A GLOBAL FLEXIBLE P, SICAV 1.0.0 2026-01-01 2026-06-30 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2025-07-01 2025-12-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2026-01-01 2026-06-30 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2025-01-01 2025-12-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2026-04-01 2026-06-30 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2026-01-01 2026-03-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2025-10-01 2025-12-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2025-07-01 2025-09-30 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2024-01-01 2024-12-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2023-01-01 2023-12-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2021-01-01 2021-12-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2023-01-01 2025-12-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2021-01-01 2025-12-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2026-06-30 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2025-12-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2024-12-31 A GLOBAL FLEXIBLE P, SICAV 1.0.0 2023-12-31 iso4217:EUR xbrli:pure A GLOBAL FLEXIBLE P, SICAV 4323 02 02 2026 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 2018-01-12 08 15 3 en una escala del 1 al 7 false true Política de inversión: La Sociedad podrá invertir, ya sea de manera directa o indirecta a través de IIC, en activos de renta variable, renta fija u otros activos permitidos por la normativa vigente, sin que exista predeterminación en cuanto a los porcentajes de exposición en cada clase de activo, pudiendo estarla totalidad de su exposición invertida 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. La metodología aplicada para calcular la exposición total al riesgo de mercadoes el método del compromiso. 01 0.65 0.07 0.65 0.92 1.67 1.59 1.67 1.87 EUR 24951307.00 21788571.00 208 203 0.00 0.00 false 31615281 27077974 25661300 18490758 1.2134 1.1329 1.0400 0.8731 1.2684 1.2447 1.1849 1.0458 1.2671 1.2428 1.1744 1.0457 1.21 1.26 1.26 0.00 1.43 MERCADO ALTERNATIVO BURSATIL 0.17 0.17 0.00 0.00 0.17 0.17 03 0.02 0.02 01 1.96 3.90 -1.87 0.34 1.73 5.82 12.31 11.03 5.17 0.75 0.38 0.37 0.38 0.38 1.51 1.50 1.53 2.02 false GraficaVL.png png 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2.19 790105.00 2.50 762298.00 2.82 4162534.00 13.17 4990287.00 18.43 DE000LB4XHX4 Bonos|LB BADEN-WUERTTEMBER|6,750|2050-10-15 EUR 1270395.00 4.02 1254823.00 4.63 FR0014005O90 Bonos|LA BANQUE POSTALE|3,000|2049-11-20 EUR 573079.00 1.81 373182.00 1.38 BE6357126372 Bonos|BELFIUS BANK SA|6,125|2049-05-06 EUR 831296.00 2.63 825236.00 3.05 2674770.00 8.46 2453241.00 9.06 DE000CZ45WA7 Bonos|COMMERZBANK AKTIENGE|4,250|2049-04-09 EUR 400077.00 1.27 396200.00 1.46 IT0005636532 Bonos|UNICREDIT GROUP|5,625|2032-12-03 EUR 408329.00 1.29 0.00 0.00 FR0013534336 Bonos|EDF|3,375|2049-09-15 EUR 386168.00 1.22 382563.00 1.41 FR001400F877 Bonos|SOCIETE GENERALE|7,875|2049-01-18 EUR 858918.00 2.72 865449.00 3.20 FR001400XJP0 Bonos|CREDIT AGRICOLE|5,875|2050-03-23 EUR 1645899.00 5.21 1641934.00 6.06 FR00140112W8 Bonos|SOGECAP SA|6,250|2035-07-08 EUR 615936.00 1.95 0.00 0.00 FR0014013VP1 Bonos|BNP PARIBAS|6,000|2035-11-07 EUR 1212081.00 3.83 605615.00 2.24 BE0390152180 Bonos|KBC BANK FUNDING TRU|6,250|2059-03-17 EUR 421252.00 1.33 419843.00 1.55 