FON FINECO RENTA FIJA PLUS FI 1.0.0 2024-01-01 2024-06-30 FON FINECO RENTA FIJA PLUS FI 1.0.0 2023-07-01 2023-12-31 FON FINECO RENTA FIJA PLUS FI 1.0.0 2024-01-01 2024-06-30 FON FINECO RENTA FIJA PLUS FI 1.0.0 2023-01-01 2023-12-31 FON FINECO RENTA FIJA PLUS FI 1.0.0 2024-04-01 2024-06-30 FON FINECO RENTA FIJA PLUS FI 1.0.0 2024-01-01 2024-03-31 FON FINECO RENTA FIJA PLUS FI 1.0.0 2023-10-01 2023-12-31 FON FINECO RENTA FIJA PLUS FI 1.0.0 2023-07-01 2023-09-30 FON FINECO RENTA FIJA PLUS FI 1.0.0 2022-01-01 2022-12-31 FON FINECO RENTA FIJA PLUS FI 1.0.0 2021-01-01 2021-12-31 FON FINECO RENTA FIJA PLUS FI 1.0.0 2019-01-01 2019-12-31 FON FINECO RENTA FIJA PLUS FI 1.0.0 2021-01-01 2023-12-31 FON FINECO RENTA FIJA PLUS FI 1.0.0 2019-01-01 2023-12-31 FON FINECO RENTA FIJA PLUS FI 1.0.0 2024-06-30 FON FINECO RENTA FIJA PLUS FI 1.0.0 2023-12-31 FON FINECO RENTA FIJA PLUS FI 1.0.0 2022-12-31 FON FINECO RENTA FIJA PLUS FI 1.0.0 2021-12-31 iso4217:EUR xbrli:pure FON FINECO RENTA FIJA PLUS FI 3381 02 02 2024 EUR BBB+ false c/ Ercilla Nº24, 2 planta / 48011 Bilbao EM gestora@fineco.com www.fineco.com 05 c/ Ercilla Nº24, 2 planta / 48011 Bilbao EM gestora@fineco.com 2006-01-30 08 02 2 en una escala del 1 al 7 La gestión toma como referencia la rentabilidad del índice BofA Merrill Lynch 1-3 year Euro Government Index. Se invierte 100% de la exposición total en activos de renta fija pública y/o privada, incluyendo depósitos e instrumentosdel mercado monetario cotizados o no, líquidos, y hasta un máximo conjunto del45% de la exposición total en titulizaciones y en bonos subordinados con vencimiento determinado (no perpetuos) y con pago de cupones obligatorio aunque, al ser de deuda subordinada, el titular queda por detrás de todos los acreedores comunes en el orden de prelación de cobro (máximo 35% de la exposición total en dichos bonos subordinados). Los emisores/mercados serán OCDE pudiendo invertir hasta un 20% de la exposición total en emisores/ mercados de países emergentes. La exposición a riesgo divisa será inferior al 5%. Los activos tendrán al menos media calidad crediticia (rating mínimo BBB-)o, si fuera inferior, el rating del R.España en cada momento, pudiendo invertir hasta un 30% en baja calidad (inferior a BBB-). Para emisiones no calificadas se atenderá al rating del emisor. La duración media de la cartera será inferior a 4 años. Podrá invertir hasta un 10% del patrimonio en IIC financieras de renta fija (activo apto), armonizadas o no, del grupo o no de la gestora. Se podrán utilizar derivados de riesgo de crédito (CDS) o índices de CDS, todos ellos líquidos, que podrán ser de compra o de venta de protección, como inversión o cobertura de crédito rápida, sin apalancamiento del fondo. 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. 