvd/v27f7+/gEBAVFRUeqVta9QUFAgHj979qzFawriFfR6vfYdtctiU8VHEJsxd+5c9UtpXxxEGQ9lpFcblvpFX5T537NLl25mh7i5UlM3yFEmPj6e3wKeqDA5ue3mm9XDMnXedFORfbOdy/NEWkSHw4cPP/fcc+pHRPd/7tw5sSByzNSpUy1eRD1ZwbJly+Q1rQYLZRR/+cGYmJgdO3bIqWvPnj3auQLUVqxYIVZ+7LHHtAHFaDQGBgbaE2WCgoLkebnFRoaEhNh4cRBlPFQRvdqw1H823L7s1BNf//69lxuXhjPKKB0JPOuQTMmaNRbzl4m68PjjA04nqcx3bREdNmzYsHjxYpE55syZox5fX+js7AwNDe0vyoiUsGTJEuv94rW3UKZUFESYUGZw/PTTT5VX1kaZhoaGWbNmiQWxSWLZYrXKysrg4GB7okxYWNjBgwct5oG3+uIgynioM/Rqw1L5V25dnb3i67NLv/sme8P9lZb2lBJlLH7FY+Srr683LligjTJV8+bV1tbak2O00WHmzJnvv/++WLh8+bLo3dX/tH79eu0JJmXepcjIyOjoaPVxF9vBwmLWSRtTTIuX3bNnj1jYu3dvTEyMxQmmwMDA9PR0e95RBCbx9MV9zp8/b+PFQZTxUG/Tqw1LNXzh/9Txr8fHa7vyDfaG+ysra5USZdra2vhF4FnEj6zs4Ye1Ucbwne/YHvNwlIbV1caNGycviJi7ceNGbUZRXLx4cenSpf3NjG31qMy0adOU9CwWxF+tRhmTyRQcHKxsp1iWR6aWV6urq4uIiGhvb9ceK5JXE39qt6ehoUF+u/5eHEQZD/Umvdpw1eajD16NvIX9MOxRxvb/4zEyFW7dqo0yhc8+60CnpTkqU11dLR+VkSeYPH369OLFi+UH+yPWFGnGdpSRLxBW5s0Wa27fvt3UZ9u2bf1dK5Oenv7MM88ofxXLqamp6tUyMjI2bdpk8Y7z58+XV9Pr9QsXLpQfDA0Nld+9qqpKvlamvxcHUcZD/ZZebbjql2/dX5d9B/uBKIPBnGP66KPC1avVOab4Bz+oLSsbRJSRF95///05c+aIOCLii0gzcgKwffxGhJjIyEj1ySarB4Es7mASoqKiAgIC/P39xYJyOMTicNGiRYvUl+wYDIbw8HCLxGOxjrxJ99xzj3hH8afyT2fPng0LCxszZoyIayKfaZ+ovDiIMkQZyrF6K+O+L//McDLDU9nZK5UoU1NTwy8CT9RcU1P86qv5W7bkbd5cFBPTbDQO7nXkYzAAUYYoQzlc/93A2aXhu+w6/yElylj8vxYAUQZEGYrypKMyRBkARBmiDEV58LUyRBkARBmiDEV5cJQpc+RaUQBEGRBlKGpkRZmioiJ+EQAgyniu39OrUT5YGRnrOCoDgCjjHc7Qq1E+PgcT18oAIMoQZSiKKAN3a26uKS6Ozc9/Li9vc2HhK83Nn7BPQJTxTaX0apQPVnLyZqKMR6uv/6iwcLXZPFr5mRYVraitve5cYWVl5fz588eNGxcZGXnlyhXxyPnz58PCwsaOHTtz5kyLGSINBsOCBQvEP82dO/fs2bPikfb29scee0w8ffr06fIguWrydATyML7iK7Ro0SIr/aK1+Z6szviorOPv76/X6+UHzWbz9u3bxSMBAQFRUVEWLztmzJjg4GBlRsn+5pYqKCgQf5U/kbJmTk6OdmNkXV1d69atk2cIFzvQ0W22/aDFftBuhvbdN27cmJGRoby7WBaPWOxkq9umfXHtlmvHcSbKeKhGejXKBysp6QUlylRVVfGLwOMUFm7V/lgLC6+bg0lEE3ki6IqKiscff1zqm2jp3LlzYkHkmKlTp6pXFgnm6NGjYkGsEBQUJBaeffbZEydOSH2TMc2YMcNiA9TzLi1btkx+WW2Usf2gtpc1Go2BgYHyckxMzI4dO0wmk1jes2ePdrYm0dmLlGPjvYQVK1aIFxGZTP2ms2bNUk9Oqfbcc8/J+Sw1NVXJZ/Zvs+0HLfaDdjO0797T0xMeHl5XVyeWq6urxbJ4xJ79qX1xy9RidatoWp6ph16N8sGKi9vBHEye6+uZscse1v5YDYbrZsZWz+8o/qOvfoXOzs7Q0FDtK4vOT/xvfs6cOWI5ODg4OjpaPFHkmA8//LC/KPPBBx8sWbLE+tkKx6OMSCfifeXlkJAQZQ7tTz/9VNlgZeXy8nIlkFl9r4aGBtGjiwXxicSysmZUVJTIRlafJWKceC95WXw0R7fZ9oMW+0G7GVbfXfxnQ+zh7u5uEW60//Hob9u0L06U8fqTgxTlQ2U2j96pQpTxwLNL9UbjAu1Ptqpqnvqnec899xgMBvm/+BbTVq9fv97iBJNgMpn8/f1FD7dr1y7x1zFjxvz6179WTlRZrKxMIRkZGSknHos5Iwd3gikwMFA5Z2SxzcpflZWnTZuWmZlp473Ehsnd+d69e2NiYpQ129vbRT4ToUHbnWvn93Zom20/aLEftJth9d2lvqm8RZJLS0uzf9u0L06U8W5B9G2UT1Vn503qKKP+fzw8gsgcJSVrtD/ZCxceV599+PDDD2fNmjVu3DjRi8vnjITe3t6NGzdqY4dCpB/xFIsDOf11sRcvXly6dKn6ZNOAnaVYTT7xIf5UpxPxZ11dXUREhOiD5QdFUlGOyogF8Vc7D/Yoeyk4OFgJEGJZfcJFRJxt27ZpnzV16lR5A8TTX3/9dUe32caDVjfYYjOsvrvtM2g2ts3ixYky3m02fRvlU9XUNE0dZTo6Ovgt4HEKC5Pb2m62SKhFRfvU68ycOVNEDbGQk5Pz7LNfX0Zz+vTpxYsXV1dXa19QrCwfwqmpqZFP5fzoRz+SjyuIx8PDw61uhuiwxVs4FGXmz5+fmpoqFvR6/cKFCy3WzMjI2LRpk7wsXnP79u2mPqJL1l4rY/u9xMY/88wzyl/Fsvy+8pqi4xc5T/usrVu3yhfMindfsWKFo9ts+0HtBltshtV3tx1lbGybxYsTZbzbcvo2yqeqomKeOsoo//GFZx2YycvbZTTe1909QVR19d0FBfHyFbIKEVxEKBk3btzatWs7OzvFI+Kv/Z3xEYlk7ty5Io4sWLBAvkrjypUr8hEX0VkajUarh2QiIyPVJ5vsOcEknnXPPfeIlxV/KnfPqbvVRYsWKY9HRUUFBAT4+/uLBfnYg41kYPFe6tdRBzLl6SdOnNC+VHt7u8gQYqeFhYVdvnzZ0W3u70EbJ9rUm2H13W1HGdvbpn5xoox3e4m+jfKpKilZqOQY8Z8/fgV4rra2K8XFR4uKMpuaqgf9IhEREexJEGU83S76NsqnKjf3USXKJCYm8isAAFHG0+XQt1E+VUeOrFGiTEpKCr8CABBlPJ2Rvo3yqUpJ2aREmSNHjvArAABRxtO10rdRPjs+Xm5uLr8CABBlvMBUujfKR6qtbYr69qWSkhLaPwCijBd4iB6O8pGqrLxbHWUqKipo/wCIMl5gCz0c5SNVWLhEHWWamppo/57ratuV3AsnsooyG5rr2Rsgyvi4N+jhKB+8fYnx8TyXyWR6I2/XP1Q+8EjXxIe7JzxZNS85/5cWQ+RpnT9/PiwsbOzYsTNnzrSYg+nEiROBgYHin2bNmqVMiD1nzhzxyNy5c8+ePWvxUqdOnVLmXSovL1cmkb6uX9QMwqadwCg4OPjgwYMWD/r7++v1euVZBQUF4kHtNkj9jD4ntk18QIst72+cOhsPqjfD9meRh+i1WM3GZhNl4Aql9HCUj1Ry8mYlx+zbt4/G76F+V5i8vO3mpdIopSI7bzpYNMAPVHTw586dEwsixyhzSssiIiKOHz8u9Y33Lw+ZHxQUVFdXJ/XNKBQSEmLxUurJCpYtWya/rENRRl4wGAzKZE/Kg0ajUeQq5Vlie3bs2PHYY4/Z8xbylssDFoutsthyu0a8tbYZtj+LyH/qCZ4G3GyiDFyhQ5L86OQoX5gTOzY2WokyyqzC8LhDMttK1qhzjFzPXz+dpA2dnZ3yREsKf39/ZVbCgIAAsTBjxgx57Hzxp1juL8qI0LBkyRLr/aIdUaaiokKZKUl5sLKyMjg4WF5uaGgQQUEszJkzRyzbE2XCwsIOHjxo9YijQ1FGvRm2P0tUVJQ8BbfyoO3NJsrARabTz1FeX42NIeqzSwUFBbR8T1RfX7/euEAbZZ6smldbW2vPK6xfv97iBNOYMWPUMUU+wXTjjTeKvln8KZYtXkGZdykyMjI6Olo52eToCSZBPN3iwcDAQHkmS0H8q5wS9u7dGxMTY88Jpk8//VSsubjP+fPnbUcZGyeY1Jth+7O0t7eLtCfeV3nQ9mYTZeAiXPlLeX8VFy/i9iUv0NbW9rOyh7VR5ieG77S0tNh+bm9v78aNG7WxQ2QRi6MyoaGhV65ckU8wWRzCUVy8eFGectLOmbG1R2WuXr06btw49YPi7SIiIkQ4kI8/BQcHqy+sUSaVtHFYRdHQ0DBt2rTBHZVRb4Y9n0UEl23btsnLA242UQYuwpW/lPdXZuYT6igzYLeHESu2cKs2yrxa+KztZ50+fXrx4sXV1VbmnoyMjJSv9s3JyZEnmBQhQD4zcvny5aCgIKsvKNYUaWYoUebDDz9UcpLyYEZGxqZNm6S+C3eU00+CWE5NTR0wi4gXlKfprqqqGsq1Mspm2PNZRFiZNWuWvDzgZhNl4CLN9HOU11dCws/Vc2IPeMMLRqz/rv/o+cLV6hyzufgHH9WW2X6W6OOtnk8Rfx49etTf318sT548Wb4fp6CgYO7cuf3dwSQfkhEBSH2yacCzP9qTONOnT1eeqI4LixYtkm+MEn8qDxoMhvDw8AHPEImtDQsLGzNmzMyZMy1Ojdl5gsliMwb8LPKCyILy8oCbTZSB6zDmL+XN1dU1UX1IRn2zKzxRXXPNvuJXd+ZvicnbvLcoprrZOLjXkY/BAEQZ77CB3o7y4iovv08dZfLy8mjzAIgyXua39HaU7wyOV1lZSZsHQJTxMrX0dpQXV1LSC+oo093dTZsHQJTxPrPp8CivrNbWIHWO2b17N60dAFHGKzG6DOWdVVKyUB1lsrKyaO0AiDJeKYc+j/KFEWUYHA8AUcZb9UhSEN0e5WVlMvnFx7+sjjIdHR20dgBEGW+1nJ6P8rKqrZ2uzjH79++nnQMgynixN+n5KC+r3NxH1VEmNzeXdg6AKOPFmiXJj86P8qbav38LI8oAIMr4lKV0fpTXVEtLsDrHxMbG9vT00MgBEGW8G7NkU95T+fkPqaOMp8zQC4Aog6HokqRJdIGUd1Ri4ovqKFNSUkILB0CU8QVr6QIp77t3SWhtbaV5AyDK+IK36QUpL6isrFXqHJOcnEzbBkCU8REmSQqhI6S8bGS8oqIi2jYAoozveIG+kPLoKi+/z+LsUmdnJw0bAFHGd1QwwAzlTcPJcO8SAKKMDwqnO6Q8tJqbp1ockikvL6dJAyDK+Jrf0yNSHlrHjv2QkfEAEGUgTKdTpDyuursn6HQx6iiTlZVFYwZAlPFN0fSLlMdVUdFihpMBQJSBrIORfynPKrN5tMUIvwcOHKAlAyDK+LKn6R0pD6qysm9bHJIxGAw0YwBEGV9Wy13ZlAfVgQNPq3NMQkKC2WymGQMgyvi4DXSQlIcOi5efn08DBkCUgZEDM5RHXCVjMSyeTqdjhF8ARBnI1tNTUiO8SkoWWhySyc7OpukCIMpAOTBDZ0l50iEZobm5maYLgCgDxRb6S2rE1oUL4RY5hmHxABBlYKGRK2aokVm9vTdYjCWj0+kYFg8AUQZar9BrUiOw8vMfsjgkk5ubS3MFQJSBVg+zMlEjrTo7b4qNjeaQDACiDOz0Bn0nNaIqO3ulxSGZd955h4YKgCiD/pgkKZzukxoh1dgYYjEJdlxcHGPJACDKwLYKrv+lRkilpGyyOCRTVFREEwVAlMGAXqATpYa9Skvvt8gxiYmJJpOJ9gmAKIMBdUnSVLpSaniv9k1I+LlFlCkrK6NxAiDKwE6H6E2pYazDh9da5Bi9Xs8k2ACIMnDIKjpUaliqqupbOzWamppokwCIMnBIoyQF0a1SI+HU0smTJ2mQAIgyGIQcelZq2E8tJSYmdnd30xoBEGUwOOvpXCm3VXn5fdpTS0ajkXYIgCiDQeuQpBC6WMoN1dExKT7+ZYsck5GRQSMEQJTBEF1g0DzK1WU2j9brN3JqCQBRBi4STV9LubQKCiI4tQSAKAOX+j7dLeWiqqmZYTHXkpCVlUWrA0CUgRN1fPXVbXS6lNOrp2d8YuKLFjkmKSmpp6eHVgeAKAPnuvDVV+PoeinnVmrqBosco9PpGhsbaW8AiDJwhTfoeiknVn7+Q9pLZAoLC2lpAIgycJ2X6YApZ40io71EJi0tjbmWABBl4FpmcwTdMOWKS33j4+M7OztpYgCIMnC1jt7ee+mMqaGMhrd790vaU0u1tbW0LgBEGbhH65df3kqXTA1uwsikpBe0OaaoqIh2BYAoA3cq/5//CaRjphwd1Tct7SltjsnKyuISGQBEGQxDmuntnUD3TNmfYzIy1mlzDJf6AiDKYNj09h4V/ROdNGVPHT68VptjkpKSurq6aEoAiDIYxjTza9IMNbhZlhITEzs6OmhEAIgyGGaffZZEmqFs1NmzS7U5RqfT1dTU0HwAEGVAmqE8MsdUVVXRcAAQZTCCNDe/Rpqh7MkxgtFopMkAIMpgxKmvf5U0Qw2YY5hlCQBRBqQZaqTXyZPLreaYM2fO0EwAEGUw0tOMyeRHX+7L48dkZa0ixwAgysCDXbp0oLf3Bjp1H6yenvHp6evJMQCIMvB4H398uKtrIl27T1V394SUlE3kGABEGXiJyspTra1BdPA+Us3NUxMSfm41x5SWltIcABBl4JEMhuJPPplFN+/1VVExz2qO0el05eXlNAQARBl4sD/+8ZMPPniQzt6L68KFcJ0uRptj4uPjq6uraQIAiDLweM3NzdnZT3EhsFde5Hvs2A+tnlRKSEhoamriyw+AKAMv0dHR8dZb/9bYGEL37zXV1DTtwIGnreaYAwcOdHd387UHQJSBV+nt7f2v//pdSclCxtDzgior+3ZsbLTVHHPkyBFyDACiDLyT2Wx+5513Dh9e29MznjTgodXbe4P4Ce7sh/j5ip8yX3UARBl4s8rKyl/96l9qa6cTCzyuxE8tKekFqyEmPj7eYDDw9QZAlIFPaG1tPXgwJS/vEa4F9qDpCIqKFlu9U0lISUlpbm7miw2AKAMfYjKZcnNzU1I2M4yeRwx/l5y8ub+TStnZ2eKnyVcaAFEGvshoNCYkxBUWLuFa4BF7MKa4eFFc3A6rISYuLk78BPkaAyDKwKd1dnampqbu37+lpmYG0WGkHYzR6zf2dzBG/NQ6Ojr4AgMgygBf39lUXFws/ot/5Mia7u4JZIiRMDFkdvbK/m631ul0+fn53KkEgCgDXKe5uXn//v0JCT8vK/s2YWIYzyiVlCyMj3+5v4MxBw4caGlp4esKgCgDWD88U1BQIP7Tr9dvZGhg91dl5d0pKZv6CzHi55KXl9fb28sXFQBRBrCltbU1LS1N9J3p6evb2qaQMNxQNTUzUlM37OzfgQMHGhsb+XICIMoA9qqoqEhISNDpYrKzV3Z1TSRtuG4qJRuj98oTQ5aVlXG7NQCiDOCw7u7u7Oxs0ZvGxkbn5T3CFcHOrdbWoKysVf2NeiefUcrNze3p6eGrCIAoAwxeY2OjXq+XA83Jk8s7OiaRQoZYLS3Bx479sL8blGSZmZlNTU18/QAQZQDnqK6u3rdvX9+hgpgjR9ZwUfCgJ1E6fHitjSMxQlpaWm1tLV85AEQZwMnMZnNZWdnu3bvlHlev31hRMY9hgu0pk8nPYLjX9oW98lRKjN4LgCgDuJbJZCouLk5ISJB738TEF/PyHuFGp/6qs/OmwsIl/U1nrdi/f395eTmj3gEgygDuCzSlpaVJSUnXLlCNycx8oqrqWyaTH/FFPgxTWXl3evp62xfECMnJyQaDgRuUABBlgGFgNpsrKirki4Kv3Tn889zcR6ur7/LZTNPYGCL2gI3hetWTKBmNRo7EACDKAMOvsbHxyJEjOp1OnWlOnlzuO1cH19eHigSzf/+WARNMbGzssWPHuLAXAFEGGHE6OzuLi4vlG50U8fEvZ2WtqqiY19Mz3sviS2/vDTU1M8SnG/BSmGvXFSUWFBQwnTUAogwwopnN5srKyoyMjNjY2OsHfItJTd1QVLS4qWmaR0/3KOJLcfGitLSn7DmLJB+GyczMrK6u5oIYAEQZwJN0d3eXlJSkp6dbZBr5UI0cazziSmGxhS0twSK+pKevj4vbsdNuer1e7AGG6wVAlAE8PtOUlpaqrw6+/qBF9IEDTx85subChXCRGEbCQDViG1pbgyor7y4oiNDrNw54F5KFgwcPigTT2trKjx4AiDLwKj09PeXl5UeOHImPj+9/4qGY5OTNmZlPnDy5XISb6uq72tqmuPQ6m+7uCfX1oQbDvcXFi44d+6F4d0ezixAXF5eWliY+HZfCAABRBt7PbDbX1tbm5+enpKTYmRV2737p4MGfHD68NitrVUFBxNmzS0tL7y8vv89onF1bO72paVpHxyRttbYGiZgiVhCRSISVsrJvFxYuyc199MiRNWlpT4nUYnsOAdt0Op2IL3l5eTU1NZxFAgCiDHz3UI0ca7RXCo9AYguTk5NFfKmuru7t7eXHBwBEGeCvTCZTc3NzRUXFO++8IxKDeqCa4SK2Yf/+/ZmZmYWFhY2NjdyFBABEGcBeZrO5paWlsrKytLRUhJv09PR9+/bZuM5m6BISEg4ePHjs2LG8vDyDwSDenewCAEQZwMm6urrq6+uNRmN5eXlhYeGZM2dOnjyZlZV1+PDh1NTUlJSUJGv2798vYopYQUQiEVays7MLCgpKSkoqKipqampEamEOAQAgygAAABBlAAAAUQYAAIAoAwAAQJQBAABEGQAAAKIMAAAAUQYAAIAoAwAAiDIAAABEGQAAAKIMAAAAUQYAABBlAAAAiDIAAABEGQAAQJQBAAAgygAAABBlAAAAiDIAAIAoAwAAQJQBAAAgygAAAKIMuwAAABBlAAAAiDIAAABEGQAAQJQBAAAgygAAABBlAAAAiDIAAIAoAwAAQJQBAAAYov8PaZZvWmCyqy4AAAAASUVORK5CYII= Distribucion4.png png 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 EURO STOXX BANKS Compra Opcion|EURO STOXX BANKS|50|Fisica 2728125 01 EURO STOXX BANKS Compra Opcion|EURO STOXX BANKS|50|Fisica 2334375 01 S P 500 Compra Opcion|S P 500|100|Fisica 4531967 01 9594467 AUSTRALIAN GOVERNMENT 4,75% 21/04/2027 Permutas financieras CDS(022)COMMONWEALTHOFAUSTRAL 2403405 03 FUTURO US 10YR NOTE (CBT)SEP20 TYU0 Compra Opcion|FUTURO US 10YR NOTE (CBT)SEP20 TYU0| 18960028 01 INDICE INFLACCION USA SWAP Permutas financieras SWAP ZERO 2,075% VTO 08052029 1780310 03 KINGDOM OF IN 5,01% 21/11/2044 Permutas financieras CDS(022)KINGDOM OF SPAIN 20/0 534090 03 SWAP 30 AÑOS EUSA30 Compra Opcion|SWAP 30 AÑOS EUSA30|100000|Fisica 7300000 02 30977833 40572300 EURO STOXX BANKS Emisión Opcion|EURO STOXX BANKS|50|Fisica 9000000 01 EURO STOXX 50 Emisión Opcion|EURO STOXX 50|10|Fisica 4910500 01 EURO STOXX 50 Emisión Opcion|EURO STOXX 50|10|Fisica 1281000 01 EURO STOXX 50 Emisión Opcion|EURO STOXX 50|10|Fisica 11461500 01 EURO STOXX 50 Venta Futuro|EURO STOXX 50|10|Fisica 3438640 01 S P 500 Compra Futuro|S P 500|50|Fisica 1622644 01 S P 500 Emisión Opcion|S P 500|100|Fisica 3740671 01 S P 500 Emisión Opcion|S P 500|100|Fisica 5179390 01 SUBYACENTE BANCO SANTANDER DIVIDENDO Venta Futuro|SUBYACENTE BANCO SANTANDER DIVIDENDO| 256802 01 SUBYACENTE CAIXABANK DIVIDENDO Venta Futuro|SUBYACENTE CAIXABANK DIVIDENDO|1000|F 11760 01 SUBYACENTE DEUTSCHE BANK DIVIDENDO Venta Futuro|SUBYACENTE DEUTSCHE BANK DIVIDENDO|10 14000 01 SUBYACENTE SX5E DIVIDEND FUT DEC23 DEDZ3 Compra Futuro|SUBYACENTE SX5E DIVIDEND FUT DEC23 D 215875 01 41132782 SUBYACENTE EURO/GBP Venta Futuro|SUBYACENTE EURO/GBP|125000|Fisica 578917 01 SUBYACENTE EURO/USD Venta Futuro|SUBYACENTE EURO/USD|125000|Fisica 2124506 01 SUBYACENTE EURO/USD Venta Futuro|SUBYACENTE EURO/USD|125000|Fisica 251375 01 SUBYACENTE EURO/USD Venta Futuro|SUBYACENTE EURO/USD|125000|Fisica 374783 01 3329581 BUNDESOBLIGATION CPN 0 11/04/2025 Venta Futuro|BUNDESOBLIGATION CPN 0 11/04/2025|100 100000 01 BUNDESREPUB. DEUTSCHLAN CPN 0 15/08/2029 Venta Futuro|BUNDESREPUB. DEUTSCHLAN CPN 0 15/08/2 100000 01 BUNDESREPUB. DEUTSCHLAN CPN 0 15/08/2029 Venta Futuro|BUNDESREPUB. DEUTSCHLAN CPN 0 15/08/2 100000 01 BUNDESREPUB. DEUTSCHLAN CPN 0 15/08/2029 Venta Futuro|BUNDESREPUB. DEUTSCHLAN CPN 0 15/08/2 200000 02 BUNDESREPUB. DEUTSCHLAN CPN 0 15/08/2029 Venta Futuro|BUNDESREPUB. DEUTSCHLAN CPN 0 15/08/2 100000 01 BUNDESREPUB. DEUTSCHLAN CPN 0 15/08/2029 Venta Futuro|BUNDESREPUB. DEUTSCHLAN CPN 0 15/08/2 100000 01 BUNDESREPUB. DEUTSCHLAND 2,5% 15/08/2046 Compra Futuro|BUNDESREPUB. DEUTSCHLAND 2,5% 15/08/ 300000 01 BUNDESSCHATZANWEISUNGEN CPN 0 10/06/2022 Venta Futuro|BUNDESSCHATZANWEISUNGEN CPN 0 10/06/2 