FON FINECO TOP RENTA FIJA FI 1.0.0 2025-07-01 2025-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2025-01-01 2025-06-30 FON FINECO TOP RENTA FIJA FI 1.0.0 2025-01-01 2025-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2024-01-01 2024-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2025-10-01 2025-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2025-07-01 2025-09-30 FON FINECO TOP RENTA FIJA FI 1.0.0 2025-04-01 2025-06-30 FON FINECO TOP RENTA FIJA FI 1.0.0 2025-01-01 2025-03-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2023-01-01 2023-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2022-01-01 2022-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2020-01-01 2020-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2022-01-01 2024-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2020-01-01 2024-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2025-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2025-06-30 FON FINECO TOP RENTA FIJA FI 1.0.0 2024-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2023-12-31 FON FINECO TOP RENTA FIJA FI 1.0.0 2022-12-31 iso4217:EUR xbrli:pure FON FINECO TOP RENTA FIJA FI 4254 02 04 2025 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 2010-07-23 08 02 2 en una escala del 1 al 7 La gestión toma como referencia la rentabilidad del índice Bloomberg Euro- Aggregate Treasury 1-3 Year Index (Total Return). El fondo invierte el 100% de la exposición total en renta fija pública y/o privada de emisores y mercados de países de la zona euro y minoritariamente de otros países de la OCDE (incluyendo depósitos e instrumentos del mercado monetario no cotizados, que sean líquidos). No se invertirá en titulizaciones. No existe exposición al riesgo divisa. Los activos serán de calificación crediticia media (rating mínimo BBB- por al menos una de las tres agencias de calificación (S&P, Fitch o Moody's). El fondo podrá tener un máximo del 15% de la exposición total en activos con calificación crediticia baja (rating BB-). Para emisiones no calificadas se atenderá al rating del emisor. En caso de bajadas sobrevenidas de rating por debajo de dichos límites se podrán mantener los títulos hasta un máximo de seis meses. La duración media de la cartera de renta fija será como máximo de 3 años. La exposición máxima al riesgo de mercado por derivados es el patrimonio neto. 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 de España El fondo podrá operar con instrumentos financieros derivados negociados en mercados organizados de derivados con la finalidad de cobertura y de inversióny no negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión. 01 0.17 0.00 0.19 0.13 1.00 2.40 1.70 3.64 1 FON FINECO TOP RF FI -A- EUR 1463294.67 1163998.35 274 225 0.00 0.00 false 17024160 12614727 13883340 13944767 11.6341 11.3423 10.9517 10.5741 0.28 0.55 0.28 0.55 01 0.01 0.03 01 2.57 0.32 0.53 1.07 0.63 3.57 3.57 -4.24 0.98 -0.13 -0.23 -0.64 2025-12-08 2025-03-05 2022-06-13 0.10 0.17 0.44 2025-10-15 2025-04-22 2022-07-22 01 0.80 0.61 0.78 0.95 0.86 0.77 1.44 2.08 1.15 16.21 11.58 12.66 23.51 14.65 13.30 14.06 19.51 34.16 0.08 0.08 0.07 0.07 0.09 0.15 0.21 0.88 0.46 BLOOMBERG EURO-AGGREGATE