XS1640903701 Bonos|HSBC HOLDINGS PLC|4,750|2049-07-04 EUR 200622.00 0.63 199609.00 0.74 XS1693822634 Bonos|ABN-AMRO HOLDING|4,750|2049-09-22 EUR 605575.00 1.92 605481.00 2.24 XS1808862657 Bonos|DEUTSCHE PFANDBRIEFB|5,750|2049-04-28 EUR 509628.00 1.61 560677.00 2.07 XS1886478806 Bonos|AEGON NV|5,625|2049-04-15 EUR 307819.00 0.97 307033.00 1.13 XS2108494837 Obligaciones|ERSTE GROUP|3,375|2049-10-15 EUR 0.00 0.00 982845.00 3.63 XS2124980256 Bonos|INTESA SANPAOLO SPA|4,125|2049-02-27 EUR 392636.00 1.24 386754.00 1.43 XS2186001314 Bonos|REPSOL|4,247|2049-12-11 EUR 607888.00 1.92 613652.00 2.27 XS2388378981 Bonos|BANCO SANTANDER CENT|3,625|2049-12-21 EUR 969530.00 3.07 1909911.00 7.05 XS2585553097 Bonos|BANKINTER|7,375|2049-08-15 EUR 0.00 0.00 1932673.00 7.14 XS2592087774 Bonos|MIKRO FUND|10,000|2027-03-15 EUR 0.00 0.00 598128.00 2.21 XS2602037629 Bonos|NN GROUP NV|6,375|2030-09-12 EUR 318729.00 1.01 318743.00 1.18 XS2684846806 Bonos|BAYER AG|7,000|2083-09-25 EUR 221319.00 0.70 219876.00 0.81 XS2755535577 Bonos|TELEFONICA|5,752|2052-04-15 EUR 211583.00 0.67 211221.00 0.78 XS2833374486 Bonos|CREDIT ANDORRA|7,500|2034-10-19 EUR 301441.00 0.95 301264.00 1.11 XS2840032762 Bonos|BBVA|6,875|2049-09-13 EUR 1726404.00 5.46 1733810.00 6.40 XS2894862080 Bonos|REPSOL|3,625|2034-09-05 EUR 0.00 0.00 197740.00 0.73 XS2965647378 Bonos|NN GROUP NV|5,750|2035-09-11 EUR 815957.00 2.58 815525.00 3.01 XS2980761956 Bonos|ACHMEA BV|6,125|2049-07-28 EUR 411738.00 1.30 412950.00 1.53 XS3028073701 Bonos|RAIFFESEN BANK|6,375|2031-06-15 EUR 1445624.00 4.57 611320.00 2.26 XS3035805491 Bonos|RA SECURITIES SARL|6,000|2028-03-31 EUR 314989.00 1.00 310394.00 1.15 XS3176355751 Bonos|BARCLAYS BANK|6,125|2035-12-15 EUR 1210465.00 3.83 0.00 0.00 XS3322440945 Bonos|RABOBANK|5,500|2033-08-01 EUR 406742.00 1.29 0.00 0.00 16927349.00 53.54 17541210.00 64.78 XS2592087774 Bonos|MIKRO FUND|10,000|2027-03-15 EUR 590731.00 1.87 0.00 0.00 590731.00 1.87 0.00 0.00 20192850.00 63.87 19994451.00 73.84 20192850.00 63.87 19994451.00 73.84 GB00BVMN1558 Acciones|VERISURE EUR 233264.00 0.74 0.00 0.00 DE000PAH0038 Acciones|PORSCHE EUR 409792.00 1.30 0.00 0.00 US0846707026 Acciones|BERKSHIRE HATHAWAY USD 46113.00 0.15 44914.00 0.17 689169.00 2.18 44914.00 0.17 689169.00 2.18 44914.00 0.17 LU1453543073 Participaciones|VALUE TREE A.V. SA EUR 1500208.00 4.75 1373367.00 5.07 LU1954206881 Participaciones|WAYSTONE MANAGEMENT CO EUR 129154.00 0.41 118106.00 0.44 1629362.00 5.15 1491473.00 5.51 22511381.00 71.20 21530838.00 79.51 26673915.00 84.37 26521125.00 97.94 0.00 Distribucion1.png png 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 Distribucion2.png png 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H5ky8s7uAEgZ2DsDVUHKONTwHjdepsyqVauY/7CsxsbGkqLsjM1rt29YdSB7h/gj/01IGXQCrsQmZRxreI10M678Vd+GFXhKD+7f37x04dbR3VJGPC+Gzu2VzUvm373Tyury0NBQ49vqva/V77l///7MFkVFRfL97eyMffz4cePO2OIBR44c8fT0nDhxovhnXFyc8WEmu2HLd65Zs0ZezSc+p7zDnrzDjfgeNm3aZPJEUga2aQtVQco41BjzgYsxZS5fvsyPAFhKelxU8sgXZcfIIf64LTZC/ZimpiZvb+/nn39e/tFk72v1e0TuyMQx7unYzs7Yu3fvlv3xw3eiur3v8OHDq6qqlEfthi3e9vLykk+RWzWJ78HPz0+xzi7ZpAwsi5vKkDKONUa8N9CYMibbCwNPTETGlsCP1B0jR+Jcz9raWnXK3LhxQ266ZL73tfl7RGQYU6adnbFFygQEBMidscWXEKUiumf//v1FRUVOTk7mm12b74Yt2mjv3r3qz2lMGWvskk3KwLKWUBWkjMPeWqa4uJgfAbCIy5cvb/ZxNk+ZhI/fM9kZW5ApY773tcl77t696+rqqq6WtnbGFikjskMejJEp4+Pjs3r16m7dusnHPHI3bF9fX5E+5iljpV2ySRlYFntikzIONxYvXixTJj8/nx8BsNRRmcT5k8xTZkvABPVRGXXKiFAw2fta/Z4bN244Ozubb+XY6s7YbZ1gOn78uEgQpQO7YYtMiYqKkk8Xb8gDPOL7sdIu2aQMLKiZpCBlHHAsDFogU0b81ZafArCU9HXR5mtltsdHmz9Spowkj8HInbHV7/H29hZNI1fyqs9PtbozdjtrZfz9/TMyMh65G7Z428fHx8vLS8SN+NLGozJW2iWblIEF3ScpSBlHTJn5QTJlEhIS+CkACx6Y0a2K0I35lfEKpuSV4V89eNCR5xp3xm7fY+2M/SR/u/3TTt3WRsrAgu6SFKSMA47AOXO5tQysobGx8VjxgYxNsds3rDq0J6/j95VhZ2zgiV0gKUgZBxxzZsw0rvx1tF8hACkDTamru/7ll2nV1Vtv395y505iRcX8ysr5Z8/Ou3Rp9pUr/tevz3rwYLoYdXXTKA9SRktjtt8MY8qYL8kEQMrAbty+fTujw9LT0zMzt2Znb8nK2lxYuLaoaE1BwWqDYdmhQ5HFxUtOnFhcVvZpWdki2UPnzgWIGLp8edbdu34ihmpqfJuappIvpIyNjOnek40pU1NTw48CgJSBvbp27VpG59Lr9bKHMjMT8vMf9lB+/qqDB6OKi5ceOhTeEkOfnjwZLGJI3UPXrs3U3vEhUsZGUubmzZv8KABIGdirixcvZtihHTt2pKenqnuoqGjFoUORYhw+vET20H/9V5CIofPnA0UMqU+W2c7BIVLGRlLG/PZlAEgZkDK2LjMzPT8/WcRQXt7mffviRQwdOhRTUrK8pGTpqVNh5eWLT50KOXduwdmzQZcuzb169eHKoXv3Zlg2hkgZG0mZCxcu8KMAltLY2Fh6dFdWdszOzGXFh9LYGZuUASlj03JyHh4ZEmPv3nUihg4eXHn48MOVQ0ePGo8M/XCm7MKFufJM2e3bfsYeImVsJGVOnz7NjwJYxIMH93Sps3P2/s/C4r8QI2//z5JTZ9y7d4v/MqQMSBkNSk1bu+mzAcN69aYqSBloRubuxfkHfyo7Rg7xx52ZweaPDA0NVVrutDuzRVFRkXx/bW2tv7+/eE9lZWVzc3NAQICPj49xD6bz58+Hh4cnJSUpLbfivXHjhvETHjly5NChQ/LtNWvWNDQ0yMe4u7t7e3uvXLlS/FE84Pjx4+pvw8PD49atW/LpcXFx6qeL94jnigd4eXmpN4EyPoWUASnjuLZv35a+a7T4GZf8yStr3d8eTFiQMtCE+vr67bs+VHeMHPoMZ5OdsUVbPP/88zJoysvLxRvGTafT09NFbTQ2No4cOXLDhg27d+8Wjx8+fLj8aEhIiPgqct+lwMBA9VcXTzTeLFhuD3nmzBnRIvK2SatXrxY1Ix4gNyuQDAaDr6+v3MtJPP3ZZ5+V34x8unHrA9Fbxr211U8hZUDKOOrBmG3hefv/Ufx0yy78e3lr8zC3foQFKQNt/DhNz+ppnjLpu19TLy0XaXLjxg31HkyiEowpo7TcIyMmJkaUh5eXlzy4IopEfqigoCAuLs7f31+n06mPlMgWMe6M3a9fP/E558yZY9zpWgRN//79TVJGfH6RKfJLi2clJSWJx4hvzyRl5HGanJwck6eQMrAVV69eJS8666qr1OyCvsafbrv0rxo3nJs1tC9tQcrAQY7KSMaUuXv3rqurq7pLRMrk5eW5uLh4enrKVcMeHh7Ge1JXVVWJdwYGBur1elE8xm2YRHYEBATI7awHDBggWmTy5MnGU05Cjx491CkjikS8RzxLfHXx5eRG2eK5wcHB5imTmJgoUsbkKaQMbMVj3SIPT3zpeJp+VoHhr9Q/3VKWdvvz3rluL4/r9y550ZnDb4oPKQOL6/haGZky4iews7Ozeq/ppKQkUQziDTc3N9ErMnGMJ5ikDRs2nDt3Tp7lkSebWj3BVFRUZDwTdOTIkTlz5qhTZs2aNeKjol1Eo4jvQaaMfG737t1NUmbIkCHXrl0zeQopA1LGcZb3xmXmv2z+F7XkT14xpowYW8a+Mbw3S4C7Zg8mUgaWIq9gyt33c+MVTCnb/Fq9gkmmjLe3t5OTk0eLsrKydevWiX+6uLiIiAkICBD1ICLG39/fuCBXnp8KDn7YRuKfIk3EU9pKGaVlLY5c9is+vygk8QDjl+vZs6fxSI/4KvHx8TJlxMOeeeYZmTJ9+vQRjxTfj06nEx8Sz1U/RV1gpAy6knjVUhvWW96rz/Awjxj1Qhn1iB3TmyXApAzsXWNj45GjGZm7l+/MXGYoTvnmm/oOPvHWrVuyRUQuiF5Rt4v6YXdbyIcZzy61w+Sz2Q5SBhbzxz/+keawhpS0CLm8t9WxM/1F85QRI9T1HSKjc8bcWbNIGdgUR9uhnZSBxXz99ddkh2Vt27Z1x+7fthUxcqTFv9pqyogx05klwJ0xFgQGGlPG5EoQAKQM7Mn3339PfFhweW/qttkmy3tbHcmB3dpKGd2olzz6smjG6mPx4sXswQSQMtCI3NxcKuTppW3blJn/q0dGjLyiIWX0C22ljBib3N9w7kltWHEMevPtMBVSBiBlYN8KCwsJkadb3qvX7/iosPgvO9IxYmTseqadjvlhCbD72wSH9YZLn77qlLl8+TI/BwBSBnbMYDCQI09xrfXy3L3/0sGIkSM1/pVHpowYi1y504y1xqj3h6hT5t69e/wcgAWdPXs2Nzc3Kyvr9OnTjraYl5RB1zhx4gRF8gT0+pQdWYMfK2IeuVDGZEwdyKIZq4xxw1zVKcMvG1hKQ0NDampqWlrajh07Hv5VJzU1OTn5j3/8I/9lSBlY/S8QdMljL+/Vz88/+PMn6JhHLpT58RLgl8f07UN5WHxMdBtj7BiLbIwHSJmZmdu3b//xCejtu3btauvx9+/f9/f39/X1VV9GJ16Wfn5+BQUFIrLl7ewmT54sP9TOztjqXa+PtJBvy22u5S16lZbb3oSEhBh3vRaioqLEc8VXlI+vr68fOXJkU1OTeKd8zKRJk8QXMv+c4o+enp4TJ04U/zTexM9gMMinBAQEtLo7NykDq2BHSSst733ihTLqsXn06ywBtvjw/fgTY8qsWrWKHwKwCFEJycnJ5j80dDqd6INWnxIYGHj06FHxhqurq3xPYmKivOuueHGWlZXFxMSoH9/OztjqTQnUew7IO/+KKho4cOC1a9dENoniUT9APvfVV1+Vd+8Vbz/33HPi38X4CcvLy8WzzD+n+j3Dhw+vqqo6d+6ceEPekU+UU2RkpPnu3KQMrOLmzZsEijWW9z7NQhn1iBnNaSYLj9l+M4wpI/+CCzy9y5cvb9261fxHh3hnW1fJeXl53br1cFsDZ2dnWQCenp7r1q0T7zcYDGlpaS4uLqIbjI3Szs7Y7aeM0rIPZffu3WVMiI8GBQXJvSfF5xHPDQ0NjYqKEh/y8/Pz8PCQKSMeIz5ncHCw6JJWU0ak1f79+4uKipycnMR7xIQSn1D9XZnvzk3KwCq++uorMuXRd+9NXZG95/8+TcQ87kIZ9Zjn2p/+sNL98do5+A88ltraWvHr3/ynR3Jyck1NTatPKS8vHzhwoK+v7xtvvCFTxs3NLS8vT/zWHzBggIgMGTribePmA23tjN2RlBFfJSIiQj5A9JB8WFlZmXyu3KdJ1IkxZQICAsQDROKIImk1ZXx8fFavXt2tWzf5bcycOXPv3r3iDRFM4pOILDPfnZuUgbVQKu0u701N3zX06SPmcRfKmNw3b/x73AXYKvfH27NnDz8BYCnit7tc8PvjO4Bva+vxogDk2R+5u6Q8jHH+/Hnxhru7+9atW+Uu2eJt0RbGZ7W6M7Y6ZYqKiiIjI+Xbzs7OjS1EM4kwEl+o1RNM4rmhoaFBQUGVlZXGlDF+whdffNH8cxo/ifiE8gSZwWAwnvYS7SW+lvnu3KQMrKWgoIBkaXV5b0pacN7+X1ikY55gocyPts527z6yD0uALX9TmVOnTvETAJZy+/bt5ORkY82IN3Q6nXhnW48vLy93c3Pz8fER3SB3xr506ZIogKAWR48edXFxCQgIEJFhfEpbO2Ord70WOSI+iZeXlygMeRjGz89PVIXSshtlnz59xHcld72WS3RltVRUVMijJsaUkZ9QhIt4vOwt9edU95C/v7/49xVvREVFie/Z29t7wIABcqGxye7cpAysRUwYwsV8K6VduW9YKmKeeKGMesR7sHW2BcaYD1zUKXPhwgV+AsCC6urq9u3bp9fr09LSCgsLHzx40P7jm1soqp2xFdVu2Ob7Wnd8Z2zxRIvfaKCDn9Pke251d25SBhb2+eef0y5G4u8Z27bPeLJrra2xUEY9lo52okWeckwY5c798WCD2BkbeCpcj626e29sdtHzFo+Yp1koYzL8h7EE2GJXYnN/PICUgUZwEVPLtdbb0neNsEbEyLFr9788fceIkTzyRa8BLAF+8jFv9hxuKgOQMtCgnJwch75777aQvP3/aL2OEUOv+6VFUkaMRPc3hvd6hyh5gjHkrXfUly/p9XrmPkDKQCMOHz7sqDeM2bgr522rRowcKUu7WSplxFg75u0hb7J79tNuJFlYWMjcB0gZaERFRYUD3r03bbtPgeGvOqFjHq75/eQVC6aMGJ+5s2jmadf8ciU2rOHChTMGw459+9LOnStjMRYpg85z48YNBzsYs8Yid+/t4Mgu/HvLdowcs4ayaObxht8UH3XKXL9+nbkPC2poaCgsjL9+3b+52UdRfKqrp+fnr62vr+O/DCmDTpqBjnLDGH2aPuPDAsNPOq1jLLtQxuQuwON+y+XZjzEWzg8ydkxkZCR/Y4ZlFRdvra+fJiLGOBoaphUXJ6ofc//+/Zkt5D3rlJa725WXl5t/1Hzf7HZ2xlbM9qCOiIjw8PBwc3MT/xTvaXUja5OnNDU1ia8oHu/l5XXlyhVSBvbHEe75m5wSkbv3XzozYqyxUObHS4C7D+/NfpMdGs693lUfkmEjSVhWY2PjiRNh6o6R4+TJxeqdsUNDQ2W4DBw4UPzz3LlzPXr0MO7CqP6o+b7Z7eyM3dYe1C4uLvIN842szZ8iHiDnxbVr10TfkDKwP8eOHdNwxKSlJe3Mdur8iLHSQhn1iB3DXYCf5D6/rPmFZV2+fPncuQDzlKmq8jffGbuurk7EisgI0SU6nc5kQ2n5UfN9s9vZGbutPajVKWOykbX5UyorK8WHNm3aJPeBImVgf7788kvNXmutn9tpy3s7baGMeiwewfZMjx4+Ez9Sp4zJbwLgKdXW1p48+al5ypw6FWxyU+m7d++6urqKV6B4HYpoSElJUaeM8aPm+2Yrbe+M3dYe1OqUMdnIutWniMQRPzZFRQUFBZEysD9ff/21Fpf3rsvMf7mrIsaqC2VMxoyh/YiV9seCwEB1ytTU1DDrYVnFxfFywa96HD68Rv2Y27dvOzs7X7p0SWnZ5XHixIlOTk4DBgyQsaL+qPm+2VKrO2O3tQe1+Qkm40bW5k8JDg6urKyU7+nTpw8pA7uUl5enrWutfbvwYEwnLJQxWQLs0ZdFM+0tlFHfHC86Opr5Dourrr66b9/SpqapMmJE1uzbF1FdfVn9GG9vb+MW1vI98qiM3Blb/VH1vtnGp7e1M7bSxh7Ura6VMW5kbfKUK1euiKgSeSSelZaWRsrALom/BGhlK6WwLlne2/kLZdRj45geQ9/qRbW0OsYNH6E+JMN9fmEldXW1x46lHziwbt++uJKS1Nraju5Xqt4Z28i4b7b69FM7O2O3ugd1+8yfYo0ttUkZdB4xl+z+WuttKRm737ORiBEjZ8/fdk7HyLHCo+8g7gLc6h1lJk9Rp8yxY8eY77Ap7IwNWMb333+fmZlpv8t7U9IW5O7/W9vpGDF27vi3zkwZMRaNHkC4mAyRdyGLFqlTxmQZJgBSBtpRUlJil2eUUhN25Xa3qYiRI23NK52cMmL4DeaCph8Nt0EfqDsmOjqam+MBpAw069KlS3a3vFe/Y4otLO9tdegCftX5KaMb9ZLXAPY0+POYNslbnTJZWVnMdICUgWZ9++234ge9/SzvXZtd9B+2GTFi5B3465TRL3R+yoiRwBJg1dmlhUEL1CljvlgSACkDTbGLc0x6fWr6rmE2GzFyZOx8tks65oclwGPZnunhGPX+EHXHhIeHNzQ0MM0BUgZaZvvnmFLTluTt/4WNd4wYqWtf68KUESNoBPfNe2u692R1yuh0OuY4QMpA47777rucnBxb3Uppc2buW7YfMV24UEY9kkf+csqQ3zpyxwzu2WtRcLA6ZU6ePMkcB0gZaF9ZWZkNXmu9bfsMm13e2/p9frtooYx6JLm9NsbpHYdNGfchQ03OLtXW1jLBAVIG2nft2jUbO6O0fnfhf9pRxIixO/efurxjjHcBHuKo982b5TtdnTJJSUnMboCUgUP4/vvvCwsLbWN5b1pa+kf2dTDmh10kE563kZQRI3KMI55mMtl3STh9+jSzGyBl4Ci++OKLrt+FQL80b/8/2l3E/LDm99OXbCdlxAj40OGWAE8a46HumIiIiPr6eqY2QMrAUXz99dc7d+7swuW9O3N622nE/LBQxvN5m0oZ3aiXJgx6z7FuJzM/SJ0y1t7pFwApA5tTWlraJct707bPzD/4N3bdMVl5/2xTHSPHltHdRvbp7SApM3qwc9iPnT9/nkkNkDJwLFevXu3sgzHbtmQV/NquI0aObVtetsGUESNu7NuDHSNlZvhMZd8lgJSBo+vMxb/p6elp2z+xx+W9rd9R5rPXbTNlxFgypr/mO2Z43/dMFvweOHCAGQ2QMnBEf/jDHzqhY1JSY3L2