01 0.00 0.00 0.00 0.00 3.87 3.80 3.87 3.23 EUR 14441367.86 16825786.59 1957 1913 0.00 0.00 false 236226857 272004543 282932630 301843899 16.3577 16.1659 15.5071 16.1594 0.17 0.17 0.06 0.06 0.23 0.23 03 0.01 0.01 01 1.19 0.60 0.58 2.34 0.72 4.25 -4.04 -0.45 1.81 -0.10 -0.13 -0.58 2024-06-10 2024-01-17 2022-06-13 0.15 0.15 0.55 2024-06-12 2024-06-12 2022-07-22 01 0.95 0.90 1.00 1.24 1.26 1.59 2.31 0.34 0.49 13.09 14.29 11.74 12.57 12.15 14.06 19.51 16.19 12.41 0.19 0.16 0.21 0.35 0.16 0.21 0.88 0.23 0.87 BOFA MERRILL LYNCH 1-3 YR EURO GOVERMENT 1.25 1.17 1.34 1.31 1.47 2.00 2.17 0.47 0.60 1.39 1.39 1.40 1.39 1.37 1.39 1.36 0.86 0.47 0.19 0.10 0.10 0.10 0.10 0.38 0.38 0.39 0.39 false FFI2vl.png png 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 FFI2rt.png png 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 false 182399551 225187693 53762418 53361205 126991138 169763192 1645995 2063296 0 0 53864878 46753457 -37572 63393 236226857 272004543 272004543.17 267830433.92 272004543.17 -16 -1.48 -16 863.24 0 0 0 0 1.12 3.03 1.12 -67.10 1.37 3.23 1.37 -62.30 1.08 1.08 1.08 -10.48 0.09 0.07 0.09 6.02 0.18 1.60 0.18 -90.23 0 0 0 0 0 0 0 0 0.01 0 0.01 0 0.01 0.48 0.01 -97.66 0 0 0 -353.86 0 0 0 0 -0.25 -0.21 -0.25 7.57 -0.23 -0.18 -0.23 16.15 -0.01 -0.01 -0.01 -12.06 0 0 0 13.23 0 0 0 -24.33 -0.01 -0.02 -0.01 -67.98 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 236226856.58 272004543.17 236226856.58 ES0000106635 Obligaciones|GOBIERNO VASCO|1,125|2029-04-30 EUR 780687.00 0.33 790474.00 0.29 ES0000012G26 Obligaciones|ESTADO ESPAÑOL|0,800|2027-07-30 EUR 32274509.00 13.66 32761952.00 12.04 33055196.00 13.99 33552426.00 12.34 ES0344251006 Bonos|IBERCAJA|3,750|2025-06-15 EUR 0.00 0.00 1989450.00 0.73 ES0244251023 Bonos|IBERCAJA|1,125|2027-12-02 EUR 926404.00 0.39 897159.00 0.33 ES0344251022 Bonos|IBERCAJA|4,375|2028-07-30 EUR 911893.00 0.39 0.00 0.00 ES0343307031 Bonos|KUTXABANK|4,750|2027-06-15 EUR 4476685.00 1.90 4496329.00 1.65 ES0243307016 Bonos|KUTXABANK|0,500|2027-10-14 EUR 7157201.00 3.03 5266603.00 1.94 ES0343307023 Bonos|KUTXABANK|4,000|2028-02-01 EUR 2237576.00 0.95 2240951.00 0.82 ES0380907040 Bonos|UNICAJA|1,000|2026-12-01 EUR 1821538.00 0.77 1795551.00 0.66 17531297.00 7.42 16686043.00 6.13 ES0343307015 Bonos|KUTXABANK|0,500|2024-09-25 EUR 3175927.00 1.34 3122736.00 1.15 3175927.00 1.34 3122736.00 1.15 53762420.00 22.76 53361205.00 19.62 53762420.00 22.76 53361205.00 19.62 53762420.00 22.76 53361205.00 19.62 IT0005454241 Bonos|ESTADO ITALIANO|0,902|2026-08-01 EUR 2332274.00 0.99 2284637.00 0.84 2332274.00 0.99 2284637.00 0.84 IT0005439275 Bonos|ESTADO ITALIANO|0,236|2024-04-15 EUR 0.00 0.00 11630891.00 4.28 IT0005439275 Bonos|ESTADO ITALIANO|0,242|2024-04-15 EUR 0.00 0.00 11633394.00 4.28 0.00 0.00 23264285.00 8.55 XS2180510732 Bonos|ABN AMRO HOLDING NV|1,250|2025-05-28 EUR 0.00 0.00 3588873.00 1.32 XS2462466611 Bonos|AKZO NOBEL|1,500|2028-03-28 EUR 307774.00 0.13 312996.00 0.12 XS2593105393 Bonos|ASTRAZENECA|3,625|2027-03-03 EUR 7316727.00 3.10 7437676.00 2.73 XS2345784057 Bonos|BANK OF AMERICA|0,113|2025-08-24 EUR 16043617.00 6.79 15988052.00 5.88 XS2620201421 Bonos|BBVA INTER LTD|4,125|2026-05-10 EUR 2106428.00 0.89 0.00 0.00 XS2620201421 Bonos|BBVA|4,125|2026-05-10 EUR 0.00 0.00 2114171.00 0.78 XS2182404298 Bonos|BBVA|0,750|2025-06-04 EUR 0.00 0.00 2603268.00 0.96 XS1190632999 Bonos|BNP PARIBAS|2,375|2025-02-17 EUR 0.00 0.00 2683681.00 0.99 XS2167003685 Bonos|CITI GROUP INC|1,250|2026-07-06 EUR 4389038.00 