800000 01 INDICE INFLACCION USA SWAP Permutas financieras SWAP ZERO 2,075% VTO 08052029 1780310 03 US TREASURY N/B 1,5% 30/11/2024 Compra Futuro|US TREASURY N/B 1,5% 30/11/2024|1000 532670 01 US TREASURY N/B 2,375% 15/05/2027 Compra Futuro|US TREASURY N/B 2,375% 15/05/2027|10 272579 01 US TREASURY N/B 2,375% 15/05/2027 Compra Futuro|US TREASURY N/B 2,375% 15/05/2027|10 447628 01 4833187 49295550 false false false false false false false true false false Con fecha 17/03/2020 la CNMV ha resuelto: Verificar y registrar a solicitud de MUTUACTIVOS, S.A., S.G.I.I.C., como entidad Gestora, y de BNP PARIBAS SECURITIES SERVICES, SUCURSAL EN ESPAÑA, como entidad Depositaria, la actualización del folleto y del documento con los datos fundamentales para el inversor de MUTUAFONDO CRECIMIENTO, FI (inscrito en el Registro Administrativo de Fondos de Inversión de carácter financiero con el número 4739), al objeto de incluir en las clases de participación A, D y L, la posibilidad de que determinadas entidades comercializadoras cobren comisiones por la custodia y administración de participaciones. true false false true false true false false a) Existe un Partícipe significativo de manera directa con un 35,21% sobre el patrimonio de la IIC. d) El importe de las operaciones de compra en las que el depositario ha actuado como vendedor es 971.800.005,00 euros, suponiendo un 1.924,82% sobre el patrimonio medio de la IIC en el periodo de referencia. (Dicho importe corresponde, prácticamente en su totalidad, al sumatorio de las operaciones de repo derivadas de la gestión de la liquidez de la IIC). Los gastos asociados a alguna operación concreta con este depositario son 5 euros. d) El importe de las operaciones de venta en las que el depositario ha actuado como comprador es 1.046.803,75 euros, suponiendo un 2,07% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a alguna operación concreta con este depositario son 5 euros. f) Se han adquirido valores o instrumentos financieros cuya contrapartida ha sido otra entidad del grupo del depositario, u otra IIC gestionada por la misma gestora u otra gestora del grupo el importe es de 971.800.005,00 euros suponiendo un 1.924,82% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a alguna operación concreta con esta contrapartida son 5 euros. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. Los mercados financieros se debaten entre dos fuerzas contrapuestas: de un lado, el riesgo derivado de una economía global muy endeudada y debilitada por la crisis económica; de otro, los ingentes programas de estímulo económico que gobiernos y bancos centrales están poniendo en marcha para contrarrestarla. Aunque creemos que los beneficios empresariales tardarán en recuperar los niveles anteriores a la crisis, parece que, en este contexto de bajos tipos de interés y compras de bonos por parte de los bancos centrales, los activos de riesgo van a seguir soportados por la falta de alternativas de inversión. Creemos que los bancos centrales van a mantener las curvas de tipos en niveles históricamente bajos, generando un desplazamiento del ahorro hacia activos de riesgo en busca de mayor rentabilidad. Podríamos ver cierta positivización de las curvas a medida que las economías se recuperan, sobre todo en EE.UU., pero el movimiento sería muy contenido, por lo que este sigue siendo un mercado propicio para el carry. Aunque a largo plazo la inflación pueda ser la única salida para el problema de alto endeudamiento que vivimos, la caída en la actividad económica y de los precios de la energía nos llevan descartar un repunte de la inflación en el corto plazo. No obstante, dadas las bajas expectativas que maneja el mercado y el potencial impacto de un posible repunte en la inflación, creemos que tiene sentido invertir en coberturas ahora que son muy baratas. A pesar de que los diferenciales de crédito han estrechado mucho desde los máximos, pensamos que todavía queda potencial en el crédito