/Ls2IuaHlJn0ms2mjBj+wzReMyb7R4aHh9fU1DCdAVIGjsjad/7V61Mydg/UUsQ8vKNMwT/YcseIsXX0q57v/1bD12B/GhKiTpmUlBTmMkDKwHFVVFRYaXlvyrbA/IM/11jHPLyjzNYXbDxlHi4Bdu/u2lubS4C9x403WfBbWVnJRAZIGTiuhoaGrKwsS9+9d9OunJ7aixg5kiN+ZfspI8bqsX0GO8CmS/Hx8Sz4BUgZOLqTJ09a9FprX3u/1voRd5SZ+rJdpIwYi921dqeZ8SNGmRySYf9IgJQBlLq6OovcLi91W0zu3mc1HDFi5B34q1S3/7SXlBHDz0VTNRM0b57JNdiNjY1MYYCUAZRjx4495VZKGbuHazti5Ni549/sqGMebp3t/qsx/TWyBNhrpJvJIZni4mImL0DKAA898T4GO3bsSN0WnrfvnxyhYx7eHC/2RftKmYdbZ3u8NfStXhrYqWBBYCCbLgGkDNCmJ1gxs23b1ozsdxwkYn5Y8xvYze5SRowVHn21d0gmNzeXaQuQMsCfffvtt7t3736cu/f6FBz8O4fqmPyDP00Z/YI9powYi0YP0NKFS8KdO3eYtgApA/zI2bNnO3atdWyO1pf3tjoydj1jpx0jRvLIX052fl8z95LJz89nwgKkDGDqu+++y8vLa/dgjF6f4eGAESNHavwr9psyYiSO+bVbv3521zFDezuZ3N43PDz83r17TFiAlAFacfHixbYPxkTm7vtfDtsx9rtQRj3Wj+vt/Bs7uwuw78efcEgGIGWAx2AwGMyX9+7MHuTIEWPvC2XUY9lYe9psctT7Q0w2webCJYCUAR7hwYMHxguz/7SV0t84eMfY+0IZkzFnhN0smpk3ew73kgFIGeCxnTp1quXGd5t35b1OxGhjoYx66Ea9NNVloD1egL1ixQpu7wuQMsCjffvtt6XHVxQYfkbBaGmhjMnW2aOc+tr4at+QRYtMUkZENtMTIGWADqm+m1d06KcUjMYWyqhHnGefITa8BHiGz1STjklKSmITbICUAR7D51+MJmK0t1BGPZZ42OiiGfchQ8PMXL9+nVkJkDLAY2j45urB0n+lYzS2UMZ0CfDIgTZ4ail44UIuwAZIGcACbt7eyWkmMXQLu2k1ZXSjXpowyLb2NPCb4mO+2rehoYH5CJAywJM4c24SKZP8iWaPyoixecyvR737ro10jKfrSPNTS5WVlcxEgJQBntB339UVH3vOkTsmu/DvNdwxcsR72MT6X5d3+5lftZSWlsY0BEgZ4Kncf1Cy57DjXpit1/1S8ynzcAnwmPe6PGX8p/uZn1qqq6tjDgKkDPC0vrwS47Apk7K0myOkjBgzXQfb1PbXQkVFBbMPIGUAyzh55gMWymh76Nxe8Xq/a7bOHj3Y2WSvJSE7O5t5B5AygMV821RTfOyXLJTR9kgc8+vh73T2XYCHOfU3XyITGxvLVUsAKQNY2L2aYke7NttBFsqoxyrPvh/07NVpHTPozbcD/Gebn1qqqqpixgGkDGB5V25sLiz+SxbKaHssHtt5982bNsnbvGPY/hogZQArOls1m4Uy2h7JI1+c8WFn1MyEUe7mHZOSksJeSwApA1jR9983lf1+KAtltD22jn7Vo38/a2+0FBoaatIxa9euZYkMQMoAVvfdd3WG0u4slNH22Dj2N67vWmsJ8Ie/HfBpSIhJx4SHh1+9epX5BZAyQGdo/PbO3sPPsFBG2yNmXH8rbRgZNG+e+amlkydPMrMAUgboPF/9saLQ8AsWymh8CfBoC9fM4J69AufMNe+YwsJC5hRAygCd7e59Q4HhZyyU0fQS4F9OdRlowUuv58yYad4xaWlpTU1NTCiAlAG6wJXrqQWGn7BQRsMjyb376L7vWqRj/Kb4mHfM+vXrGxsbmUoAKQN0mS8vb9JezaQs70bE/HkJsMdbw3r3ecqU8f34E/OOWbFixZ07d5hEACkDdLGz59dorGaSA0mZH42VHk91YGaK10TzjomIiLh58ybTByBlAJvw+X99ppmayT/405TRL5AvJmO+26An65hPPL3MOyY8PPzixYtMHICUAWzI0TKN3Ag4Y9czhEsrW2ePemnasEGW6piKigqmDEDKADan9ESoBo7NpMZzGXYbS4DdXhvzOHcBnjx+QlhrTp06xWQBSBnAVo/NnLD7M00slGlnrBvXe8hvenekY3wmftRqx5SWljJNAFIGsGklR6PzD/6UhTJaHcs833/kffD8Jk9ptWMOHz7MBAFIGcAOHPrdxtx9P2ehjFZHkFubNTPkrXdm+U6nYwBSBrB7ZSczMwv+mYUyWr0L8KRB/VvdX2ne7DmtdkxJSQmTAiBlADtz6vPfZeT8h50tlAlgoUyHRuKY10c79TXZ73rh/KBWO+bYsWNMB4CUAezS2bO/1+961Z5SZiwLZTo64j16GZcAj/nAZVFwcKv3wTtz5gwTASBlADt29erVranOdnFZU2b2/yFQHmtEuj+8NvvjseMWL15s3jGRkZHnz59nCgCkDGD37ty5k6Sbmbff1rfRTlvHQpnHG1tHvzp/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Distribucion4.png png 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 false false false false false false true g.) Nombramiento de auditor. Comunicar cambio de auditor en las IICs que se relacionan enel adjunto true false false false true true false 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 135.610,67 euros suponiendo un 0,50% sobre el patrimonio medio de la IIC en el periodo de referencia. Los gastos asociados a esta operativa han supuesto 99,97 euros. f.) El importe de las adquisiciones de valores o instrumentos financieros cuya contrapartida ha sido una entidad del grupo de la gestora o depositario, u otra IIC gestionada por la misma gestora u otra gestora del grupo es 135.610,67 euros, suponiendo un 0,50% sobre el patrimonio medio de la