RENTAPLUS 46, SICAV S.A. 1.0.0 2026-01-01 2026-06-30 RENTAPLUS 46, SICAV S.A. 1.0.0 2025-07-01 2025-12-31 RENTAPLUS 46, SICAV S.A. 1.0.0 2026-01-01 2026-06-30 RENTAPLUS 46, SICAV S.A. 1.0.0 2025-01-01 2025-12-31 RENTAPLUS 46, SICAV S.A. 1.0.0 2026-04-01 2026-06-30 RENTAPLUS 46, SICAV S.A. 1.0.0 2026-01-01 2026-03-31 RENTAPLUS 46, SICAV S.A. 1.0.0 2025-10-01 2025-12-31 RENTAPLUS 46, SICAV S.A. 1.0.0 2025-07-01 2025-09-30 RENTAPLUS 46, SICAV S.A. 1.0.0 2024-01-01 2024-12-31 RENTAPLUS 46, SICAV S.A. 1.0.0 2023-01-01 2023-12-31 RENTAPLUS 46, SICAV S.A. 1.0.0 2021-01-01 2021-12-31 RENTAPLUS 46, SICAV S.A. 1.0.0 2023-01-01 2025-12-31 RENTAPLUS 46, SICAV S.A. 1.0.0 2021-01-01 2025-12-31 RENTAPLUS 46, SICAV S.A. 1.0.0 2026-06-30 RENTAPLUS 46, SICAV S.A. 1.0.0 2025-12-31 RENTAPLUS 46, SICAV S.A. 1.0.0 2024-12-31 RENTAPLUS 46, SICAV S.A. 1.0.0 2023-12-31 iso4217:EUR xbrli:pure RENTAPLUS 46, SICAV S.A. 1360 02 02 2026 EUR AA (FITCH) false C/ Velazquez, 76, 1º derecha. 28001 Madrid TFNO +34 917 373 787 EM back@oleagestion.com www.oleagestion.com 05 C/Velazquez, 76,1º Dcha.28001 Madrid TFNO +34 917 373 787 EM info@oleagestion.com 2000-10-23 06 15 3 en una escala del 1 al 7. true false La Sociedad podra invertir hasta un 100% de su patrimonio en IIC q sean apto, armonizadas o no(máximo 30% en IIC no armonizadas),pertenecientes o no al grupo de la Gestora.La sociedad podrá invertir,ya sea de manera directa o indirecta a través de IICs, en activos de renta variable y renta fija, sin queexista predeterminación en cuanto a los porcentajes de exposición en cada clase de activo, pudiendo estar la totalidad de su exposición en cualquiera de ellos. Dentro de la renta fija además de valores se incluyen depósitos a la vista o con vencimiento inferior a un a?o en entidades de crédito de la UE o de estados miembros de la OCDE sujetos a supervisión pridencial e instrumentos del mercado monetario no cotizados,que sean líquidos. La Sociedad cumple con la directiva 2009/65/EC (UCITS) No existe objetivo predeterminado ni límites máximos en lo que se refiere a ladistribución de activos por tipo de emisor (publico o privado), ni por rating de emisión/emisor, ni duración, ni por capitalización bursátil, ni por divisa,ni por sector económico, ni por países. Se podrá invertir en países emergentes. La exposición al riesgo de divisa puede alcanzar el 100% de la exposición total. La Sociedad no tiene ningún índice de referencia en su gestión. Se podrá operar con derivados negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión y no negociados en mercados organizados con la finalidad de cobertura y de inversión. Esta operativa conlleva 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. El grado máximo de exposición al riesgo de mercado a través de instrumentos financieros derivados es el importe del patrimonio neto. 01 0.06 0.11 0.06 0.30 0.00 0.00 0.00 1.69 EUR 12296244.00 12406406.00 126 121 0.00 0.00 false 15817833 15309367 19409249 19712799 1.1984 1.0973 1.0807 0.9750 1.2863 1.2352 1.1593 1.0871 1.2864 1.2340 1.1462 1.0869 0.27 0.27 0.42 0.42 0.69 0.69 03 0.04 0.04 01 4.25 6.53 -2.14 1.53 2.45 7.65 5.46 11.47 4.53 0.59 0.30 0.29 0.30 0.29 1.12 1.07 1.04 0.00 true GraficaVL.png png 