NEVERON INVERSIONES, SICAV 1.0.0 2025-01-01 2025-06-30 NEVERON INVERSIONES, SICAV 1.0.0 2024-07-01 2024-12-31 NEVERON INVERSIONES, SICAV 1.0.0 2025-01-01 2025-06-30 NEVERON INVERSIONES, SICAV 1.0.0 2024-01-01 2024-12-31 NEVERON INVERSIONES, SICAV 1.0.0 2025-04-01 2025-06-30 NEVERON INVERSIONES, SICAV 1.0.0 2025-01-01 2025-03-31 NEVERON INVERSIONES, SICAV 1.0.0 2024-10-01 2024-12-31 NEVERON INVERSIONES, SICAV 1.0.0 2024-07-01 2024-09-30 NEVERON INVERSIONES, SICAV 1.0.0 2023-01-01 2023-12-31 NEVERON INVERSIONES, SICAV 1.0.0 2022-01-01 2022-12-31 NEVERON INVERSIONES, SICAV 1.0.0 2020-01-01 2020-12-31 NEVERON INVERSIONES, SICAV 1.0.0 2022-01-01 2024-12-31 NEVERON INVERSIONES, SICAV 1.0.0 2020-01-01 2024-12-31 NEVERON INVERSIONES, SICAV 1.0.0 2025-06-30 NEVERON INVERSIONES, SICAV 1.0.0 2024-12-31 NEVERON INVERSIONES, SICAV 1.0.0 2023-12-31 NEVERON INVERSIONES, SICAV 1.0.0 2022-12-31 iso4217:EUR xbrli:pure NEVERON INVERSIONES, SICAV 3452 02 02 2025 EUR BBB false C/Ortega y Gasset, 7, 28006 Madrid EM gesalcala@bancoalcala.com www.bancoalcala.com 05 C/Jose Ortega y Gasset, 7, 28006 Madrid EM atencionalcliente@creand.es 2007-12-14 08 15 4 en una esacala de 1 a 7 true false La SICAV podrá invertir hasta el 10% de su patrimonio en IIC financieras que sean activo apto, armonizadas o no, 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, renta fija, sin que exista 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 año en entidades de crédito de la UE o de estados miembros de la OCDE sujetos a supervisión prudencial e instrumentos del mercado monetario no cotizados, que sean líquidos Se podrá invertir hasta un máximo conjunto del 10% del patrimonio en activos que podrían introducir un mayor riesgo que el resto de las inversiones como consecuencia de sus características, entre otras, de liquidez, tipo de emisor o grado de protección al inversor. La Sociedad no tiene ningún índice de referencia en su gestión. La metodología aplicada para calcular la exposición total al riesgo de mercadoes el método del compromiso. Una información más detallada sobre la política de inversión del Sociedad se puede encontrar en su folleto informativo. 01 0.98 1.29 0.98 2.34 1.93 3.43 1.93 3.52 EUR 4825791.00 3688937.00 328 294 0.00 0.00 false 33236257 24984038 20021769 11079735 6.7334 6.3932 6.0838 5.9515 6.8876 6.7986 6.4169 6.3446 6.8872 6.7727 6.3958 6.0835 0.59 0.59 0.59 0.59 01 0.02 0.02 01 1.69 1.73 -0.03 0.80 2.28 5.89 5.13 -4.02 1.78 0.65 0.32 0.32 0.38 0.30 1.35 1.27 1.79 1.99 false GraficaVL.png png 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 GraficaRT.png png 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 false 31343340 23659945 1890601 1084555 28901396 22108018 551343 467372 0 0 1831635 1296783 61341 27369 33236316 24984097 24984038.35 21799310.22 24984038.35 25.25 10.61 25.25 210.19 0 0 0 0 1.74 2.96 1.74 -23.64 2.40 3.67 2.40 -14.83 2.01 2.42 2.01 8.07 0 0 0 0 -0.65 1.25 -0.65 -167.46 0 0 0 0 0 0 0 0 1.18 0.01 1.18 11651.12 0.12 0.02 0.12 571.44 -0.26 -0.03 -0.26 1136.66 0 0 0 0 -0.66 -0.72 -0.66 20.54 -0.59 -0.64 -0.59 20.52 -0.02 -0.03 -0.02 28.47 -0.02 -0.01 -0.02 169.15 -0.01 -0.01 -0.01 1.33 -0.02 -0.03 -0.02 -23.63 0 0.01 0 -92.56 0 0 0 0 0 0 0 0 0 0.01 0 -92.56 0 0 0 0 33236295.20 24984038.35 33236295.20 ES0244251015 Bonos|IBERCAJA BANCO|2,750|2030-07-23 EUR 0.00 0.00 593158.00 2.37 ES0813211028 Bonos|BBVA|6,000|2049-10-15 EUR 604735.00 1.82 203060.00 0.81 ES0880907003 Obligaciones|UNICAJA|4,875|2049-11-18 EUR 198800.00 0.60 0.00 0.00 XS1808351214 Obligaciones|CAIXABANK S.A.