IIC en el período de referencia. Los gastos asociados a esta operativa han supuesto 99,97 euros. f.) El importe de las enajenaciones de valores o instrumentos financieros cuya contrapartida ha sido una entidad del grupo de la gestora o depositario, u otra IIC gestionada por la misma gestora u otra gestora del grupo es 1.103.178,00 euros, suponiendo un 4,03% sobre el patrimonio medio de la IIC en el período de referencia. Los gastos asociados a esta operativa han supuesto 96,25 euros. Anexo: a.)Existe un Accionista significativo que supone el 29,86% 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. Durante el primer semestre de 2026, los mercados financieros han evolucionado en un entorno de crecimiento moderado, inflación todavía por encima de los objetivos de los bancos centrales en determinadas geografías y una volatilidad condicionada, en gran medida, por la evolución de los precios de la energía y por la persistencia de las tensiones geopolíticas. En la zona euro, la inflación repuntó durante la primavera y se situó en el 2,8% en junio de 2026, tras haber alcanzado el 3,2% en mayo, mientras que el BCE adoptó un tono más restrictivo y elevó los tipos oficiales en 25 puntos básicos en junio, situando la facilidad de depósito en el 2,25%. En Estados Unidos, la Reserva Federal mantuvo en junio el rango objetivo de los fed funds en 3,50%-3,75%, en un contexto de actividad económica sólida, mercado laboral resistente e inflación aún elevada respecto de su objetivo. En este contexto, los mercados de renta fija han mostrado un comportamiento más heterogéneo que en el tramo final de 2025. La parte más larga de las curvas y los activos de crédito subordinado han seguido ofreciendo rentabilidades atractivas, aunque con episodios de mayor sensibilidad a las expectativas de inflación, a los movimientos de tipos y al riesgo geopolítico. Por su parte, los mercados de renta variable han mantenido un tono razonablemente favorable, si bien con mayor dispersión sectorial y con un comportamiento más exigente en valoración tras las subidas acumuladas en meses anteriores. b) Decisiones generales de inversión adoptadas. Durante el período, la gestión del fondo ha seguido una orientación prudente y oportunista, adaptándose a un entorno de mercado más complejo que el previsto al cierre de 2025. La estrategia ha continuado priorizando la renta fija como principal fuente de rentabilidad y estabilidad, si bien con un enfoque selectivo tanto en duración como en riesgo de crédito. Se ha mantenido una exposición elevada a crédito corporativo y subordinado financiero europeo, favoreciendo emisiones con cupones atractivos, precios todavía razonables y capacidad de ofrecer carry en un escenario de tipos que, pese al proceso de normalización, sigue sujeto a la evolución de la inflación y al contexto geopolítico. Al mismo tiempo, se ha preservado una posición relevante en liquidez, que aporta flexibilidad para aprovechar oportunidades de mercado y amortiguar episodios de volatilidad. La exposición a renta variable se ha mantenido en niveles controlados, combinando inversión directa con una asignación a fondos de perfil mixto y global, de modo que la cartera conserve capacidad de participación en mercados alcistas sin alterar su sesgo defensivo. Esta estructura permite complementar la generación de rentabilidad de la renta fija con una fuente