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 GraficaRT.png png 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 false 15072709 14400343 1959659 1919218 12966682 12354738 144560 124551 1808 1836 1187731 868203 -442606 40821 15817834 15309367 15309366.89 15932386.72 15309366.89 -0.97 -7.93 -0.97 -87.77 0 0 0 0 4.19 3.96 4.19 290.97 5.23 4.98 5.23 303.16 1.24 0.83 1.24 50 0.27 0.06 0.27 324.62 -0.08 0.38 -0.08 -120.49 0.48 1.35 0.48 -64.63 0 0 0 0 0.84 0.56 0.84 49.46 2.45 1.78 2.45 37.89 0.03 0.02 0.03 26.31 0 0 0 0 -1.04 -1.02 -1.04 -12.19 -0.69 -0.68 -0.69 2.72 -0.04 -0.04 -0.04 6.49 -0.23 -0.22 -0.23 5.10 -0.01 -0.02 -0.01 -41.89 -0.07 -0.06 -0.07 15.39 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 15817832.69 15309366.89 15817832.69 ES0211839263 BONOS|AUTOP.CONC.ESP. (ACE|3,500|2029-05-16 EUR 102511.00 0.65 102928.00 0.67 ES0313040083 BONOS|BANCA MARCH|3,373|2028-11-28 EUR 296350.00 1.87 299155.00 1.95 ES0280907025 BONOS|UNICAJA BANCO SA|3,125|2032-07-19 EUR 199685.00 1.26 200441.00 1.31 598546.00 3.78 602524.00 3.94 598546.00 3.78 602524.00 3.94 598546.00 3.78 602524.00 3.94 ES0105563003 ACCIONES|ACCIONA ENERGIA EUR 80990.00 0.51 123200.00 0.80 ES0105025003 ACCIONES|MERLIN PROPERTIES SOCIMI SA EUR 230100.00 1.45 186450.00 1.22 ES0105066007 ACCIONES|CELLNEX TELECOM SA EUR 130750.00 0.83 137150.00 0.90 ES0113900J37 ACCIONES|BANCO SANTANDER SA EUR 120840.00 0.76 100700.00 0.66 ES0132105018 ACCIONES|ACERINOX SA EUR 107310.00 0.68 88620.00 0.58 ES0167050915 ACCIONES|ACS. ACTIV DE CONST Y SERVS EUR 128057.00 0.81 134233.00 0.88 ES06670509T7 DERECHOS|ACS. ACTIV DE CONST Y SERVS EUR 1828.00 0.01 0.00 0.00 799875.00 5.06 770353.00 5.03 799875.00 5.06 770353.00 5.03 ES0116567035 IIC|PART. CARTESIO X FI EUR 563912.00 3.57 548893.00 3.59 563912.00 3.57 548893.00 3.59 1962333.00 12.41 1921770.00 12.55 EU000A3LNF05 BONOS|EUROPEAN UNION|3,125|2030-12-04 EUR 509070.00 3.22 511856.00 3.34 US91282CMD01 BONOS|US TREASURY N/B|4,375|2029-12-31 USD 264101.00 1.67 262137.00 1.71 773171.00 4.89 773993.00 5.06 EU000A3K4D82 BONOS|EUROPEAN UNION|2,750|2026-10-05 EUR 302194.00 1.91 302276.00 1.97 XS2288097640 BONOS|INTL BK RECON & DEVE|5,000|2026-01-22 BRL 0.00 0.00 42680.00 0.28 302194.00 1.91 344956.00 2.25 PTEDP4OM0025 BONOS|ENERGIAS DE PORTUGAL|5,943|2083-04-23 EUR 208353.00 1.32 212652.00 1.39 USF8500RAC63 BONOS|SOCIETE GENERALE SA|9,375|2027-11-22 USD 184210.00 1.16 182098.00 1.19 USH42097FV46 BONOS|UBS GROUP AG|6,875|2172-06-05 USD 176541.00 1.12 0.00 0.00 USN30707AP36 BONOS|ENEL FINANCE INTL SA|4,625|2027-06-15 USD 0.00 0.00 171463.00 1.12 DE000A28ZQQ5 BONOS|VONOVIA SE|1,000|2030-07-09 EUR 176325.00 1.11 179375.00 1.17 FR001400BBL2 BONOS|BNP PARIBAS|6,875|2029-12-06 EUR 429365.00 2.71 429472.00 2.81 XS0197703118 BONOS|ROTHSCHILD ASSET MAN|4,180|2073-11-05 EUR 83457.00 0.53 77808.00 0.51 XS1501166869 BONOS|TOTAL SA|3,369|2026-10-06 EUR 193673.00 1.22 198318.00 1.30 XS1992927902 BONOS|BP CAPITAL MARKETS P|1,231|2031-05-08 EUR 180626.00 1.14 178161.00 1.16 XS2118204200 BONOS|WELLS FARGO & CO|0,625|2030-08-14 EUR 177107.00 1.12 178024.00 1.16 XS2196324011 BONOS|EXXON MOBIL CORP|1,408|2039-06-26 EUR 149153.00 0.94 142151.00 0.93 XS2197675288 BONOS|TELEFONICA EMISIONES|1,864|2040-07-13 