|2,250|2030-04-17 EUR 0.00 0.00 288337.00 1.15 XS2300169419 Bonos|ACCIONA|1,862|2028-02-15 EUR 479972.00 1.44 0.00 0.00 XS3071337847 Bonos|SACYR|4,750|2030-05-29 EUR 607094.00 1.83 0.00 0.00 1890601.00 5.69 1084555.00 4.34 1890601.00 5.69 1084555.00 4.34 1890601.00 5.69 1084555.00 4.34 1890601.00 5.69 1084555.00 4.34 DE000BU2Z015 Bonos|TESORO ALEMÁN|2,600|2033-08-15 EUR 1009397.00 3.04 511389.00 2.05 DE000BU2Z031 Bonos|TESORO ALEMÁN|2,600|2034-08-15 EUR 501384.00 1.51 0.00 0.00 DE000BU2Z049 Bonos|TESORO ALEMÁN|2,500|2035-02-15 EUR 2080945.00 6.26 0.00 0.00 DE000BU25026 Bonos|TESORO ALEMÁN|2,100|2029-04-12 EUR 0.00 0.00 699591.00 2.80 DE000BU25042 Bonos|TESORO ALEMÁN|2,400|2030-04-18 EUR 1515381.00 4.56 0.00 0.00 DE000BU27006 Bonos|TESORO ALEMÁN|2,400|2030-11-15 EUR 2016720.00 6.07 0.00 0.00 DE000LB2CPE5 Bonos|LB BADEN-WUERTTEMBER|4,000|2049-04-15 EUR 0.00 0.00 396983.00 1.59 DE000LB4XHX4 Bonos|LB BADEN-WUERTTEMBER|6,750|2050-10-15 EUR 403922.00 1.22 0.00 0.00 FR0013461795 Bonos|LA BANQUE POSTALE|3,875|2026-05-20 EUR 0.00 0.00 385789.00 1.54 DK0030548375 Bonos|ARBEJDERNES LANDSBAN|3,625|2030-03-05 EUR 402131.00 1.21 0.00 0.00 XS2190979489 Bonos|EUSTREAM AS|1,625|2027-06-25 EUR 582341.00 1.75 282061.00 1.13 XS2641055012 Bonos|NOVA LJUBLJANSKA BAN|7,125|2027-06-27 EUR 0.00 0.00 425310.00 1.70 XS2972971399 Bonos|NOVA LJUBLJANSKA BAN|3,500|2029-01-21 EUR 503032.00 1.51 0.00 0.00 XS2987792269 Bonos|EUROBANK ERGASIAS SE|4,250|2030-01-30 EUR 496110.00 1.49 0.00 0.00 US91282CHC82 Obligaciones|US TREASURY|3,375|2033-05-15 USD 323540.00 0.97 0.00 0.00 US91282CJW29 Obligaciones|US TREASURY|4,000|2029-01-31 USD 0.00 0.00 381082.00 1.53 9834903.00 29.59 3082205.00 12.34 DE000A3H2ZX9 Bonos|DEUTSCHE PFANDBRIEFB|0,100|2026-02-02 EUR 387133.00 1.16 0.00 0.00 DE000BU25034 Bonos|TESORO ALEMÁN|2,500|2029-10-11 EUR 0.00 0.00 710590.00 2.84 FR0013461795 Bonos|LA BANQUE POSTALE|3,875|2026-05-20 EUR 394983.00 1.19 0.00 0.00 XS1824425182 Bonos|PETROLEOS MEXICANOS|3,625|2025-11-24 EUR 196116.00 0.59 196477.00 0.79 978232.00 2.94 907067.00 3.63 USG84228FN34 Bonos|STANDARD CHARTERED B|6,170|2027-01-09 USD 428150.00 1.29 0.00 0.00 USJ41838AA14 Bonos|YASUDA FIRE MARINE|5,200|2045-10-20 USD 332406.00 1.00 385756.00 1.54 USP2253TJT71 Bonos|CEMEX (CEMENTOS MEXI|9,125|2059-06-14 USD 0.00 0.00 397991.00 1.59 USU3618TAC54 Bonos|GLOBAL ATLANTIC|4,700|2051-10-15 USD 330776.00 1.00 369994.00 1.48 DE000AAR0439 Bonos|AAREAL BANK|5,625|2034-12-12 EUR 202275.00 0.61 200803.00 0.80 AT000B122270 Bonos|VOLKSWAGEN AG|5,750|2034-06-21 EUR 103676.00 0.31 103695.00 0.42 DE000CZ45V25 Bonos|COMMERZBANK AKTIENGE|4,000|2030-12-05 EUR 0.00 0.00 400730.00 1.60 DE000CZ45YE5 Bonos|COMMERZBANK AKTIENGE|4,875|2034-10-16 EUR 418347.00 1.26 0.00 0.00 DE000HCB0B44 Bonos|HAMBRG COMERCIAL BAN|4,500|2028-07-24 EUR 414174.00 1.25 0.00 0.00 AT0000A34CN3 Bonos|RAIFFESEN BANK|7,625|2027-05-19 EUR 417365.00 1.26 0.00 0.00 FR0011401751 Bonos|EDF|5,375|2050-01-29 EUR 0.00 0.00 299598.00 1.20 FR0013331949 Bonos|LA POSTE SA|3,125|2049-01-29 EUR 0.00 0.00 595142.00 2.38 FR0013336534 Bonos|CNP ASSURANCES|4,750|2059-12-27 EUR 201290.00 0.61 397713.00 1.59 FR0013453974 Bonos|ALTAREA|1,875|2028-01-17 EUR 286719.00 0.86 280235.00 1.12 FR0013455854 Bonos|LA MONDIALE SAM|4,375|2049-10-24 EUR 396496.00 1.19 0.00 0.00 FR0013459765 Bonos|RENAULT S.A.