TREASURY 1-3 YEAR INDEX (TR) 0.98 0.50 0.81 1.09 1.31 1.19 2.00 2.17 0.04 1.05 1.05 1.05 1.05 1.07 1.21 1.21 1.17 0.69 0.58 0.15 0.15 0.14 0.14 0.58 0.58 0.58 0.59 false true FFTRvl.png png 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HwC5I3fkDj2AzZ+1Jcw5Y1Ey/nbE4lbIni53+wm79wVV5I7ckTt0d9aV+PiQacrcelfKfWtE1JT8jfYTduSO3MNF7gXbvnl8+p7Ev5SYldyFZeVfnTUc95uCgj2PPy5L3KyU5ea2HDtmOG5L68XF79dYxL0UekHZsTMt+nEvtrTULF5sEXfPyJFlf/qTWZUbm1r/+na1RdyUl/fmr6g0HPfCyZMVzz9vEXpvSkplfr5Z6JNnLzy/tMIidNrMfX99q9pw3PO1tQdyc83ivvL4X+8ec9DiW3c+5V5+y13f/eHBwOR+V0r5g5O/C1julb+++/wDDwUg99cjRz2auGzQxMK4ySWG5fHppZqEXSP36l73XHgwwPvc78mo7jOtLWC5V/e6t83kFnufcv/Dk9/0mX4xMLl/9rM76353f2Byv3PEZ/fn1AUs989/fqdZU+pT7sWDBgX4tFoYyt3nM8SDJhWNemmvdJQeOqMXjfW7YXcPGbJnxAjpaD56VB/64NeNY3SX9QwfXz56slmr5oMHS8eMsWrehw//9LHHzN467fP4PfnFvY88Xyye1Y977KOPdpvvdVL2JicXP/KIWX7xUcmxwZN3W4SWZRL7XFH2vDLDdtT6lY0zx/ztzsc/vye9KjC5f3P7H8ye5fEp9yl//thCNNZyf+PBsSIaTx/Tx0Qt5C57e+b06ogXPVah51SZhd5059ATdz5gEdpC7rIZDJnyrXVoC7l/emtvcZxFaAu5f/r4yN7m7ahPuV9uRx80fS7XUu6bM5598M/nLeJay/1SO9r7IbPQ1nI/8MwzZmkicjdI2K2fIVZEo3Rr5O5TNPvS0j4ZMEDp1shdSdgtDqI1jy97y11J2Av79TOLWxgVtS89XX3Zv2HCbhE6ZmJR+qwrx+8auUvCXv7ss1YvOo+JUUPr5S4J+7N/L7fTjkrRyN3mO9anx06WhC4Auctx25EZCwJ7cZgctzV8/vmcf/k4I2Qm97GzPzs1cYp1aDO5K3v70wW+QpvI/ZnFB5rGZAT2+oGDU6bI9pC00Nd5MBO556+svBAz0Dq0mdy/XLDgwrkm67hmch/wzCdr36uwaFEs5C67c+3q1TX1bdZxzeQ+aFLxf9b8xzq0mdylCa97/31PW1uX2NXlcrefsKtFlbv9hF1dMbIbBJCwq0WVu/2E3fCt0zYTdvWnt9xtJuxmZwZtJuzqT2+523/HemByX/Del03NbYG9FVJE09bUJDMZgNxFNKv/Xdt20dP+l7/4K3fvvT0AuYto3i+quxTa/3fLyGZw4vvdMwC5D52y+997j18aedAgf+WutKOXUhxPewByl3b08NFz7WfOWMc1lPtnY8eeO3xYQn91oj0AuUs7eux0S3tZmXVoQ7l3VcLuhNxbWlomT54cFRUlf6Xbebn7lbBr5O5Xwq5ZMf4m7N5y9zdh18jdr4RdI3e/Ena93P1K2DVy9/ejSP7KXRL2zw83XNks/JS7KhoFf+V+RTQKfspds7f7K/crolHwU+5fTJvW2tiohvZX7s8vrZDt4crIfspdbUcDkPsP7eil5yD8k7uSsKtZs79y/6EdFfyUe9cm7E7IfenSpZs2bbp049rmzdLtpNwDSNjVUrKrwt+E3XvFBJCwq+XL4s/9Tdi95e5vwu4td38Tdo3c/U3YveUewEeR/JL7lYRdxR+5e4vGX7l3EI2fcjfc2+3LvYNo/JS7rIv6Dz7QhLYvd9kMZGPosDfalrumHfVX7h3aUT/lribsKn7JvUM76qfcuzxhd0Luo0ePNuwOttwDS9ivbB8D8z/q09/hhP3SHWxPbR/fP2/7Q339TdiVsn1IQgAJ+5V/ZX7wYp8x/ibsP9ycNzwlgIT9yr8y3pkf8bi/XzG1L/cOCbufcteLxi+5a0Xjj9zN9nabcteKxh+5y6GbYWibcs9fWflDwu6n3PXtqH25G7SjtuWuSdj9lbtBO2pb7kFK2J2Qe0xMjNodHR3tgNw7k7CLaP7vjsfm/fSOD+/r7XDCPmTMP6bfNnD+T+/c3vshfxN2KW/nzR42uTCAhF1KyrBXZ//qwdd/eZe/CbtSXu2b0ufh+QG3o3N++Yflt97j71dMbcpdm7D7I3dD0diU+7gFtQaisSf3L9PTLfZ2n3Ifv/BLA9HYk/vB9HT1DHsAcs9Z+MXO/SeNR/Yl9wNjxxq2ozblnjbTqB21J3d9wu6X3I3bUXtyD17C7oTc4+LiDLsVxNRi9oKCgi6Ue/bqC4l/a7Yoo2eYqn/9bwdv6hW19/6BjfEJzYmJ+lLy6KMWR1Ij5rVYh46fanwDcvSTWzf16r/zjpjjgx8zjCul0OSy/u6hQyv//WmSZeik1xojTTL6pLS1UmUpW2+PNozbmJpqlrBLWTYgLWropugRW81Cpy04Yba0s4YvUEJ/cvfDhqFPZGZaZPQf9Y19OyrpwyenHj7WbliOnvGYbiWnT7fL/mxePPX1FtvYicZ2s6BKOdFoHlq2GevQp05ZhD56xkfohibz0N984yO01xl2PUdO+Qh9rsU8tOyz1qGbmy1CW8eV0nrRJPTFi9ZxL4U2z5ovtPkM7WkzCy01so5bUxO8hN0JuWdlZandTzzxhAOZ+8hFPhrb5JdN78Yt/n99Gu7pbXXweDmBNTuS6vuyj9DD/s9Y7gOf+ve3v/3DxT59LELv6tNHL7gvpk27cOZM7Skfcfu/ZHo3bvKYf/h4jm7IEKtnaqL/R9Lnu0YdMAv92KtnzEL/6bE5SuiqW+8xDH3G/BPVainLzuZhXYAQyH3ZsmXFxcXSUVRU5MwF1YDlPm31FxfiHvFxZvCRRyyOpAKTe/qsfdVf1Ps4eNTJXRL2U4WFV85EIXcAcP5WyEmTJvXv33/hwoUej6d7yn3olN2FBy4fC8+efemUqHk5pbuFoDNy7/d04ZIPvmppvdj+3Xd+yV1J2H+4zIDcAcBhudshtHKXhP3Mdxe6pCJ+yV0S9qra766MaVvu3gk7ckfuAMjdQO4/JOxdhE25/5Cwq9iTuyZhR+7IHQC5a+XehQm7X3LvkLCrNDe3T55sXU7t2mUWF7kDAHJv/995lV2bsKs8/WZ7boFVWfufox0S9i4CuQOA++V+9nz76XNWpaXV47L1h9wBwP1yD0OQOwAgd+SO3AGQO3JH7sgdALkjd+SO3AGQO3JH7p2Vu8W3uQEAuSP3nid3s3dwAwByR+49Ve4W7+AGAOSO3Hue3EnYAZA7cneb3EnYAbqL3I8cObJ8+fK0tDTkjtw7I3cSdoDuJfdp06Zt2LAhQvZV5I7cA5U7CTtANz0tg9yRe2ByJ2EH6JFyD8YHspF7T5F7Ssrq13uPk/L+I0+1T5+uL+fnzydhB+gWco/wgswduVvLXS3Z88pYiQCclkHuyB0AkDtyR+4AyL3L5R7REeSO3JE7gHsyd2uQO3JnJQIgd+SO3AEAuSN35A6A3JE7ckfuAMgduSN35A6A3JE7ckfuAMgduSN3AEDuyB25AwByR+7IHQC5I3fkjtwBkDtyR+7IHQC5I3fkDgDIHbkjdwBA7sgduQMg966Wu/Km36ioqIyMjIqKCuSO3JE7gHsyd4/Hs2PHjoSEBOSO3JE7gKtOy7S0tMTGxiL37in3fT+9s+539yN3AOTuN6+99trmzZs1PcXUYvaCggLkHkK5H/zV3U33P2hoduQOgNwvYfhFPcnZZ8+evXXrVrOxyNxDJfd+Txe+/fq2i336mJkduQMgd2OamppeeOGFw4cPWwyD3EMi9/RZ+6pqv2s/eNDC7MgdALkbI2avrKy0Hga5Oyx3SdiXfPBVS+vFSyMjdwDkHsCkIzqC3EMu9ysJuwpyB0DuQQqP3J2Re4eEvdvI/ZnFB46dbmElAiB35B6I3LUJezeQ+8PPFr1fVNd20cMaBEDuyN2A5tb2vTVWpeTLi9qEPdRyJ2EHQO7IPZg4LncSdgDkjtzdJncSdgDkjtxdJXcSdgDkjtzdJncSdgDkjtx7ktxXDhgz6LFNjyRvS13SbliylzeSsAMgd+Tew+SulJLERBYkAHJH7q6Se2G/fkdWrGBBAiB35O4eue9LT/+uqoqlCIDckbtL5C4J+1dLllxs4TIpAHJH7m6ROwk7QLjLXf1AdlJS0saNG5F7T5c7CTsAcu9AeXl5dHQ0cu/RcidhB0DuWioqKjIzM5F7D5U7CTsActcSFRUVExMTIYIoLETuPVHuJOwA4S53s48ueTyeoqKitLQ0zfBiajF7QUEBcg8Zzc3thw5ZlItVVSTsAGTuViQnJ5O5AwC4Su779+/PyMhA7gAAbpC7coqmf//+EyZMqKurQ+4AAK7K3C1A7gAAyB25AwAgdwAA5I7cAQCQO3IHAEDuyB0AALkjdwAA5A4AAMgdAAC5I3cAAOSO3AEAkDtyBwBA7sgdAAC5AwAg9+DIvaSkRPNtJuQOANCz5e7xeHJycpA7AICr5L527doNGzYgdwAA98i9oaEhKyur/fInmfT/5QPZAAA9QO4RXih9Zs+evWPHDjO5k7kDAPTIzD2iI8gdAMANcve2PJk7AAByR+4AAN1e7hYgdwAA5I7cAQCQOwAAckfuAADIPQRyLyoqKikpqQEAAF8sWbJkw4YN3V3uhw4dEq3v2LFD/F4KAACWzJgxY+TIkWLObi33AwcO7Nq1a8+ePTKj1QAAYHmGIzU1dfXq1TYlHBq5Kwm7mF38zjoDALBm+fLlw4cP//bbb+1LOARyJ2EHALBJaWnpk08++e6777a2tvolYUflTsIOAGCfuXPn5ubmnj59OgAJOyd3EnYAAPsJ+/jx4zdu3BiwhJ2Q++rVq0nYAQBssmTJkszMzMASdufkvmHDhtTU1MWLF4vi1wAAgDkrVqwQYS5fvtzfM+zOyX3fvn1KR21t7XvvvbcNAABscPz48S6RcLDkDgAAIQS5AwAgdwAAQO4KpaWl2x1k6dKl20MEocMkNEub0MFDvWBJ5q5FvVGH0ISmyoTuuaGRu5auavcITWiq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Bonos|BANCO DE SABADELL|3,375|2032-03-10 EUR 2093801.00 0.41 0.00 0.00 XS2324321285 Bonos|BANCO SANTANDER|0,500|2027-03-24 EUR 4888212.00 0.96 4901092.00 1.09 XS2705604077 Bonos|BANCO SANTANDER|4,625|2027-10-18 EUR 3059787.00 0.60 3109498.00 0.69 XS2786381207 Bonos|SANTANDER UK PLC|3,000|2029-03-12 EUR 3048449.00 0.60 0.00 0.00 XS2908735504 Bonos|BANCO SANTANDER|3,250|2029-04-02 EUR 2736737.00 0.54 2738391.00 0.61 XS2806471368 Bonos|BANCO SANTANDER|3,875|2029-04-22 EUR 3611242.00 0.71 3629786.00 0.81 FR001400U1B5 Bonos|SOCIETE GENERALE|3,000|2027-02-12 EUR 2614310.00 0.51 2624583.00 0.58 FR0014006IU2 Bonos|SOCIETE GENERALE|0,125|2026-11-17 EUR 0.00 0.00 9841757.00 2.19 FR0014006XA3 Bonos|SOCIETE GENERALE|0,625|2027-12-02 EUR 3925314.00 0.77 3850226.00 0.86 XS3031485827 Bonos|SWEDBANK AB|3,250|2029-09-24 EUR 9174060.00 1.81 9185886.00 2.04 XS2676305779 Bonos|SWEDBANK AB|4,375|2030-09-05 EUR 3168613.00 0.62 0.00 0.00 XS2782117464 Bonos|TORONTO-DOMINION BAN|3,191|2029-02-16 EUR 1785984.00 0.35 0.00 0.00 CH0336602930 Bonos|UBS GROUP AG|1,250|2026-09-01 EUR 0.00 0.00 9799697.00 2.18 