EUR 217697.00 1.38 214465.00 1.40 XS2199369070 BONOS|BANKINTER SA|6,250|2026-01-19 EUR 0.00 0.00 393446.00 2.57 XS2201946634 BONOS|MERLIN PROPERTIES SO|2,375|2027-07-13 EUR 388836.00 2.46 395213.00 2.58 XS2300169419 BONOS|ACCIONA SA|1,862|2028-02-15 EUR 193189.00 1.22 192747.00 1.26 XS2385393405 BONOS|CELLNEX FINANCE CO S|1,000|2027-09-15 EUR 283927.00 1.79 288273.00 1.88 XS2389116307 BONOS|BANCO SABADELL SA|5,000|2027-05-19 EUR 201036.00 1.27 201657.00 1.32 XS2410367747 BONOS|TELEFONICA EUROPE BV|2,880|2028-02-24 EUR 196796.00 1.24 194704.00 1.27 XS2536431617 BONOS|ANGLO AMERICAN PLC|4,750|2032-09-21 EUR 106429.00 0.67 106100.00 0.69 XS2558916693 BONOS|IBERDROLA FINANZAS S|3,125|2028-11-22 EUR 201380.00 1.27 202718.00 1.32 XS2698998593 BONOS|ACCIONA ENERGIA|5,125|2031-04-23 EUR 209737.00 1.33 215329.00 1.41 XS2800064912 BONOS|CEPSA FINANCE SA|4,125|2031-04-11 EUR 202976.00 1.28 203756.00 1.33 XS2875107307 BONOS|CAIXABANK SA|4,375|2036-08-08 EUR 206574.00 1.31 206594.00 1.35 XS3099152756 BONOS|BANKINTER SA|6,000|2030-06-30 EUR 415922.00 2.63 0.00 0.00 XS3100756637 BONOS|BANCO SANTANDER SA|6,000|2031-01-02 EUR 208704.00 1.32 0.00 0.00 XS3193932699 BONOS|GESTAMP AUTOMOCION S|4,375|2030-10-15 EUR 300681.00 1.90 303387.00 1.98 XS3206365150 BONOS|AXA SA|5,125|2031-09-16 EUR 200818.00 1.27 0.00 0.00 XS3223939466 BONOS|MERCK KGAA|3,750|2030-11-24 EUR 495286.00 3.13 499759.00 3.26 US48128BAD38 BONOS|JP MORGAN CHASE & CO|6,504|2167-11-01 USD 131453.00 0.83 128444.00 0.84 US539439BF59 BONOS|LLOYDS TSB BANK PLC|6,625|2035-09-27 USD 173776.00 1.10 169957.00 1.11 US89236TMS14 BONOS|TOYOTA MOTOR CREDIT|4,350|2027-10-08 USD 175077.00 1.11 171869.00 1.12 6469104.00 40.90 6037940.00 39.44 USN30707AP36 BONOS|ENEL FINANCE INTL SA|4,625|2027-06-15 USD 175035.00 1.11 0.00 0.00 US097023DG73 BONOS|BOEING COMPANY|2,196|2023-02-04 USD 0.00 0.00 168515.00 1.10 XS1040105980 BONOS|PHILIP MORRIS INTERN|2,875|2026-03-03 EUR 0.00 0.00 198135.00 1.29 XS1512827095 BONOS|MERLIN PROPERTIES SO|1,875|2026-11-02 EUR 193041.00 1.22 197637.00 1.29 XS2265369657 BONOS|DEUTSCHE LUFTHANSA A|3,000|2026-05-29 EUR 0.00 0.00 99801.00 0.65 XS2403519601 BONOS|BLACKSTONE PRIVATE|1,750|2026-11-30 EUR 198201.00 1.25 198475.00 1.30 XS2486461010 BONOS|NATIONAL GRID TRANSC|2,179|2026-06-30 EUR 0.00 0.00 98513.00 0.64 US458140AU47 BONOS|INTEL CORP|2,600|2026-05-19 USD 0.00 0.00 168214.00 1.10 566277.00 3.58 1129290.00 7.38 8110746.00 51.28 8286179.00 54.12 8110746.00 51.28 8286179.00 54.12 US0846707026 ACCIONES|BERKSHIRE HATHAWAY INC USD 153266.00 0.97 149687.00 0.98 NL00150001Q9 ACCIONES|STELLANTIS NV EUR 49755.00 0.31 94610.00 0.62 DE000A1ML7J1 ACCIONES|VONOVIA SE EUR 132001.00 0.83 150038.00 0.98 DE000A2T0VU5 ACCIONES|XTRACKERS ETC PLC EUR 157325.00 0.99 115220.00 0.75 DE000ENAG999 ACCIONES|E.ON SE EUR 180250.00 1.14 161250.00 1.05 FR0000125486 ACCIONES|VINCI S.A. EUR 92016.00 0.58 86436.00 0.56 DE0005552004 ACCIONES|DEUTSCHE POST AG EUR 177885.00 1.12 156546.00 1.02 DE0008404005 ACCIONES|ALLIANZ SE EUR 248460.00 1.57 234300.00 1.53 US5949181045 ACCIONES|MICROSOFT CORP USD 173991.00 1.10 137025.00 0.90 US8835561023 ACCIONES|THERMO FISHER USD 76781.00 0.49 86279.00 0.56 1441730.00 9.11 1371391.00 8.96 