GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2025-07-01 2025-09-30 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2025-04-01 2025-06-30 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2025-01-01 2025-09-30 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2024-01-01 2024-12-31 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2025-01-01 2025-03-31 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2024-10-01 2024-12-31 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2023-01-01 2023-12-31 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2022-01-01 2022-12-31 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2020-01-01 2020-12-31 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2022-01-01 2024-12-31 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2020-01-01 2024-12-31 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2025-09-30 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2025-06-30 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2024-12-31 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2023-12-31 GVC GAESCO RENTA FIJA FLEXIBLE 1.0.0 2022-12-31 iso4217:EUR xbrli:pure GVC GAESCO RENTA FIJA FLEXIBLE 5176 01 03 2025 EUR A+ false C/ Doctor Ferran 3-5 Planta 1 08034 Barcelona EM info@gvcgaesco.es https://fondos.gvcgaesco.es/ 05 C/ Doctor Ferran 3-5 Planta 1 08034 Barcelona EM info@gvcgaesco.es 2017-06-30 08 03 2 Puede invertir en activos de renta fija pública y privada sin limitación, incluidos bonos ligados a la inflación, depósitos e instrumentos del mercado monetario cotizados o no que sean líquidos y hasta un 30% conjuntamente en deuda híbrida que no suponga exposición a renta variable, incluidos bonos convertibles contingentes ( CoCo) del tipo "principal write down" no convertibles en acciones que sean líquidos, así como deuda subordinada o deuda preferente que no pueda ser convertida en acciones y en titulizaciones; de emisores de países OCDE o emergente; siendo la exposición a la renta fija del 100%. Los activos de renta fija podrán ser de alta, media o baja calidad crediticia sin predeterminación o incluso hasta el 100%, sin calidad crediticia alguna. La duración de la cartera podrá oscilar entre -5 años y +10 años en función de la evolución de los tipos de interés y las expectativas del equipo gestor. No existe predetrminación en cuanto