adicional de diversificación. En conjunto, las decisiones de inversión adoptadas durante el semestre han buscado preservar el equilibrio entre rentabilidad y control del riesgo, manteniendo la coherencia con la política de inversión del fondo y con su objetivo de gestión flexible del patrimonio. c) Índice de referencia. La rentabilidad de la IIC es de 1,96%, por encima de la rentabilidad de la letra del tesoro español con vencimiento a un año, que es de 1,76%. d) Evolución del Patrimonio, partícipes, rentabilidad y gastos de la IIC. Durante el periodo, el patrimonio de la IIC creció en un 16,76% hasta 31.615.280,97 euros frente a 27.077.973,59 euros del periodo anterior. El número de accionistas aumentó en el periodo en 3 pasando de 205 a 208 accionistas. La rentabilidad obtenida por la IIC en el periodo es de 1,96% frente a una rentabilidad de 2,07% del periodo anterior. Los gastos soportados por la IIC han sido del 0,75% sobre el patrimonio durante el periodo frente al 1,51% 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 1,96% es menor que el promedio de las rentabilidades del resto de IICs gestionadas por la gestora que es de 7,07%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. ROLO IBF6 A IBG6 VENTA Caixa 3,625% ISIN ES0840609038 VENTA SPGB 0% ISIN ES00000126E6 VENTA SPGB 0% ISIN ES00000128U8 VENTA Santander 3,625% ISIN XS2388378981 VENTA Bankinter 7,375% ISIN XS2585553097 COMPRA Barclays 6,125% ISIN XS3176355751 COMPRA BNP Cardif 6% ISIN FR0014013VP1 COMPRA Banque Postale 3% ISIN FR0014005090 ROLO IBGR A IBH6 COMPRA Sogecap 6,25% ISIN FR00140112W8 VENTA Erste 3,375% ISIN XS2108494837 VENTA Repsol 3,625% ISIN XS2894862080 COMPRA acciones de BBVA ISIN: ES0113211835 COMPRA acciones de Santander ISIN: ES0113900J37 COMPRA acciones de Colonial ISIN: ES0139140174 COMPRA acciones de IAG ISIN: ES0177542018 COMPRA acciones de Melia ISIN: ES0176252718 VENTA acciones de BBVA ISIN: ES0113211835 VENTA acciones de Santander ISIN: ES0113900J37 VENTA acciones de Colonial ISIN: ES0139140174 VENTA acciones de IAG ISIN: ES0177542018 VENTA acciones de Melia ISIN: ES0176252718 COMPRA Alantra Partners ISIN: ES0126501131 VENTA Alantra Partners ISIN: ES0126501131 COMPRA acciones de Porsche ISIN DE000PAH0038 COMPRA SBRT IM ISIN: JE00B78DPL5 VENTA SBRT IM ISIN: JE00B78DPL5 COMPRA Cellnex Telecom con ISIN ES010566007 VENTA BTPS 3,10% call 2040 con isin IT0005377152 COMPRA BTPS 1,80% ISIN IT0005421703 VENTA BTPS 1,80% ISIN IT0005421703 COMPRA Rabobank 5,50% ISIN XS3322440945 COMPRA Unicredit 5,625% ISIN IT0005636532 COMPRA Verisure GB00BVMN1558 b) Operativa de préstamos de valores. N/A c) Operativa en derivados y adquisición temporal de activos. 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 3,99%, frente a una volatilidad de 2,61% 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 2025 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. Esta IIC soporta los gastos correspondientes al servicio de análisis financiero sobre inversiones, tal y como se recoge en el artículo 141. e) del texto refundido de la Ley del Mercado de Valores, en tanto en cuanto, i) así se recoge en el folleto informativo dela IIC, constituye pensamiento original y propone conclusiones significativas no evidentes ni de dominio público, ii) estos informe han estado relacionados con la vocación inversora de las respectivas IIC y iii) no se ha visto