1.86 4334657.00 1.59 FR0014009DZ6 Bonos|CARREFOUR|1,875|2026-10-30 EUR 288654.00 0.12 290093.00 0.11 XS2337060607 Bonos|COCA-COLA EUROPACIFI|0,000|2025-09-06 EUR 958150.00 0.41 0.00 0.00 XS2337060607 Bonos|COCA-COLA HBC FINANC|0,000|2025-09-06 EUR 0.00 0.00 946300.00 0.35 FR0013398229 Bonos|ENGIE (GDF SUEZ)|3,250|2999-12-31 EUR 0.00 0.00 2367818.00 0.87 XS2176783319 Bonos|ENI SPA|1,250|2026-05-18 EUR 1443470.00 0.61 1441597.00 0.53 XS2463505581 Bonos|E. ON|0,875|2025-01-08 EUR 0.00 0.00 487025.00 0.18 XS2152899584 Bonos|E.ON INTERNATIONAL F|1,000|2025-10-07 EUR 0.00 0.00 125577.00 0.05 XS2152899584 Bonos|E.ON INTL FINANCE BV|1,000|2025-10-07 EUR 125991.00 0.05 0.00 0.00 XS1785467751 Bonos|FAURECIA|1,312|2025-06-15 EUR 0.00 0.00 1475255.00 0.54 XS2444424639 Bonos|GENERAL MOTORS|1,000|2025-02-24 EUR 0.00 0.00 1451823.00 0.53 XS2153405118 Bonos|IBERDROLA FINANZAS S|0,875|2025-06-16 EUR 0.00 0.00 772763.00 0.28 XS2592650373 Bonos|BANCA INTESA|5,000|2028-03-08 EUR 2369049.00 1.00 0.00 0.00 XS2078918781 Bonos|LLOYDS TSB BANK PLC|0,500|2025-11-12 EUR 1479450.00 0.63 0.00 0.00 XS2078918781 Bonos|LLOYDS TSB GROUP PLC|0,500|2025-11-12 EUR 0.00 0.00 1456781.00 0.54 XS2151069775 Bonos|LLOYDS TSB BANK PLC|2,375|2026-04-09 EUR 1470615.00 0.62 0.00 0.00 XS2151069775 Bonos|LLOYDS TSB GROUP PLC|2,375|2026-04-09 EUR 0.00 0.00 1475105.00 0.54 XS2462321212 Bonos|NESTLE FINANCE INTL|0,875|2027-03-29 EUR 940767.00 0.40 0.00 0.00 XS2462321212 Bonos|NESTLE SA|0,875|2027-03-29 EUR 0.00 0.00 947488.00 0.35 XS2595410775 Bonos|NESTLE FINANCE INTL|3,500|2027-12-13 EUR 4426342.00 1.87 0.00 0.00 XS2595410775 Bonos|NESTLE SA|3,500|2027-12-13 EUR 0.00 0.00 4522186.00 1.66 XS2168647357 Bonos|BANCO SANTANDER|1,375|2026-01-05 EUR 6767166.00 2.86 0.00 0.00 XS2168647357 Bonos|BANCO SANTANDER|1,375|2026-01-05 EUR 0.00 0.00 6714289.00 2.47 XS2575952424 Bonos|BANCO SANTANDER|3,750|2026-01-16 EUR 5005970.00 2.12 5040667.00 1.85 XS2305600723 Bonos|SANTANDER CONSUMER F|0,087|2026-02-23 EUR 2265510.00 0.96 2241223.00 0.82 FR0013505104 Bonos|SANOFI-SYNTHELABO SA|1,000|2025-04-01 EUR 0.00 0.00 1268377.00 0.47 FR0013506862 Bonos|SCHNEIDER ELECTRIC S|1,000|2027-04-09 EUR 472472.00 0.20 474139.00 0.17 FR0013536661 Bonos|SOCIETE GENERALE|0,875|2028-09-22 EUR 4166934.00 1.76 0.00 0.00 DE000A2YB7A7 Bonos|SCHAEFFLER AG|1,875|2026-03-26 EUR 0.00 0.00 1493987.00 0.55 CH1194000340 Bonos|UBS GROUP AG|2,750|2027-06-15 EUR 2251953.00 0.95 0.00 0.00 IT0005598971 Bonos|UNICREDITO|3,875|2028-06-11 EUR 4992103.00 2.11 0.00 0.00 XS2175848170 Bonos|VOLVO TREASURY AB|1,625|2025-05-26 EUR 0.00 0.00 3093983.00 1.14 69588180.00 29.46 77149850.00 28.36 XS2180510732 Bonos|ABN AMRO HOLDING NV|1,250|2025-05-28 EUR 3621939.00 1.53 0.00 0.00 XS0452314536 Bonos|GENERALI ASSICURAZIO|5,125|2024-09-16 EUR 3230908.00 1.37 3195364.00 1.17 XS2182404298 Bonos|BBVA INTER LTD|0,750|2025-06-04 EUR 2630535.00 1.11 0.00 0.00 XS1190632999 Bonos|BNP PARIBAS|2,375|2025-02-17 EUR 2703770.00 1.14 0.00 0.00 XS2135797202 Bonos|BP CAPITAL MARKETS P|1,876|2024-04-07 EUR 0.00 0.00 2486934.00 0.91 XS2055758804 Bonos|CAIXA FINANCE|0,625|2024-10-01 EUR 4957683.00 2.10 0.00 0.00 