|2,625|2030-02-18 EUR 0.00 0.00 396578.00 1.59 FR001400F2R8 Bonos|AIR FRANCE KLM|8,125|2028-05-31 EUR 562998.00 1.69 0.00 0.00 FR001400QY14 Bonos|RENAULT S.A.|5,500|2034-10-09 EUR 0.00 0.00 102235.00 0.41 FR001400Q7G7 Bonos|ALSTOM|5,868|2049-08-29 EUR 316054.00 0.95 314986.00 1.26 FR001400U3Q9 Bonos|ROQUETTE FRERES SA|5,494|2070-11-25 EUR 506160.00 1.52 306110.00 1.23 FR001400WO34 Bonos|BNP PARIBAS|4,198|2035-07-16 EUR 509756.00 1.53 0.00 0.00 FR0014004AF5 Bonos|AIR FRANCE KLM|3,875|2026-07-01 EUR 0.00 0.00 201368.00 0.81 XS0221627135 Bonos|UNION FENOSA|4,005|2049-12-30 EUR 444411.00 1.34 441705.00 1.77 US06368LQ586 Bonos|BANK OF MONTREAL|7,700|2084-05-26 USD 440641.00 1.33 0.00 0.00 XS1028950290 Bonos|NN GROUP NV|4,500|2049-07-15 EUR 0.00 0.00 201510.00 0.81 XS1048428442 Obligaciones|VOLKSWAGEN AG|4,625|2049-03-24 EUR 0.00 0.00 405242.00 1.62 XS1182150950 Bonos|SACE SPA|3,875|2049-02-10 EUR 501304.00 1.51 494107.00 1.98 XS1219499032 Bonos|RWE|3,500|2075-04-21 EUR 0.00 0.00 596420.00 2.39 XS1698906259 Bonos|STANDARD LIFE INVEST|4,250|2048-06-30 USD 328887.00 0.99 0.00 0.00 XS1700709683 Bonos|ASR NEDERLAND NV|4,625|2049-10-19 EUR 299598.00 0.90 0.00 0.00 XS1716945586 Bonos|EUROFINS SCIENTIFIC|3,250|2057-11-13 EUR 0.00 0.00 391527.00 1.57 XS1795406658 Bonos|TELEFONICA|3,875|2049-09-22 EUR 0.00 0.00 100566.00 0.40 XS2000719992 Bonos|ENEL SPA|3,500|2049-05-24 EUR 0.00 0.00 300112.00 1.20 XS2050933972 Bonos|RABOBANK|3,250|2049-12-29 EUR 589882.00 1.77 0.00 0.00 XS2056730323 Bonos|INFINEON TECHNOLOGIE|2,875|2049-04-01 EUR 0.00 0.00 299059.00 1.20 XS2101558307 Bonos|UNICREDIT GROUP|2,731|2032-01-15 EUR 0.00 0.00 281859.00 1.13 XS2106849727 Bonos|BANCA MONTE DEI PASC|8,000|2030-01-22 EUR 0.00 0.00 398652.00 1.60 XS2114413565 Bonos|AT&T|2,875|2049-05-01 EUR 0.00 0.00 497622.00 1.99 XS2119468572 Obligaciones|BRITISH TEL|1,874|2080-08-18 EUR 0.00 0.00 391769.00 1.57 XS2183818637 Bonos|STANDARD CHARTERED B|2,500|2030-09-09 EUR 0.00 0.00 394746.00 1.58 XS2185867673 Bonos|OP CORPORATE BANK PL|1,625|2030-06-09 EUR 0.00 0.00 490570.00 1.96 XS2185997884 Bonos|REPSOL|3,750|2049-06-11 EUR 0.00 0.00 400256.00 1.60 XS2187689380 Obligaciones|VOLKSWAGEN AG|3,875|2029-06-17 EUR 479892.00 1.44 0.00 0.00 XS2199567970 Bonos|UNIQA INSURANCE GROU|3,250|2035-10-09 EUR 290177.00 0.87 296049.00 1.18 XS2228683350 Bonos|NISSAN MOTOR CO|3,201|2028-09-17 EUR 0.00 0.00 491475.00 1.97 XS2256949749 Bonos|ABERTIS|3,248|2049-04-26 EUR 0.00 0.00 200275.00 0.80 XS2286041517 Bonos|WINTERSHALL DEA FIN|2,498|2059-07-20 EUR 0.00 0.00 287780.00 1.15 XS2391790610 Bonos|BRITISH AMERICAN TOB|3,750|2054-09-27 EUR 381541.00 1.15 383963.00 1.54 XS2406737036 Bonos|NATURGY ENERGY GROUP|2,374|2049-02-23 EUR 295173.00 0.89 0.00 0.00 XS2539425095 Bonos|BANK OF VALLETTA PLC|10,000|2027-12-06 EUR 658921.00 1.98 0.00 0.00 XS2582389156 Bonos|TELEFONICA|6,135|2049-05-03 EUR 107218.00 0.32 108089.00 0.43 XS2680046021 Bonos|MBANK SA|8,375|2027-09-11 EUR 426402.00 1.28 0.00 0.00 XS2684826014 Bonos|BAYER AG|6,625|2083-09-25 EUR 424533.00 1.28 414619.00 