1441730.00 9.11 1371391.00 8.96 IE00B441G979 IIC|PART. ISHARES MSCI WORLD EUR HED(IWDE IM EUR 828507.00 5.24 656721.00 4.29 IE00BJZ2DD79 IIC|PART. X RUSSELL 2000 (XRSU LN) USD 275183.00 1.74 219750.00 1.44 IE00BKS7L097 IIC|PART. IVZ S&P 500 SCRD & SCRND-ACC (5ESG EUR 261820.00 1.66 280618.00 1.83 IE00BLNMYC90 IIC|PART. X S&P 500 EQUAL WEIGHT (XDEW GT) EUR 336960.00 2.13 295880.00 1.93 DE000A0Q4R28 IIC|PART. ISHARES STOXX 600AUTETF(SXAPEX GT) EUR 99738.00 0.63 0.00 0.00 LU0380865021 IIC|PART. DBX EUROSTOXX 50 (XESC GT) EUR 675720.00 4.27 404720.00 2.64 LU0950671825 IIC|PART. UBSETF MSCI JAPAN JPY A-ACC (JPNA EUR 145613.00 0.92 122348.00 0.80 LU1681045370 IIC|PART. AMUNDI MSCI EMERG MARK (AEEM FP) W EUR 281354.00 1.78 218926.00 1.43 LU1720110474 IIC|PART. LUX SEL-ARCAN LW EUR IN-CE A (LXAL EUR 231116.00 1.46 227350.00 1.49 LU1882691253 IIC|PART. OLEA INV NEUTR INVER-C EUR (ADRNIC EUR 223269.00 1.41 217267.00 1.42 3359280.00 21.24 2643580.00 17.27 12911756.00 81.63 12301150.00 80.35 14874089.00 94.03 14222920.00 92.90 XS1978209002 BONOS|ABENGOA ABENEWCO TWO|1,500|2026-10-26 EUR 904.00 0.01 918.00 0.01 XS1978210273 BONOS|ABENGOA ABENEWCO TWO|1,500|2026-10-26 EUR 904.00 0.01 918.00 0.01 0.00 Distribucion1.png png 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 Distribucion2.png png 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 Distribucion3.png png 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 Distribucion4.png png 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 INDICE EURO STOXX 50 (SX5E) Compra Opcion|INDICE EURO STOXX 50 (SX5E)|10| 1250000 02 INDICE S&P500 (RENTA VARIABLE) Compra Opcion|INDICE S&P500 (RENTA VARIABLE)|50| 647277 02 1897277 1897277 ACCS. ACS. ACTIVIDADES CONS Y SERV Emisión Opcion|ACCS. ACS. ACTIVIDADES CONS Y SERV| 101500 02 INDICE EURO STOXX 50 (SX5E) Emisión Opcion|INDICE EURO STOXX 50 (SX5E)|10| 1160000 02 INDICE EURO STOXX 50 (SX5E) Emisión Opcion|INDICE EURO STOXX 50 (SX5E)|10| 1200000 02 INDICE S&P500 (RENTA VARIABLE) Compra Futuro|INDICE S&P500 (RENTA VARIABLE)|50| 647199 02 INDICE S&P500 (RENTA VARIABLE) Emisión Opcion|INDICE S&P500 (RENTA VARIABLE)|50| 604125 02 3712824 SUBYACENTE EURO DOLAR Venta Futuro|SUBYACENTE EURO DOLAR|125000| 377087 02 377087 4089911 false false false false false false true g.) Con fecha 3 de julio de 2026 la CNMV ha resuelto inscribir la Sustitución de UBS AG, SUCURSAL EN ESPAÑA por UBS EUROPE SE, SUCURSAL EN ESPAÑA como entidad Depositaria. false false false false true false false true e.) El importe de las adquisiciones de valores e instrumentos financieros emitidos o avalados por alguna entidad del grupo de la gestora o depositario, o en las que alguno de éstos ha actuado como colocador, asegurador, director o asesor o se han prestado valores a entidades vinculadas es 172.060,95 euros suponiendo un 1,09% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 85,94 euros. Anexo: h.)Existen operaciones vinculadas repetitivas y sometidas a un procedimiento de autorizacion simplificado, relativas a compraventas de divisas que realiza la gestora con el depositario, operaciones de compraventa de participaciones gestionadas por partes vinculadas y otra operativa como la liquidación de operaciones con el depositario. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. El año comenzó con un escenario macro favorable para los activos de riesgo, a pesar de que las valoraciones eran muy exigentes, especialmente de la renta variable, aunque las expectativas de crecimiento de beneficios de las empresas eran muy elevadas. Los resultados publicados en el primer trimestre han avalado estas muy positivas expectativas, alcanzando crecimientos superiores al 10% en Europa yal 20% en EEUU. La llegada del conflicto de Irán ensombreció estas proyecciones temporalmente, ya que pronto se comenzó a vislumbrar una salida temprana del problema y los índices pronto recuperaron los niveles anteriores a la guerra. La renta fija se vio afectada por la subida de la inflación y el consiguiente cambio en las expectativas de bajadas de los tipos de intervención por parte de los bancos centrales, descontando el mercado ligeras subidas en los próximos meses. Consecuentemente, las rentabilidades de los bonos a medio y largo plazo repuntaron hasta niveles atractivos, alcanzando un 3,1% en el bono alemán a 10 años y un 4,6% en el bono americano. b) Decisiones generales de inversión adoptadas. Al inicio del periodo, el porcentaje destinado a invertir en renta fija y renta variable ha sido de 61,79% y 40,73%, respectivamente y a cierre del mismo de 58,86% en renta fija y 46,32% en renta variable. El resto de la cartera se encuentra fundamentalmente invertida en activos del mercado monetario e inversiones alternativas. Dicha composición de cartera y las decisiones de inversión al objeto de construirla, han sido realizadas de acuerdo con el entorno y las circunstancias de mercado anteriormente descrita, así como una consideración al riesgo que aportaban al conjunto de la cartera. c) Índice de referencia. La rentabilidad de la Sociedad en el período ha sido un 4,25% y se ha situado por encima de la rentabilidad del 1,14% del índice de Letras del Tesoro a 1 año. La mayor rentabilidad de la sociedad se explica por el buen comportamiento de las bolsas y por haber mantenido una exposición media del 40% en este activo. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. Durante el período, la rentabilidad de la Sociedad ha aumentado un 4,25%, el patrimonio se ha incrementado hasta los 15.817.832,69 euros y los accionistas se han incrementado hasta 126 al final del período. El impacto total de gastos soportados por la Sociedad en este período ha sido de un 0,59%. El desglose de los gastos directos e indirectos, como consecuencia de inversión en otras IICs, han sido 0,55% y 0,04%, respectivamente. A 30 de junio de 2026, los gastos devengados en concepto de comisión de resultado han sido de 66.202,04 euros. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad de la sociedad se encuentra algo por encima al comparar con las otras iics de su categoría de OLEA GESTION, S.G.I.I.C., S.A. 2. INFORMACION SOBRE LAS INVERSIONES. a) inversiones concretas realizadas durante el periodo. Las principales adquisiciones llevadas a cabo en el período fueron: UBS GROUP AG 6.875% 05/06/32 COCO, BANKINTER 6% PER CALL 30/06/30 COCO, BANCO SANTANDER 6% CALL 02/01/2031, AXA PERP 5.125% PERPCALL 16/09/2031 