XS2055758804 Bonos|CAIXABANK|0,625|2024-10-01 EUR 0.00 0.00 4882104.00 1.79 DE000A11QSB8 Bonos|DAIMLER AG|1,875|2024-07-08 EUR 1008676.00 0.43 994622.00 0.37 XS2463505581 Bonos|E.ON INTERNATIONAL F|0,875|2025-01-08 EUR 491811.00 0.21 0.00 0.00 XS1388625425 Bonos|FIAT SPA|3,750|2024-03-29 EUR 0.00 0.00 1869744.00 0.69 FR0011689033 Bonos|VALEO|3,250|2024-01-22 EUR 0.00 0.00 1116268.00 0.41 XS2444424639 Bonos|GENERAL MOTORS|1,000|2025-02-24 EUR 1467636.00 0.62 0.00 0.00 XS1939356645 Bonos|GENERAL MOTORS|2,200|2024-04-01 EUR 0.00 0.00 1245227.00 0.46 XS2338355105 Bonos|GOLDMAN SACHS|0,010|2024-04-30 EUR 0.00 0.00 6367467.00 2.34 XS2154336338 Bonos|HEIDELBERGCEMENT FIN|2,500|2024-10-09 EUR 0.00 0.00 2699109.00 0.99 XS2154336338 Bonos|HEIDELBERGCEMENT AG|2,500|2024-10-09 EUR 2713792.00 1.15 0.00 0.00 XS2153405118 Bonos|IBERDROLA SA|0,875|2025-06-16 EUR 780059.00 0.33 0.00 0.00 XS2089368596 Bonos|BANCA INTESA|0,750|2024-12-04 EUR 986286.00 0.42 973215.00 0.36 XS1936308391 Bonos|ARCELOR|2,250|2024-01-17 EUR 0.00 0.00 1494773.00 0.55 XS2170362326 Bonos|NESTLE FINANCE INTL|0,007|2024-11-12 EUR 5327694.00 2.26 0.00 0.00 XS2170362326 Bonos|NESTLE SA|0,007|2024-11-12 EUR 0.00 0.00 5241348.00 1.93 FR0013245586 Bonos|PEUGEOT S.A.|2,000|2024-03-23 EUR 0.00 0.00 1096814.00 0.40 FR0013329315 Bonos|RENAULT S.A.|1,000|2024-04-18 EUR 0.00 0.00 1084302.00 0.40 FR0013505104 Bonos|SANOFI-SYNTHELABO SA|1,000|2025-04-01 EUR 1282644.00 0.54 0.00 0.00 XS2182055181 Bonos|SIEMENS FINANCIERING|0,250|2024-06-05 EUR 0.00 0.00 2661575.00 0.98 XS1935256369 Bonos|TELECOM ITALIA SPA|4,000|2024-04-11 EUR 0.00 0.00 1516691.00 0.56 XS2175848170 Bonos|VOLVO TREASURY AB|1,625|2025-05-26 EUR 3109905.00 1.32 0.00 0.00 XS1830986326 Bonos|VOLKSWAGEN|1,250|2024-06-10 EUR 0.00 0.00 1182522.00 0.43 34313338.00 14.53 40108079.00 14.75 106233792.00 44.97 142806851.00 52.50 106233792.00 44.97 142806851.00 52.50 IE00B4L60045 Participaciones|BLACKROCK ASSET MANAGEMENT EUR 3382923.00 1.43 3395221.00 1.25 IE0032523478 Participaciones|BLACKROCK ASSET MANAGEMENT EUR 4201394.00 1.78 4264348.00 1.57 IE00BSKRK281 Participaciones|BLACKROCK ASSET MANAGEMENT EUR 8732751.00 3.70 8791935.00 3.23 LU1700711663 Participaciones|ROBECO FINANCIAL INST. BONDS EUR 0.00 0.00 6076426.00 2.23 LU0478205379 Participaciones|XTRACKERS IE PLC EUR 4440279.00 1.88 4428411.00 1.63 20757347.00 8.79 26956341.00 9.91 126991139.00 53.76 169763192.00 62.41 180753559.00 76.52 223124397.00 82.03 0.00 FFI21cm.png png 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 false false true false false false false false false false No se ha producido ningun hecho relevante adicional. false false false false true false true false 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 1.853.082,19 euros suponiendo un 0,65% sobre el patrimonio medio de la IIC en el periodo de referencia.Anexo: g.) Fineco SV SA, entidad del grupo de la gestora, es, además, comercializador del fondo y como tal, su retribución se encuentra incluida dentro de la comisión de gestión del fondo. SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados Cerramos una primera mitad de año muy positiva para la