1.66 XS2684846806 Bonos|BAYER AG|7,000|2083-09-25 EUR 215265.00 0.65 211090.00 0.84 XS2700245561 Bonos|RAIFFESEN BANK|7,000|2027-10-12 EUR 422772.00 1.27 0.00 0.00 XS2708134023 Obligaciones|VAR ENERGI AS (NO)|7,862|2083-02-1 EUR 439478.00 1.32 0.00 0.00 XS2711801287 Bonos|APA INFRAESTRUCTURED|7,125|2083-11-09 EUR 438770.00 1.32 0.00 0.00 XS2716891440 Bonos|EPH FIN INTERNATIONA|6,651|2028-11-13 EUR 766095.00 2.30 756802.00 3.03 XS2757986224 Bonos|ATHENE GLOBAL FUNDIN|4,005|2027-02-23 EUR 0.00 0.00 401230.00 1.61 XS2770512064 Bonos|ENEL SPA|4,750|2059-05-27 EUR 0.00 0.00 308636.00 1.24 XS2825500593 Bonos|NORDDEUTSCHE LANDESB|5,625|2034-08-23 EUR 415366.00 1.25 0.00 0.00 XS2907162767 Bonos|LUMINOR HOLDING AS|5,399|2035-10-14 EUR 522489.00 1.57 0.00 0.00 XS2914558593 Bonos|SOCIETATEA NATIONALA|4,750|2029-10-07 EUR 404711.00 1.22 0.00 0.00 XS2954181843 Bonos|ARCELORMITTAL, S.A.|3,125|2028-12-13 EUR 0.00 0.00 198375.00 0.79 XS2965681633 Bonos|DEUTSCHE LUFTHANSA A|5,250|2055-01-15 EUR 298238.00 0.90 0.00 0.00 XS3009463996 Bonos|ITALGAS|2,875|2030-03-06 EUR 395133.00 1.19 0.00 0.00 XS3010578493 Bonos|ARION BANKI HF|3,625|2030-05-27 EUR 402418.00 1.21 0.00 0.00 XS3028099417 Bonos|ISLANDSBANKI HF|3,875|2030-09-20 EUR 510295.00 1.54 0.00 0.00 XS3090933485 Bonos|BULGARIAN ENERGY HLD|4,250|2030-06-19 EUR 397613.00 1.20 0.00 0.00 US37045XCA28 Bonos|GENERAL MOTORS CO|5,750|2049-03-30 USD 0.00 0.00 368295.00 1.47 SK4000022505 Bonos|TATRA BANKA AS|5,952|2026-02-17 EUR 0.00 0.00 502229.00 2.01 US83368TCJ51 Bonos|SOCIETE GENERALE|5,249|2028-05-22 USD 343402.00 1.03 0.00 0.00 17067267.00 51.35 15767563.00 63.11 USF8586CH211 Bonos|SOCIETE GENERALE|4,250|2025-04-14 USD 0.00 0.00 278780.00 1.12 XS1558013360 Bonos|IMPERIAL TOBACCO|1,375|2025-01-27 EUR 0.00 0.00 389793.00 1.56 XS1877836079 Bonos|ARCHER DANIELS MIDLA|1,000|2025-09-12 EUR 0.00 0.00 295388.00 1.18 XS2072815066 Bonos|BANCO BPM SPA|1,750|2025-01-28 EUR 0.00 0.00 396684.00 1.59 XS2559069849 Bonos|INTESA SANPAOLO SPA|7,000|2025-11-21 USD 257127.00 0.77 295289.00 1.18 257127.00 0.77 1655934.00 6.63 28137529.00 84.66 21412769.00 85.71 28137529.00 84.66 21412769.00 85.71 IE000E4XZ7U3 Participaciones|MAN ASSET MANAGEMENT EUR 742252.00 2.23 705507.00 2.82 742252.00 2.23 705507.00 2.82 28879781.00 86.89 22118276.00 88.53 30770382.00 92.58 23202831.00 92.87 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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 EURUSD Venta Futuro|EURUSD|125000| 3878046 01 US TREASURY BILL 4,125% 30/11/2029 S/A Compra Futuro|US TREASURY BILL 4,125% 30/11/2029 S 1879460 01 US TREASURY NB 4 % 15/11/2052 S/A Venta Futuro|US TREASURY NB 4 % 15/11/2052 S/A|100 427150 01 6184656 RFT: XS2187689380 Venta Plazo|B VOLKSWAGEN INT F NV 3,875 17/06/2049 480000 02 RFT: XS2300169419 Venta Plazo|B ACCIONA FIN 1,862 15/02/2028|50000|F 482000 02 RFT: XS3040593975 Compra Plazo|FV RAIFFEISEN NIEDEROEST 5,25 02/04/2 406600 02 RFT: XS3106539938 Compra Plazo|B EPH FIN INTERNAT 4,625 02/07/2032 € 99411 02 1468011 7652667 false false false false false false false No aplicable. true false false true false false false false d.) El importe de las operaciones de venta en las que el depositario ha actuado como comprador es 1.630.082,81 euros, suponiendo un 5,33% sobre el patrimonio medio de la IIC en el periodo de referencia. Anexo: a.)Existe un Accionista significativo que supone el 22,05% sobre el patrimo nio de la IIC. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. El primer semestre de 2025 ha estado marcado por una volatilidad significativa en los mercados financieros internacionales, consecuencia directa de la consolidación de políticas económicas de la nueva administración estadounidense, la persistencia de tensiones geopolíticas y la transición de los bancos centrales hacia políticas monetarias más acomodaticias. Durante el primer semestre de 2025, la economía de Estados Unidos experimentó un giro significativo respecto al dinamismo mostrado en 2024. La combinación de políticas proteccionistas, incertidumbre política y volatilidad en los mercados financieros resultó en una contracción del PIB y un deterioro de la confianza empresarial y de los consumidores. Los mercados financieros reaccionaron con fuertes correcciones, mientras la inflación se mantuvo por encima del objetivo de la Reserva Federal, complicando el panorama para la política monetaria. El empleo mostró resiliencia, con una tasa de desempleo estable en torno al 4,1% y creación de empleo no agrícola, aunque con señales de desaceleración y aumento de la morosidad en segmentos de mayor riesgo. La inflación general (IPC) se situó en 2,8% y el PCE subyacente repuntó a 2,8% en marzo, ambos por encima del objetivo de la Fed. Las expectativas de inflación a corto y medio plazo se alejaron del objetivo, alimentadas por el impacto de los aranceles y la incertidumbre política En Estados Unidos, las principales bolsas cerraron el semestre en positivo: el S&P 500 subió un 5,16%, el Nasdaq 100 un 7,50% y el Dow Jones un 3,31%. Sin embargo, estos avances se produjeron tras una fuerte corrección en el primer trimestre, especialmente en valores tecnológicos, seguida de una recuperación en mayo y junio. La política fiscal expansiva y las medidas proteccionistas de la administración Trump han generado episodios de volatilidad y movimientos bruscos en los sectores de energía y tecnología. En Europa, la economía europea mostró una recuperación moderada, consolidando la salida de la atonía registrada en 2023 y 2024. El crecimiento fue impulsado por la demanda interna y la resiliencia del mercado laboral, aunque las tensiones comerciales globales y la incertidumbre política limitaron el dinamismo, especialmente en el sector exterior y la inversión. El PIB de la zona euro creció un 0,4% Inter trimestral en el primer trimestre, con un avance anual del 0,9%. Alemania y Francia mostraron cierta recuperación, aunque limitada por la debilidad industrial y la incertidumbre política. Italia y España siguieron impulsando el crecimiento relativo, mientras que la demanda interna y el sector servicios compensaron la debilidad exportadora. La inflación continuó su descenso, permitiendo al Banco Central Europeo (BCE) iniciar un ciclo de recortes de tipos de interés, lo que mejoró las condiciones financieras y favoreció la renta variable europea frente a otros mercados desarrollados. La recuperación económica avanza, aunque a un ritmo más lento de lo previsto. El PIB de España creció un 0,6% en el primer trimestre, con una inflación moderada en torno al 2,2% en abril. Las previsiones para el año sitúan el