CH1174335732 Bonos|UBS GROUP AG|2,125|2026-10-13 EUR 0.00 0.00 5957353.00 1.32 CH0517825276 Bonos|UBS GROUP AG|0,650|2028-01-14 EUR 1920393.00 0.38 1925541.00 0.43 CH1414003454 Bonos|UBS GROUP AG|2,875|2030-02-12 EUR 4027390.00 0.79 4030456.00 0.90 CH1433241275 Bonos|UBS GROUP AG|2,746|2030-05-19 EUR 6472007.00 1.27 0.00 0.00 CH1478430817 Bonos|UBS GROUP AG|2,783|2030-09-09 EUR 5083374.00 1.00 0.00 0.00 XS2207976783 Bonos|UNICREDITO|2,200|2027-07-22 EUR 5955765.00 1.17 5912251.00 1.31 XS2555420103 Bonos|UNICREDITO|5,850|2027-11-15 EUR 6191067.00 1.22 6369092.00 1.42 IT0005598971 Bonos|UNICREDITO|3,875|2028-06-11 EUR 1457344.00 0.29 1457708.00 0.32 XS2588885025 Bonos|UNICREDITO|4,450|2029-02-16 EUR 4148249.00 0.82 4182316.00 0.93 IT0005631822 Bonos|UNICREDITO|3,300|2029-07-16 EUR 2611187.00 0.51 2615263.00 0.58 XS2104968404 Bonos|UNICREDITO|1,800|2030-01-20 EUR 3776320.00 0.74 3782920.00 0.84 XS3091027113 Bonos|WESTPAC BANKING CORP|2,696|2030-07-02 EUR 5460839.00 1.07 0.00 0.00 328920585.00 64.74 233652496.00 51.92 FR0013310059 Bonos|CREDIT AGRICOLE HOME|0,500|2026-02-19 EUR 3917873.00 0.77 3927761.00 0.87 XS1538284230 Bonos|CREDIT AGRICOLE LOND|1,875|2026-12-20 EUR 2988339.00 0.59 0.00 0.00 FR001400DNT6 Bonos|CRELAN HOME LOAN CF|3,000|2026-11-03 EUR 2012406.00 0.40 0.00 0.00 FR0013444759 Bonos|BNP PARIBAS|0,125|2026-09-04 EUR 2939509.00 0.58 0.00 0.00 XS1968846532 Bonos|CAIXA FINANCE|1,125|2026-03-27 EUR 2974763.00 0.59 2970920.00 0.66 DE000CZ43ZJ6 Bonos|COMMERZBANK|2,750|2025-12-08 EUR 0.00 0.00 2811488.00 0.62 BE0002614924 Bonos|BNP PARIBAS|0,625|2025-10-04 EUR 0.00 0.00 1962798.00 0.44 XS2557551889 Bonos|ING BANK NV|2,750|2025-11-21 EUR 0.00 0.00 7216359.00 1.60 XS2585966257 Bonos|ING BANK NV|3,000|2026-02-15 EUR 5993209.00 1.18 6029197.00 1.34 BE0002707884 Bonos|KBC BANK NV|100,000|2025-12-03 EUR 0.00 0.00 1664752.00 0.37 XS2329143510 Bonos|MIZUHO FINANCIAL 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OBLIGACIONES DBR 0 1/4 15/02/2027 0,250% Venta Futuro|OBLIGACIONES DBR 0 1/4 15/02/2027 0,2 29200000 02 29200000 29200000 false false false false false false false false false false No se ha producido ningun hecho relevante adicional. false false false false false false true false g.) Fineco SV SA, entidad del grupo de la gestora, es, ademas, comercializa dor del fondo y como tal, su retribucion se encuentra incluida dentro de la comision de gestion del fondo. SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DE LA SOCIEDAD a) Visión de la gestora/sociedad sobre la situación de los mercados El segundo semestre de 2025 estuvo marcado por una progresiva normalizació n del entorno macroeconómico global, en un contexto aun condicionado por factores geopolíticos y políticos relevantes. Durante el primer semestre, el inicio del segundo mandato de Donald Trump reavivó las tensiones comer ciales internacionales, mientras que la persistencia de los conflictos en O riente Medio y Europa del Este continuó presionando el crecimiento global. Sin embargo, la desaceleración económica que se anticipaba no llegó a m aterializarse, apoyada por la resiliencia del consumo y una moderación pro gresiva de las presiones inflacionistas. Como resultado, la