renta variable, lide rado por unas pocas compañías y algo más modesta para renta fija, siendo me jor para aquellos segmentos de menor duración y mayor riesgo de crédito. La inflación que vimos dispararse durante el 2023 parece que se va contenie ndo y el BCE después de 5 años y anteponiéndose a la FED, rebajó 25pb los t ipos de interés, dejándolos en el 3,75% (depósitos) y 4,50% (préstamos). Po r su parte, la FED no ha tocado los tipos de interés, manteniéndose en el 5 ,25%-5,5%. En renta variable, hemos seguido cosechando máximos históricos del S&P500, hasta llegar a la barrera de los 5.500 puntos. Cabe destacar la gran concen tración, dado que dos tercios de la rentabilidad provienen de las 7 magnífi cas (mayores compañías de tecnología) que suben en el año más de un 35% y p esan cerca del 30% del índice. Con todo ello, el primer trimestre de 2024 ha terminado con la TIR del bono americano a 10 años, referente de valoración para casi cualquier activo en el mundo, en 4,4%. La renta fija española ha terminado con una prima respe cto a la alemana de 89 puntos básicos, y una TIR a 10 años del 3,4%; así, l a renta fija gubernamental de corto plazo en euros ha alcanzado un +3,8% de rentabilidad, como indica el índice ICE BofA Eur Gov 1-3 años. En los merc ados de renta variable las principales referencias de rentabilidad han sido : Eurostoxx 50, +11,2%; el Stoxx 600, +9,5%, el S&P 500 cubierto a euros, + 14,7% y el MSCI World cubierto a euros, +15,2%. b) Decisiones generales de inversión adoptadas La cartera de la IIC permanece invertida mayoritariamente en liquidez, ETFs de renta fija y renta fija cotizada, principalmente bonos corporativos y p agarés. A fin de periodo, la IIC mantiene en su cartera de activos de renta fija una vida media de 1,5 años y una TIR media bruta (esto es sin descont ar los gastos y comisiones imputables al FI) a precios de mercado de 3,9%. c) Índice de referencia En este entorno de mercados, la principal referencia de inversión para la c artera actual de la IIC Índice BofA Merrill Lynch 1-3 year Euro Government Index, ha terminado el periodo con una rentabilidad del 0,34%. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC El patrimonio de la IIC ha descendido y el número de participaciones es men or, también. En este contexto de mercados, la rentabilidad de la IIC en el periodo alcanzó el 1,38% bruto y el 1,18% después de los gastos totales sop ortados reflejados en el TER del periodo del 0,20%. Dicha rentabilidad brut a fue mayor que la de su benchmark que fue de 0,34%. e) Rendimiento del fondo en comparación con el resto de los fondos de la ge stora La IIC ha tenido una rentabilidad mayor a la media de las IICs de su misma categoría RENTA FIJA EURO gestionadas por la misma gestora. Los principales activos que han contribuido a la rentabilidad del periodo han sido BAC Flo at 08/24/25, BTPS 0 04/15/24 y ROBECO CORP HYBRID BD-IH. INFORMACIÓN SOBRE LAS INVERSIONES a) Inversiones concretas realizadas durante el periodo Durante el periodo se ha procedido a vender la posición de ROBECO CORP HYBR ID BD-IH. Asimismo, se ha procedido a sustituir los bonos