crecimiento en el 2,5%, impulsado principalmente por la demanda interna y el consumo privado. Los mercados europeos han mostrado un comportamiento positivo, con el Ibex 35 subiendo un 20% en el semestre, aunque sin alcanzar los 14.000 puntos. El mercado laboral sigue expandiéndose, aunque a menor ritmo, y la inversión productiva se mantiene en recuperación, aunque moderada. Por lo contrario, Alemania sigue inmersa en una profunda crisis económica que ha dado lugar a que las políticas del BCE sean algo menos restrictivas de lo que se descontaba a principios de año y más aún desde que se observa cómo se van cumpliendo los objetivos de inflación marcados por la autoridad monetaria. En mercados emergentes, la renta variable ha mostrado señales de recuperación, con un rendimiento del +6,9% en lo que va de año, especialmente en Asia. Sin embargo, Latinoamérica sigue enfrentando volatilidad política y caídas en algunos índices, como el Merval argentino, que registró una variación negativa del 21% en el semestre. En renta fija, 2025 ha supuesto una tregua tras años complicados. Los bonos ligados a la inflación y el high yield han ofrecido rentabilidades positivas, en un entorno de moderación inflacionaria y expectativas de recortes de tipos. Los inversores han incrementado su exposición a la renta fija, especialmente en Europa y Estados Unidos, ajustando la duración y la calidad crediticia de las carteras. Los bonos corporativos han seguido siendo el activo preferente y especialmente los invesment grade. El estrechamiento de diferenciales ha compensado el movimiento errático de la base, especialmente en Europa, habiendo asistido aún mejor comportamiento de la parte corta de la curva americana. En divisas, el dólar ha mostrado cierta debilidad tras la apreciación de finales de 2024, mientras el euro se ha mantenido relativamente estable. La política comercial de EE.UU. y la erosión del papel del dólar como moneda de reserva mundial han impulsado la búsqueda de refugio en materias primas y criptomonedas. b) Decisiones generales de inversión adoptadas. En este contexto, los tipos de interés han mostrado una divergencia entre Estados Unidos y Europa que se ha visto en algún momento acelerada por la desconfianza de los activos americanos tras las diferentes medidas propuestas por la administración Trump. Todo esto parece de momento haber pasado a un segundo plano y sus políticas no serán tan divergentes a las que hemos visto en los últimos años. Los bancos centrales siguen ese sentido pegadas a los datos macro que vamos conociendo para tener evidencias de ese control de la inflación que parece que en Europa ha sido más evidente en una primera fase y que ahora es turno de la FED, la segunda parte el año. En este sentido, siendo un vehículo que invierte fundamentalmente en bonos corporativos, las decisiones más importantes siempre han estado centradas sobre la selección de compañías sólidas, sobre ponderando la parte corta de la curva sobre la larga, hasta que no tengamos claridad sobre la evolución de los tipos de interés y su impacto en la economía que de momento sigue dando señales de resiliencia pero que pensamos que más o tarde o temprano deben aflorar estos efectos. El posicionamiento de seguir gestionando activamente la duración junto a posiciones relativas