corporativo, aunque hay que ser más selectivos. Seguimos evitando compañías muy apalancadas o con modelos de negocio poco claros. En renta variable mantenemos una visión cauta porque, tras las fuertes subidas, el mercado parece descontar una recuperación de beneficios que parece bastante difícil de alcanzar en este contexto macroeconómico. Es cierto que en un entorno de tipos de interés tan bajos, el coste de capital de las compañías baja y esto favorece la expansión del múltiplo. Sin embargo, a diferencia de la deuda privada, que cuenta con el apoyo explícito de gobiernos y bancos centrales, la renta variable está más expuesta al sentimiento inversor. A pesar de ello, creemos que hay compañías y temáticas que pueden salir muy beneficiadas de esta crisis y en las que vemos buenas oportunidades de inversión. Por un lado, creemos que las compañías que se benefician de los cambios en los ámbitos de consumo puede ser claros ganadores a largo plazo. Este grupo incluye no solo a las grandes compañías tecnológicas sino también a compañías en sectores en transformación, como el de distribución minorista. Seguimos pensando que el ciclo alcista del dólar ya ha terminado. En primer lugar, porque con las últimas bajadas de tipos por parte de la FED su atractivo como activo de carry se ha visto muy reducido. En segundo lugar, porque el contexto político de los EE.UU., con la incertidumbre respecto al resultado de las próximas elecciones en noviembre y las recientes tensiones sociales, restan parte de su atractivo como activo refugio; y, por último, porque el gobierno americano tiene incentivos para debilitar el dólar y ganar competitividad a nivel global. Pensamos que un contexto de dólar más débil y tipos reales negativos en una situación de alta incertidumbre global y políticas monetarias ultraexpansivas sigue siendo benigno para el oro. También es favorable para los mercados emergentes que, a pesar de su mayor vulnerabilidad en esta crisis, deberían beneficiarse de la recuperación de la demanda en los países desarrollados (y del precio del petróleo). Creemos que la deuda corporativa emergente, que ofrece una prima de riesgo significativa versus la de los países desarrollados, es atractiva en términos relativos (sobre todo en aquellas empresas que cuentan con el apoyo implícito de sus respectivos países). b) Decisiones generales de inversión adoptadas. Afrontamos la crisis con una posición bastante conservadora. Desde mediados de 2019 veíamos un mercado que ofrecía muy poco potencial y donde el exceso de complacencia por parte de los inversores y la escasa liquidez de los mercados podían llevar a correcciones significativas. Por ello, decidimos ir reduciendo el riesgo de manera paulatina, aumentando las coberturas y elevando la liquidez a la espera de mejores oportunidades de inversión. En el semestre hemos actuado siguiendo la disciplina que marcan nuestros modelos de control del riesgo por volatilidad. Esto nos ha obligado a ir reduciendo exposición durante la corrección, en renta variable los niveles son cercanos a cero y, en renta fija, se han reducido posiciones concretas con un mayor perfil de riesgo. Aunque esta disciplina de gestión nos ha protegido bastante hasta ahora, es previsible que nos obliguen a mantener un perfil de riesgo inferior al del índice de referencia mientras la volatilidad de los mercados se mantenga elevada. Esto limitará las pérdidas ante posibles nuevas caídas, pero también el potencial en las subidas, si se llegasen a producir. c) Índice de referencia. El índice que se compone como se indica a continuación: 60% MSCI Global en euros, 25% Iboxx Euro Index World Wide Performance Overall 3 to 5 Years (QW7I Index) y 15% Iboxx Euro Index World Wide Performance Overall 5 to 7 Years; se utiliza únicamente a efectos de comparar la rentabilidad del fondo con la del mismo y no supone, en la práctica, ninguna restricción a la hora de definir los activos en los que el fondo invierte. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El ratio de gastos soportados en el presente ejercicio se situó en 0,44% en la clase A, 0,40% en la clase L, 0,66% en la clase D y en 0,39% en la E dentro de un nivel normal de gastos para este fondo que incluye los gastos por comisiones de gestión sobre patrimonio, depositario, de auditoría, etc. El total de partícipes en el fondo es de 1.136, el número de partícipes en la clase A ha disminuido en 172, mientras que la L ha perdido 2, la E se ha mantenido y la D ha ganado 18, la rentabilidad neta acumulada del fondo se situó en el -13,28% en la clase A, -13,23% en la L, -13,47% en la clase D y en -13,23% en la clase E. La evolución del patrimonio ha sido negativa este periodo en la clase A disminuyendo un 36,99%, la D disminuyó un 8,91% y la L y E disminuyen un 99,70% y un 20,57%. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. Los fondos de la misma categoría de Global gestionados por Mutuactivos SAU SGIIC tuvieron una rentabilidad media del -0,61% en el periodo. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Lo más significativo del trimestre ha sido las fuertes correcciones en activos de riesgo a partir del 19 de febrero. El fondo se gestiona con un control de pérdida máxima y ya desde el 28 de febrero comenzamos a reducir la exposición que teníamos del 18% a renta variable hasta el 12% y una semana más tarde acabar en 0. Esta reducción se ha hecho principalmente a través de derivados sobre el índice DJ Eurostoxx 50, combinando futuros con estrategia de opciones a vencimiento junio con compra de call 3300 y call 3500 y venta de puts 2750 por menor cuantía. En junio, cerca del vencimiento y lejos d ellos precios de ejercicio vendimos las posiciones en la Call 3500 y redujimos progresivamente las Call 3300 hasta el momento de vencimiento , lo que nos permitió recuperar parte de la prima. En el semestre, se ha vendido la totalidad de los futuros sobre Nikkei 225, MSCI EM y parte de la cartera de contado. La cartera de contado de renta variable se ha ido reduciendo, vendiendo los siguientes nombres: : Arcelor, Allianz, Brentag, Inditex, Repsol, RDSA, Axa, BNP, ACS, Acerinox, Deutsche Telekom, Deutsche Wohnem, Engie e Illiad. Actualmente la exposición a renta variable es muy cercana a 0%, con una cartera de acciones europeas que suponen un 5,71% del fondo, cubiertas con derivados sobre el índice Dj Estoxx 50. En el mes de junio, se iniciaron posiciones en el futuro de dividendos sobre Estoxx 50 vencimiento 2023 por un 0.69% de la cartera. Vemos cierta asimetría de retornos en esta estrategia en comparación con los índices de renta variable. En renta fija, durante el mes de marzo se vendieron posiciones de Deuda Pública Portuguesa (2%), Comunidad de Madrid y Gobierno Italiano. Se redujo un 5% de la exposición a swaps de inflación. Debido a la fuerte dislocación del crédito decidimos mantener el resto de la cartera de renta fija para no vernos impactados por la falta de mercado y la amplitud en las horquillas de precios. Una vez se conocieron los programas de compras de los bancos centrales, comenzamos a incorporar nuevos nombres en cartera centrados en plazos cortos y en compañías de alta calidad crediticia. La exposición a dólar es del 0,26% a cierre del semestre. El detractor de la rentabilidad del fondo es la renta variable, -11,23%. Por valores, Iliad, y Nokia contribuyen 0,08% y 0.03% a la rentabilidad y los los valores que más detraen son DNB, -0.71%, Técnicas Reunidas -0.67%, Repsol -0.64% La renta fija detrae -1.32%. Las pérdidas han estado concentradas en el sector financiero que explican un -0.77%, el crédito corporativo explica un -0.24% y los bonos híbridos un -0.21%. el componente de duración ha permitido mitigar las pérdidas. b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. El fondo utiliza productos derivados tanto como cobertura o apalancamiento de los niveles de inversión. El Grado de cobertura medio se sitúa en 95,60% y