economía mundi al cerró el periodo con un crecimiento cercano al 3%, con dinamicas diver gentes entre regiones. En Estados Unidos, la economía mostró una elevada resiliencia, manteniend o un crecimiento del PIB en torno al 2%, pese aon en proceso de moderación y un empleo menos dinamico llevó a la Reserv a Federal a acometer tres recortes de tipos de 25 puntos basicos, situando el tipo de referencia en el 3,75%. Esta combinación favoreció un escenar io de soft landing, impulsando la confianza de los inversores en la parte f inal del año. En Europa, el crecimiento fue mas débil y con claras divergencias entre p aíses. Las economías con mayor peso manufacturero, como Alemania, crecier on en torno al 1%, mientras que aquellas mas apoyadas en el sector servici os, como España, registraron crecimientos cercanos al 3%. En conjunto, la eurozona cerró el ejercicio con un crecimiento próximo al 1,4%, sustentad o por la recuperación del consumo privado y el aumento del gasto en defens a e infraestructuras. La inflación se estabilizó en torno al 2%, permitie ndo al Banco Central Europeo mantener una política monetaria prudente y gr adualmente mas acomodaticia en la segunda mitad del año. En los mercados financieros, el segundo semestre estuvo marcado por episodi os de volatilidad que dieron paso a un entorno de mayor apetito por el ries go, a medida que las negociaciones comerciales fueron devolviendo la confia nza a los inversores. Las bolsas registraron subidas generalizadas, liderad as por Estados Unidos, impulsadas por las expectativas de tipos de interés mas bajos y el buen comportamiento de los sectores tecnológicos y vincul ados a la inteligencia artificial. En este contexto, el S&P 500 se revalori zó cerca de un 11% en dólares y un 9,63% en euros con el dólar cubierto, mientras que el Euro Stoxx 50 avanzó un 9,78% en euros. En renta fija, la curva de tipos estadounidense descendió en practicament e todos los plazos, salvo en el tramo a 30 años, lo que aumentó la pendie nte de la curva entre los vencimientos a dos y diez años. En Europa, la cu rva alemana se desplazó de forma paralela al alza, en torno a 25 puntos basicos, reflejando mayores expectativas de crecimiento asociadas al impulso fiscal, mientras que las primas de riesgo de los países core repuntaron y las de los países periféricos continuaron estrechandose. En crédito, l os diferenciales de grado de inversión siguieron reduciéndose, mientras q ue en high yield, pese a mantenerse en niveles históricamente bajos, se re gistraron episodios puntuales de mayor volatilidad. En el mercado de divisas, el dólar se revalorizó un 0,35% en el periodo, aunque en el conjunto de 2025 se depreció cerca de un 12% frente al euro, presionado por el deterioro fiscal estadounidense. En este contexto, el oro reforzó su papel como activo refugio, revalorizandose un 31% y alcanzand o nuevos maximos históricos por encima de los 4.300 dólares por onza. b) Decisiones generales de inversión adoptadas La cartera de la IIC permanece invertida mayoritariamente en liquidez, der ivados y renta fija cotizada, principalmente en bonos corporativos. A fin d e periodo, la IIC mantiene su cartera de activos de renta fija con una dura ción media de 2,7 años c) Índice de referencia En este entorno de mercados, la principal referencia de inversión para la cartera actual de la IIC Bloomberg Euro-Aggregate Treasury 1-3 Year Index ( Total Return), ha terminado el periodo con una rentabilidad del 0,72%. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC El patrimonio de la IIC ha ascendido y el nu;mero de participaciones es may or, también. En este contexto de mercados, la rentabilidad de la clase I d e la IIC en el periodo alcanzó el bruto 1,14% y el 1,00% después de los g astos totales soportados reflejados en el TER del periodo del 0,14%. La ren tabilidad de la clase A de la IIC en el periodo alcanzó el bruto 1,14% y e l 0,85% después de los gastos totales soportados reflejados en el TER del periodo del 0,30%. Dicha rentabilidad bruta fue mayor que la de su benchmar k que fue de 0,72%. e) Rendimiento de la sociedad en comparación con el resto de las IICs de l a gestora 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 principale s activos que han contribuido a la rentabilidad del periodo han sido los fu turos del Bobl y los bonos BACR 4.918 08/08/30 y UCAJLN 3 1/2 06/30/31. INFORMACIÓN SOBRE LAS INVERSIONES a) Inversiones concretas realizadas durante el periodo Durante el periodo se ha procedido a la gestión de la duración y la renta bilidad con la compra de deuda holandesa, Westpac, BBVA, UBS y Bankinter, e ntre otros. También se ha procedido a la venta de deuda de emisores tales como Citigroup y BBVA. Ademas de ajustes periódicos de la cartera, las entradas y salidas de par ticipes se han gestionado a través de la compraventa de futuros. b) Operativa de préstamo de valores N/A c) Operativa en derivados y adquisición temporal de activo Durante el periodo, de forma puntual, se ha procedido al ajuste del nivel d e duración del fondo mediante futuros sobre el BOBL, referencia de deuda a cinco años en Alemania, así como al rollover de la posición en estos fu turos, con vencimiento trimestral, realizado de forma sucesiva de septiembr e a diciembre, y de diciembre hasta el siguiente vencimiento, marzo de 2026 . 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 se ha invertido en cuenta corriente. Durante el periodo, la cue nta corriente de la entidad depositaria ha estado remunerada a un tipo prom edio del 1,92%. La remuneración media de las cuentas corrientes, incluida la del depositario y otras entidades bancarias, ha sido de un 1,00%. d) Otra información sobre inversiones No hay inversión en IICs en mas 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 LA SOCIEDAD El riesgo asumido por la IIC 0,68%, medido a través de la volatilidad es m ayor que el de su índice de referencia que ha soportado un 0,66%. A fin de este periodo, no hay patrimonio del fondo invertido en emisiones d e renta fija de baja calidad crediticia. EJERCICIO DERECHOS POLÍTICOS N/A INFORMACIÓN Y ADVERTENCIAS CNMV ESTE FONDO PUEDE INVERTIR UN PORCENTAJE DEL 15% EN EMISIONES DE RENTA FIJA DE BAJA CALIDAD CREDITICIA, ESTO ES, CON ALTO RIESGO DE CRÉDITO. ENTIDADES BENEFICIARIAS DE SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS N/A COSTES DERIVADOS DEL SERVICIO DE ANALISIS El