b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. A 30 de junio de 2026 la Sociedad mantiene posición en derivados de renta variable a través de opciones y futuros sobre acciones e índices, con el objetivo de incrementar o reducir la exposición al mercado según la coyuntura económica y evolución de los índices A 30 de junio de 2026, con el objeto de gestionar el riesgo de divisa, la Sociedad invierte en futuros de divisa. El porcentaje de apalancamiento medio en el periodo, tanto por posiciones directas como indirectas (Fondos, Sicavs, o ETFs), ha sido de: 18,42% El grado de cobertura en el periodo ha sido de: 2,38% Durante el periodo la remuneracion del la cuenta corriente en Euros ha sido del EURSTR Overnight +/-50 pbs. Actualizacion diaria. d) Otra información sobre inversiones. A 30 de junio de 2026, la Sociedad no presentaba incumplimientos A 30 de junio de 2026, la Sociedad tiene en cartera activos denominados como High Yield en un 17,27% del patrimonio. La Sociedad no ha invertido en activos del artículo 48.1.j La inversión total de la Sociedad en otras IICs a 30 de junio de 2026 suponía un 24,8%, siendo las gestoras principales BLACKROCK ASSET MAN IRELAND y DEUTSCHE ASSET & MNGMENT INVES. La Sociedad no mantiene a 30 de junio de 2026 ninguna estructura. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. En referencia al riesgo asumido, la volatilidad del año de la Sociedad, a 30 de junio de 2026, ha sido 6,97%, siendo la volatilidad del índice de Letra Tesoro 1 año representativo de la renta fija de un 0,66%. 5. EJERCICIO DERECHOS POLITICOS. En la medida que la exposición en una sociedad es menor al 1% del capital, como es el caso en todas las posiciones de Rentaplus 46, no consideramos necesario el ejercicio de los derechos políticos. 6. INFORMACION Y ADVERTENCIAS CNMV. N/A 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. N/A euros. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Aparentemente, las negociaciones para la solución del conflicto de Irán están muy avanzadas. Prueba de ello es la reapertura del estrecho de Ormuz y la consecuente caídas de los precios del petróleo, disminuyendo las presiones inflacionistas y las expectativas de subidas de tipos, lo que debería de favorecer la evolución de los precios de los bonos y las bolsas. El problema es que este escenario más favorable ya lo ha descontado el mercado en los últimos tres meses, por lo que las valoraciones de las bolsas están a múltiplos cercanos a máximos históricos y solo soportadas si continúa la extraordinaria subida de beneficios de las empresas cotizadas. Pensamos que el mejor de los escenarios ya está descontado en las cotizaciones actuales, y por tanto, el potencial alcista de las bolsas es limitado, dejando de momento el posicionamiento en bolsa a niveles del 21%. Sin embargo, somos más optimistas con la renta fija, ya que la fuerte caída de los precios del petróleo y gas a niveles previos a la guerra va a presionar la inflación a la baja, pudiendo los bajos centrales bajar los tipos de intervención a finales de 2026 o principios de 2027, lo que favorecerá la evolución de los precios de los bonos a medio y largo plazo. No aplica Durante el periodo no se han realizado operaciones