que nos ayuden a reducir el riesgo que hay hoy en día sobre el ciclo económico, son ideas claves en el vehículo para seguir logrando rentabilidades positivas en un entorno complejo de tipos de interés e incertidumbre económica. Todas nuestras decisiones han ido encaminadas a ir adaptando el vehículo a este nuevo escenario que se ha ido dibujando a lo largo de este primer semestre de 2025 y así hemos reducido posiciones en aquellas estructuras más subordinadas y hemos incorporado bonos gubernamentales de países centrales para aprovechar ese binomio rentabilidad riesgo que ofrecen en la actualidad. Hemos incorporado un peso en bonos en usd que no hemos mantenido durante este inicio de año y lo vemos como una oportunidad táctica de cara a la segunda parte del año y la evolución de las expectativas de tipos de interés en esta zona geográfica. Seguimos muy de cerca la posible positivización de curvas una vez logremos ver el impacto de las medidas en la economía y especialmente ahora en Estados Unidos, ya que el BCE ha gestionado su política monetaria de manera diferente y muy condicionada por el estado crítico de Alemania. Desde el punto de vista de divisas, la estrategia de mantenernos fuera del usd durante este perdió ja sido acertada estratégicamente y en niveles de 1.18-1.23 de eur/usd comenzaremos a descubrir la posición en divisas para alcanzar un 10-15% del fondo en base a los diferentes escenarios que mantennos abiertos, siendo el más propicio, un inicio de bajadas de tipos de interés en Estados Unidos algo más acelerado de lo que el mercado descuenta en la actualidad c) Índice de referencia. La rentabilidad de la IIC es de 1,69%, por encima de la rentabilidad de la letra del tesoro español con vencimiento a un año, que es de 1,21%. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo, el patrimonio de la IIC creció en un 33,03% hasta 33.236.257,17 euros frente a 24.984.038,35 euros del periodo anterior. El número de accionistas aumentó en el periodo en 34 pasando de 294 a 328 accionistas. La rentabilidad obtenida por la IIC en el periodo es de 1,69% frente a una rentabilidad de 3,09% del periodo anterior. Los gastos soportados por la IIC han sido del 0,65% sobre el patrimonio durante el periodo frente al 0,66% en el periodo anterior. e)Rendimiento del fondo en comparación con el resto de fondos de la gestora. La rentabilidad de la IIC obtenida en el periodo de 1,69% es menor que el promedio de las rentabilidades del resto de IICs gestionadas por la gestora que es de 1,98%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. La mayoría de operaciones son coberturas y ajustes de sensibilidad, , compra/venta de futuros y compra de Renta Fija Privada de diversos sectores principalmente sector público y bancario, (bonos alemanes ) . Respecto a la Renta Variable, solo hay movimientos de autocartera. Hay que destacar la diversificación de nombres y las diferentes estructuras de deuda que nos permite una cartera robusta y sólida para los próximos años. Este cambio se ha trasladado en una rentabilidad aproximada del 1,69% en este ultimo semestre donde podemos destacar el buen comportamiento de los papeles financieros han tenido en la cartera, como los bonos de deuda Publica. b) Operativa de préstamos de valores. N/A c) Operativa en derivados y