ni influido ni condicionado por el volumen de las operaciones intermediadas. Los proveedores del servicio de análisis más representativos son BBVA-Bernstein, Banco Santander, JBCM y Exane. Los servicios de análisis financiero contratados a terceros son nuestro principal soporte a la hora de realizar nuestras estimaciones y valoraciones de nuestras inversiones. Son un medio que nos permite seleccionar y encontrar valores que estimamos están infravalorados por las circunstancias del mercado y creemos van a aportar futura rentabilidad a las IIC. Además, los servicios prestados por estas compañías nos permiten mantenernos informados de la actualidad de las compañías y de los mercados. La información suministrada diariamente nos ayuda a la hora de profundizar en aquellos sectores y compañías especificas en las cuales estamos invertidos o tenemos interés en invertir. Asimismo, nos dan acceso a múltiples analistas, macroeconomistas e incluso a los equipos directivos de las propias compañías, lo cual nos aporta un gran valor añadido a la hora de realizar el análisis y seguimiento de nuestras inversiones. Los costes del servicio de análisis devengados en el periodo han sido de 2.338,63 euros mientras que el coste presupuestado para el siguiente ejercicio es de 3.776,24 euros. 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. De cara a los próximos meses, prevemos que los mercados continúen condicionados por tres factores principales: la evolución de la inflación, la respuesta de los bancos centrales y la persistencia de la incertidumbre geopolítica, especialmente en lo relativo al impacto de la energía sobre los precios y sobre el crecimiento. Aunque el proceso de relajación monetaria que se anticipaba a finales de 2025 sigue siendo una referencia de medio plazo, el comportamiento de la inflación en 2026 ha llevado a una gestión monetaria más dependiente de los datos y menos lineal de lo que inicialmente descontaba el mercado. En este entorno, la renta fija seguirá desempeñando un papel central dentro de la estrategia del fondo, tanto por su capacidad de generación de rentas como por su potencial de apreciación si las condiciones monetarias se estabilizan de forma más clara en los próximos trimestres. La gestión continuará siendo activa, con especial atención al riesgo de crédito, a la duración y a la diversificación por emisores y sectores. Asimismo, se prevé mantener una exposición prudente a renta variable, seleccionando aquellas inversiones que ofrezcan un perfil atractivo de rentabilidad esperada y manteniendo, en paralelo, una posición de liquidez suficiente para dotar al fondo de flexibilidad táctica. En función de las condiciones de mercado, la gestora podrá seguir utilizando coberturas de forma selectiva con el objetivo de mitigar la volatilidad y proteger el patrimonio del fondo, sin renunciar a oportunidades de rentabilidad a medio y largo plazo. En definitiva, la actuación previsible del fondo seguirá marcada por una filosofía de gestión prudente, flexible y orientada a la preservación del capital, aprovechando las oportunidades que ofrezca el mercado dentro del marco previsto en el folleto y manteniendo una construcción de cartera equilibrada entre rentabilidad, liquidez y control del riesgo. Informarles que el Informe de Auditoría correspondiente al ejercicio 2018 ha sido aprobado sin salvedades. No aplicable