vencidos por deud a emitida por UBS, Societe General, Intesa e Ibercaja entre otros. b) Operativa de préstamo de valores N/A c) Operativa en derivados y adquisición temporal de activos No se han realizado operaciones con derivados en el periodo. No existen inversiones en derivados u otros activos con objetivo de cobertu ra. El grado de apalancamiento medio ha sido nulo en el periodo. La liquidez obligatoria se ha invertido en cuenta corriente. Durante el per iodo, la cuenta corriente de la entidad depositaria ha estado remunerada a un tipo promedio del 3,88%. La remuneración media de las cuentas corrientes , incluida la del depositario y otras entidades bancarias, ha sido de un 3, 88%. d) Otra información sobre inversiones No hay inversión en IICs en más de un del 10% del patrimonio. No existen inversiones señaladas en el artículo 48.1.j del RIIC. No existen en cartera inversiones en litigio. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD N/A RIESGO ASUMIDO POR EL FONDO El riesgo asumido por la IIC 0,95%, medido a través de la volatilidad es me nor que el de su índice de referencia que ha soportado un 1,25%. Un 1,6% del patrimonio del fondo está invertido en emisiones de renta fija de baja calidad crediticia. EJERCICIO DERECHOS POLÍTICOS N/A INFORMACIÓN Y ADVERTENCIAS CNMV ESTE FONDO PUEDE INVERTIR UN PORCENTAJE DEL 30% EN EMISIONES DE RENTA FIJA DE BAJA CALIDAD CREDITICIA, POR LO QUE TIENE UN RIESGO DE CRÉDITO MUY ELEVA DO. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS N/A COSTES DERIVADOS DEL SERVICIO DE ANALISIS El fondo no soporta gastos del servicio de análisis financiero de las inver siones. COMPORTAMIENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS) N/A PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO De cara al próximo semestre veremos si los resultados empresariales justifi can las valoraciones actuales. El liderazgo de mercado cada vez está más co ncentrado en un número menor de compañías y sería necesario para ver un mer cado más sano, tener un relevo en crecimiento de beneficios en los próximos trimestres. En renta fija, se ha dado la primera bajada de tipos del BCE, el Banco conf irmó la dependencia de sus próximas decisiones de los nuevos datos sin dar referencias de fechas de las próximas bajadas En Estados Unidos la probabil idad de una bajada de aquí a final de año supera el 70% para diciembre, la fecha con mayor posibilidad (a 30 de junio). En el frente geopolítico, tras ver elecciones en México, India y Francia (e ntre otros) a finales de año veremos quien sale elegido para la presidencia americana. En este contexto, el equipo gestor mantendrá el proceso de selección de ges tores actual y el rebalanceo dinámico de la cartera de estrategias. No aplicable No se han realizado operaciones de financiación de valores en el periodo. 1326471240 5125 0.93 0 0 0.00 197996135 2074 3.07 0 0 0.00 0 0 0.00 961905812 3730 4.14 23311395 288 5.96 509099178 5152 9.62 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 1150236935 11028 2.90 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 1056680069 3092 1.84 0 0 0.00 0 0 0.00 5225700764 30489 3.09