fondo no soporta gastos del servicio de analisis financiero de las inve rsiones. COMPORTAMIENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS) N/A PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL LA SOCIEDAD De cara a 2026, los principales focos de atención seran el elevado nivel de endeudamiento de las economías, la preservación de la independencia de los bancos centrales y el cambio gradual en el orden mundial, marcado por el actual contexto de tensiones geopolíticas y por las dudas en torno a la sostenibilidad del intenso ciclo inversor en inteligencia artificial. En renta variable, sostenemos una ligera infraponderación en Estados Unido s frente a Europa y, dentro del mercado estadounidense, favorecemos una asi gnación equiponderada entre compañías de EE.UU., con el fin de reducir l os riesgos derivados de valoraciones exigentes y de la elevada concentracion en grandes empresas tecnológicas que representan en los principales ín dices bursatiles. Esta estrategia de prudencia activa y diversificación nos permite preserva r el patrimonio y, al mismo tiempo, aprovechar de forma selectiva las oport unidades que puedan surgir a través de episodios de volatilidad, en un ent orno previsiblemente mas incierto y exigente como el que anticipamos para 2026. No aplicable La política de retribuciones aplicable a GIIC FINECO SGIIC SAU es la aprob ada para el Grupo Fineco por el Consejo de Administración de la sociedad m atriz, Fineco SV, SA, a propuesta de su Comisión de Nombramientos y Retrib uciones y está; adaptada al Marco Corporativo de Política Retributiva del Grupo Kutxabank, grupo dominante de la entidad gestora. La política retributiva del Grupo FINECO, que se revisa anualmente, se amp ara en los siguientes principios: trasparencia, sostenibilidad a largo plaz o, gestión prudente del riesgo, vinculación a resultados segn se indica máss adelante así como generación de compromiso y motivación y evitar e ventuales conflictos de interés en perjuicio de los clientes. Consta de: a) Retribución Fija: Está regulada en el Convenio Colectivo de Of icinas y Despachos, al que está adscrito FINECO, o en su caso, en los cont ratos individuales firmados con los interesados. b) Retribución Variable. La retribución variable no aparece regula da en convenio colectivo, ni tiene caracter obligatorio. Con caracter gen eral los planes de retribución variable tienen caracter anual, si bien pu ntualmente pueden convivir con planes plurianuales orientados a recompensar el cumplimiento de las estrategias y la sostenibilidad de los resultados d el Grupo a largo plazo. El sistema se basa en dos componentes: - Cuantitativo, basado en criterios objetivos plurianuales vincula dos directamente a la consecución de objetivos de negocio globales (benefi cio medio del Grupo FINECO en un período plurianual). - Cualitativo, basado en criterios subjetivos de la Dirección, pe ro siempre teniendo en cuenta los resultados de la Entidad en el ejercicio. Los criterios subjetivos se basan fundamentalmente en el desempeño indivi dual en el puesto de trabajo, considerando aspectos como la responsabilidad soportada, el cumplimiento de las tareas y funciones asignadas y las