adquisición temporal de activos. En cuanto a la cobertura de tipos de interés, se utilizan diversos instrumentos, principalmente futuros para cubrir el riesgo de tipo de interés de los activos en cartera. A fin del periodo, el grado de cobertura sobre tipos de interés alcanza el 1,13%. En cuanto a la cobertura de renta variable, se utilizan diversos instrumentos, principalmente futuros y opciones para cubrir el riesgo de renta variable de los activos en cartera. A fin del periodo, el grado de cobertura de renta variable alcanza el 0,90%. N/A d) Otra información sobre inversiones. Esta sociedad no tiene ningún activo en litigio ni afectado al artículo 48.1.j. del RIIC. 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. El riesgo asumido por la IIC, medido por la volatilidad del valor liquidativo, es de 2,03%, frente a una volatilidad de 0,19% de la letra del tesoro español con vencimiento un año. 5. EJERCICIO DERECHOS POLÍTICOS. N/A 6. INFORMACIÓN Y ADVERTENCIAS CNMV. Informarles que el Informe de Auditoría correspondiente al ejercicio 2024 ha sido aprobado sin salvedades. 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A 8. COSTES DERIVADOS DEL SERVICIO DE ANÁLISIS. N/A 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. Para la segunda mitad de 2025, esperamos un escenario mixto y muy dependiente de si finalmente la FED decide ajustar sus tipos de interés y da por terminada la incertidumbre que puede haber generado las políticas comerciales de la administración TRUMP. Esto daría un respaldo importante a los activos en usd, especialmente la renta fija y nos permitiría cambiar corporativos europeos por americanos en unos entornos de dólar que son mucho más atractivos que los que teníamos a primeros de este 2025. Hemos incorporado posiciones en los tramos cortos de la curva para beneficiarnos de este nuevo entorno de bajadas en estados unidos que prevemos para esta segunda parte del año y mantenemos una duración de 3.50 en nuestra cartera de renta fija que mantiene un peso del 85% corporate y 15% gobiernos, posición que nos debe permitir aprovechar cualquier escenario de volatilidad que pudiera generarse, aunque los mercados ya no reaccionan de manera violenta a casi nada, algo que reconocemos nos sigue sorprendiendo y que nos alerta que estamos en una fase madura del mercado pero no eufórica, que sería una señal de alerta. Respecto a la divisa cuyo impacto tiene sobre gran parte de la cartera, recomendamos seguir con ella cubierta hasta alcanzar la zona de 1.18-1.23 del eur/usd donde podríamos empezar a asumir algo de riesgo divisa, con objetivos de alcanzar un 10%-15% de posición en divisa, especialmente bonos de corto plazo americanos. Este tipo de escenarios son buenos para la evolución de nuestra cartera y esperamos seguir logrando nuestros objeticos de 2-4.5% de rentabilidad, a pesar que el primer trimestre, a pesar de la baja de tipos de interés, los mercados de bonos siguen penalizados en líneas generales, lo que nos ha lastrado parte de nuestra rentabilidad pero con una TIR en 4.20% y un escenario mas propicios para los bonos en esta segunda parte, entendemos que lograremos nuestros objetivos de rentabilidad. Informarles que el Informe de Auditoría correspondiente al ejercicio 2018 ha sido aprobado sin salvedades. No aplicable