el apalancamiento medio está en el 37,93%. d) Otra información sobre inversiones. La entidad depositaria ha remunerado los importes mantenidos en cuenta corriente durante el periodo al EONIA - 0,03%, para el exceso de liquidez por encima de 5 Millones de EUR. El resto de los recursos que componen la liquidez han sido invertidos en operaciones con pacto de recompra diaria, con una remuneración media del -0,55%. Activos en situación de litigio: BESPL 2,63% 05/08/17 a la espera de la resolución del litigio iniciado junto con Pimco y Blackrock y del que se encargó Clifford Chance. Duración sobre cartera de renta fija al final del periodo: 1,54 años Tir cartera de RF al final del periodo: 1,03% Inversiones en otros fondos: N/A Inversiones clasificadas como 48.1.j: N/A 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad indica si históricamente los valores liquidativos del fondo han experimentado variaciones importantes o si por el contrario han evolucionado de manera estable. Un fondo muy volátil tiene un riesgo implícito mayor. Por ello, es una medida de la frecuencia e intensidad de los cambios en el valor liquidativo. La volatilidad anual del fondo se ha situado en el 2,59% para la clase A, 2,58% para la clase D, 2,58% para la L y 2,58% para la E en el último trimestre, disminuyendo para todas las clases respecto al trimestre anterior. El nivel actual de volatilidad anual del fondo se encuentra en niveles inferiores en comparación con la volatilidad anual del Ibex 35, que se situó en el 32,70% y a la volatilidad anual de su benchmark (15,60%). Sin embargo, la volatilidad anual del fondo es superior a la de la Letra del Tesoro con vencimiento a un año, que se situó en el 0,22%. El VaR histórico, que es el método utilizado para medir el riesgo global del fondo, indica la pérdida esperada del fondo con un nivel de confianza del 99% en un plazo de un mes, teniendo en cuenta la composición actual del fondo y el comportamiento reciente del mercado. El VaR del fondo se ha situado este último trimestre en 6,20%, 6,25% y 6,36% respectivamente para las clases A, D y E, disminuyendo respecto al trimestre anterior para las tres clases. Durante el último semestre se ha intercambiado colateral en 1 ocasión, siendo ésta con la contrapartida BNP Paribas. La cuantía de los colaterales entregados y/o recibidos han representado en media el 0,65% del patrimonio del fondo. A cierre de semestre hay 260.000 entregados como colateral. Todos los colaterales se han realizado en cash euro. La metodología aplicada para calcular la exposición total al riesgo de mercado es el método del compromiso, desarrollada en la sección 1ª del capítulo II de la Circular 6/2010 de la CNMV. Dentro de este cálculo no se consideran las operaciones a plazo que correspondan a la operativa habitual de contado del mercado en el que se realicen, aquellas en las que el diferimiento de la adquisición sea forzoso, las permutas de retorno total, ni las estrategias de gestión con derivados en las que no se genere una exposición adicional. La operativa con instrumentos derivados pueden comportar riesgos de mercado y contrapartida. Al final del periodo, el porcentaje de instrumentos derivados medidos por la metodología del compromiso sobre el patrimonio de la IIC es 23,9%. 5. EJERCICIO DERECHOS POLITICOS. N/A 6. INFORMACION Y ADVERTENCIAS CNMV. Las inversiones de las IIC gestionados deben mantener una determinada diversificación mínima por emisor. Este periodo se ha producido una superación del límite agregado del 20% de exposición a una única entidad (inversión directa + inversión a través de derivados + inversión en depósitos o cuentas corrientes). En concreto para este fondo en la fecha del 5 al 7 de junio, con una exposición máxima alcanzada del 24,58%. Las inversiones de los fondos serán siempre inversiones puramente financieras. En ningún caso se realizarán operaciones estratégicas con el objetivo de controlar o influir en el control de la gestión de entidad alguna. Las inversiones de los fondos se dirigirán a aquellas entidades en las que existan expectativas de obtención de rentabilidades positivas y confianza en su equipo gestor. Como norma, Mutuactivos apoyará las decisiones propuestas por los equipos gestores de las entidades en que invierta, y en el excepcional supuesto de tomar una posición contraria, el Comité de Inversiones deberá validar tal decisión. 