ideas de gestión aportadas, evitando en lo posible eventuales conflictos de int erés en el ejercicio de su función. En este sentido, también se contemp la, en su caso, la obligación de velar por los intereses de los clientes, el trato equitativo a los clientes y la satisfacción de éstos. FINECO mantiene una proporción adecuada entre los componentes fijos y vari ables de la retribución de los partícipes en los diferentes planes retrib utivos, en orden a una gestión prudente del riesgo y de evitar posibles co nflictos de interés. Límites: a) A nivel global, la retribución variable anual siempre tendra un tope q ue sera; la cantidad menor de dos: un porcentaje del beneficio del ejercici o, fijado periódicamente por el Consejo de Administración y que oscila en torno a un 20%, y un porcentaje de la masa salarial fija total de la plant illa del ejercicio, que se fijara; periódicamente por el Consejo de Admini stración y oscila en torno a un 20%. b) La retribución variable NO podra; estar ligada al lanzamiento de un nue vo producto, a la rentabilidad de una determina IIC o cartera gestionada ni ser superior, con caracter general, al cien por cien del componente fijo de la remuneración total individual. c) El umbral del diferimiento del componente variable de la retribución ap lica tanto a aquellas las retribuciones variables anuales como a los progra mas de retribución variable plurianual que se encuentren activos en la ent idad. Dicho umbral aplica cuando ambas retribuciones variables conjuntament e superen el 30% un tercio de la retribución fija o los 50.000 euros. Al c ierre del ejercicio 2025 se encuentra activo en la entidad un programa de r etribución variable plurianual que vence el ejercicio 2027. El importe total de remuneraciones a empleados devengadas durante el ejerci cio 2025 ha ascendido a 1.338.448 euros de remuneración fija, 250.100 euro s de remuneración variable y 295.000 euros correspondientes al programa de retribución plurianual. Durante el ejercicio 2025, el numero de benefici arios de la remuneración fija, variable y variable plurianual ha ascendido a 24 empleados, 18 empleados y 6 empleados, respectivamente. No existe nin guna remuneración ligada a la condición de miembro del consejo de adminis tración. Asimismo, el personal de alta dirección, que coincide con el per sonal cuya actividad incide en el perfil de riesgo de la IIC, asciende a se is empleados, que han devengado una remuneración total de 851.159 euros, d istribuidos en 545.330 euros de retribución fija, 90.375 euros de retribuc ión variable y 215.454 euros de retribución variable plurianual. No exist en remuneraciones ligadas a la comisión de gestión variable de las IIC ob tenidas por la gestora, segun los límites establecidos en la política re tributiva aplicable a Grupo Fineco. No se han realizado operaciones de financiación de valores en el periodo. 1616026008 5881 0.93 0 0 0.00 203419506 2252 2.20 0 0 0.00 0 0 0.00 1092138278 3928 3.08 18742818 217 7.01 593924387 5592 5.85 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 1446848834 13206 3.05 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 1143364410 3220 0.94 0 0 0.00 0 0 0.00 6114464241 34296 2.35