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. N/A 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. En los próximos meses tendremos que seguir atentos, entre otros factores, a la evolución de la pandemia, a las negociaciones sobre el Fondo de Reconstrucción Europea y a la evolución de la campaña electoral en EE.UU. La situación económica es bastante complicada. Por un lado, es previsible que la crisis del Covid19 genere una fuerte recesión a nivel global que llevará aparejada una importante caída de los beneficios empresariales y un aumento de los ratios de endeudamiento, tanto en empresas como en gobiernos. Por otro lado, la actuación de los bancos centrales y los gobiernos, con nuevos programas de estímulo monetario y fiscal sin precedentes, debería amortiguar buena parte del impacto de la crisis, tratando de mantener el empleo (la demanda) y el tejido productivo (la oferta). Sin embargo, y aunque bien intencionados, estos estímulos pueden suponer nuevos retos a medio plazo. La intervención de los bancos centrales en los mercados distorsiona los mecanismos de fijación de precios y puede llevar a la acumulación de riesgos que, finalmente, acabe en nuevos episodios de crisis. Y aunque las políticas de expansión fiscal puedan compensar la caída en la demanda privada en el corto plazo, a medio plazo pueden poner en peligro la sostenibilidad de la deuda pública en algunos países que parten niveles de endeudamiento excesivamente altos. Por último, hay que volver a destacar que la situación de los mercados requiere una gestión más táctica que nos permita sacar partido de la alta volatilidad de los mercados. El fondo tiene un perfil muy defensivo, para evitar exceder los límites de volatilidad máximos. La cartera de renta fija tiene baja duración de crédito y futuras ampliaciones de diferenciales deberían tener un impacto menor al que vimos en el mes de marzo. Si existe estabilidad en las condiciones crediticias, es de esperar revalorizaciones próximas a la TIR de cartera. Por otro lado, la evolución de los mercados de renta variable, no van a tener prácticamente impacto en la rentabilidad del fondo. Las inversiones de las IIC gestionados deben mantener una determinada diversificación mínima por emisor. Este periodo se ha producido una superación del límite agregado del 20% de exposición a una única entidad (inversión directa + inversión a través de derivados + inversión en depósitos o cuentas corrientes). En concreto para este fondo en la fecha del 5 al 7 de junio, con una exposición máxima alcanzada del 24,58%. Las inversiones de los fondos serán siempre inversiones puramente financieras. En ningún caso se realizarán operaciones estratégicas con el objetivo de controlar o influir en el control de la gestión de entidad alguna. Las inversiones de los fondos se dirigirán a aquellas entidades en las que existan expectativas de obtención de rentabilidades positivas y confianza en su equipo gestor. Como norma, Mutuactivos apoyará las decisiones propuestas por los equipos gestores de las entidades en que invierta, y en el excepcional supuesto de tomar una posición contraria, el Comité de Inversiones deberá validar tal decisión. No aplicable. 1902316337 9609 -0.81 153231326 653 -3.74 246937088 867 -0.49 632646291 5109 -1.76 0 0 0.00 548684679 3694 -6.23 124411334 1443 -21.40 253875406 4818 -7.52 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 137626608 1544 -0.61 0 0 0.00 0 0 0.00 0 0 0.00 93971064 733 -0.24 1322340528 2940 0.01 0 0 0.00 0 0 0.00 5416040661 31410 -2.11