a activos de renta fija (públicos o privados), sector económico o mercaos, duración ni divisa, siendo a criterio de la sociedad Gestora en cada momento. La exposición al riesgo divisa puede oscilar entre un 0%-30%. La gestión toma como referencia la rentabilidad de los índices IBOXX EURO FINANCIAL SUBORDINATED TOTAL RETURN Index; IBOXX EURO CORPORATES OVERALL TOTAL RETURN Index; IBOXX EURO SOVEREIGN OVERALL TOTAL RETURN Index y MARKIT IBOXX EUR LIQUID HIGH YIELD Index, cuyo peso será alrededor del 25% respectivamente. Podrá invertir en instrumentos financieros derivados negociados en mercados organizados y O.T.C. con finalidad de cobertura e inversión. 01 0.00 0.00 0.00 0.00 1.56 2.32 1.29 0.00 1 CLASE A EUR 10821450.36 9848011.73 2605 2409 0.00 0.00 false 120686053 92169073 57973804 39325050 11.1525 10.8193 10.2356 9.6030 0.31 0.91 0.31 0.91 01 0.01 0.04 01 3.08 1.08 1.47 0.51 0.95 5.70 6.59 -9.17 1.55 -0.11 -0.51 -0.91 2025-09-02 2025-04-07 2022-06-13 0.14 0.38 0.59 2025-09-05 2025-04-10 2023-02-02 01 1.59 0.91 2.02 1.64 1.29 1.42 2.20 2.98 4.47 18.29 12.82 23.89 16.94 12.83 13.48 14.18 22.19 34.10 0.12 0.08 0.17 0.09 0.10 0.12 0.13 0.09 0.02 BENCHMARK RENTA FIJA FLEXIBLE 2.51 1.83 2.48 3.09 2.28 2.52 3.97 5.40 5.38 2.16 2.16 2.18 2.23 3.19 3.19 3.18 3.26 2.83 0.96 0.33 0.33 0.31 1.09 1.09 0.00 0.00 0.00 false GraficaVL.png png 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o0iGjEEMy2n2rmQqvb+pRW9j1kC6BcmQPphueSriSTPn2qWmvywWIWZ99xL3RWvPgqCPnLtXSkkL2oBh0S92nrxrZOkTxwkyJ61CUdBY2WHZfJSdO5BuqUAzG20t2jwjTQ9fuBR0fYJel5U1/haaePC0WOETsMKH/cI9oYh9NUTlF3zGsISrSorKAAdBUMrPXmb0G7v20B9GqDhIxzB92VHwrgzO0bp8TsFXPx7+eKmHD5nG4Drp0py+1isxz3IrKua5elkmpRH7i91L3PuMWs0OA6Co9dOGP6BltNE/ZGRTwuqTmRWV97a9s3n4UQSoLYnKeFtVJeq5g+hWcFn0MDJr/NUYG6c5zu6g/sOs7HubsE5HRoP/vtTTH45XMbcdZmnf09issLpaUMobDW7o7LiIooO0N05e7GHsat/tuHjbpstn9vnbQgVj9ihnEHRt7wCTF4nVdfVvq6rflJW33492F3G3TU3ra2w+cN9fT56nlZaxx4SMtXGCsoZH6HJ3/zV+wcs8fY9y3mfejXspQ2OoWNiWVBMZWdQpLeNrc9sHHwalOqZlDGZabQx4UF7bmg7u6Ly3+0PDyFRGYyPJhgzX9FeqlnaQu5HWDv/FvaAmJIKyy9IYKcXsleAVjMx+jYgWlPIduvvOE3dQehDCmb/qNDQKFadt48y9WA0O+89b/yYra9t7POzyeT8T8UTB2LyXMauvCauspoNCFncLca+qqWX7yIamUvfpsoaM4KzsAXQLGSpjtLVjX04nBruJZEgHWdT1DpDijCoF3WQmpjSfbH5lZVpJqZA2zHR2l6bSIVnGyyT4ONraAZ4rBx+2aQ6evBFzjI3jtZjnf0Szx2uu9g2KzHvby9ic2wbk+gi/hIb/EfV0kdvHEZY63oFfm9v8+bjpWUtm9oGr9lxGJUIIITu3oLyC3TCtqKwmKVEGfbOeHQtMiUJW1vpiwkYpJfbws+5QDl+Z2Sxw82Ikpjxu/y6B7iXuny8zkPrPmDxDn/SfKXjlU+1cyDT6UHOb6Py3ahb2C129vjS3HES3kua8tqZ4B9TV12tYOnzGbCFswChrx8+YFv/FJwjjfSsYm20KCCFxZiUMt3IAlb8a87yN4xmXevhLsTt22M+M6ro6WRpzqoObrNH7wWTF1dXbgkJVLezULe1W+gbxzjoZHgWPMTmaWZNp/sfw6DFsRYiASU8IIjwas3fJcOKwr95z+R9jl36j15AUKQoaeut+uR4VmwxyDxdb6GPJuNLOPn6iyrJrxYmpxaVwJ8pS6bYpaR1tc9cW9/yCkk0GN6XumvS89/4ton5gKCj4Zx+i7dikpPG610faOPY3teCOS3mUyx5VCvJd2qgNBQ9hDWsHUFVekACyIR20e6aTR3Z5hXVTVahmYUdi6289VDM41NCM6CfKZIRmmO7gBgmCCw8PDDBmir3rWr+PU7dpLxK5Rv4X95L/LDCD/XaeYfmqtOEr2ZCIuD4jV1u6PEBtQlrNxoM3hs3cqTpjh7SqNllZmz0gjT2EYbXmxnODxq2XxBz1MjGDW7hU6B6Vitra2vr63x8/hZsdfClpKrMTHkhdWNxz8otI1+5L3Tch/Wdi80FzudpdK8QkIBkae1bYtZj4UVYOVbV1X5lZQz3depbA9b4HMiwTCorKa+p6m5r3NDaX4bwBn2TvAqK/7cFD/m61JZ5+cFmMt3N+/yQvKfnexYORSEyI6qWeviDuE+3gd+n9TCzgKfJ39Mf+FshsZnn5/542sSrTQldv7jMmrrCoQVNx6abzPdRXVFZVo0ghzelXZXXaq5z01zl3GR78YTaycwsHfLOOxFm0gGbhe9vE9ewV888nbgyPTqyorCoqLpeI3N2IjRvCtIY768CjSIOwCLjl+5pa7A1poR91d0jYSBv7UTaO0x3dFIzMl3j6fm1mA4oRnf+247PQlcVd83dQdvCpzftwuqFFJTgrV9nCTs3CHupmb0gYidMv/62D+9dmtqoWtqD1DY6fZu/GHsFizI4I4fWKvchUUlGJnBG7+36Zp387ldUfj59+6+BWz5notD80HH5aX+hpDmv8guGSHWpuM9bGiX//hB8Pgp/l6huB+oU0ibvf4x7qK7nxObhBRhWnb3315n2EuxU7L5KVKX6hsSER8eLmIiQXF6/xbzkqGXhFpA/tcu6ARXCblFm2W1q6ub5zdON2k4JQwM0Fbt+O4IdwY9Z0xlrHXVbcH8Ulk64b9rxldPFp7JWYZ61L5OKT2OkObn1NLKDCehqZjbCyh2qe6+IFaV6NiWtwcGxBoT9nMMxMR3ejhETYsOZEDlBl2RWIPtixdWSWlZWK8i6eO3sCLl/r5FTeTnOHQLUZ22dSTrj5PUYhQ/ixdA4xsfadt+q0jIo2OOMDx63voc6OoCetog1XS0FhaeTTxKHTtu48cVcMja+srRtm6QAXfHlLc7ATiop7GJnNcvaQp5nJ0ZjcAdPnHj89FRnd/Ikzndwtk1L7cYZpzHb2aH7mOYp7K8W9900alOwh/9C2WHLxyTN4CM938Va3tL8f/9I+LWPng5aHbUGlwuMaNvY8eDTD0U3Mb9dpDq6fMay+c/SY5+rJ662avOQQd2HukXP3oqIhXDR+2AWXhKwqe2GAXy+yO5GrOSNxl+r/OXDs+j2/3ZFT0x3+w24pJS0H8VtkA5xxVQs7zphgptfrzOYP1g8IAb/nzOPoAXQLuPcn2bnAzktPnx1+FNnMWdV1dTJUhnPaq6Kq6pyKirr6+s7NctcU96KqKqn7pnOvm7TRkuzyytE2jiYvkkQ6a0tQ6Jfm1n88jpGhMfV8AsX/pt0W9JD9mheuSz4vA8R99Px9X0zchKKGcFH/fteOE3dlVXX6jlqdnVvI/9WKXf/jrNLO7qKZtvSIGBpPe5EIPvuvkVGT7JyHmtv4ZwqMPZlVXi5PY673f5BQVHTjWXxNXT1Xpv95Fr83ROBD62l+QR8TlryRmfhkuWuK+zpXX6mbhhWVndPf5/EqkztGpY+JeWpxqfjftAGZWSRDxlfmViOtHbh76uvrtx+7/fxFxuBxGzCOGAIUFpXJqurGxDc9nu/CbdvRc/f9coY6cs4e8bR/jI3jNE4zeoaDO5kzEE7Qkc8LCvuYstwyXjfYD233rUECewIc0jIUjM13BovRhKwuKO7nbH2kDE3J1+51Zhvw3bvdD8KCsrIl4r4Ft8Q947VFUiq0WBvcz2RliqmVH0pb96GouOzh44TG+8/ftO4zarWEZqqsphYaphsD3g/wZSWlDqJbXn/W9NLbcC9MbSowHyMxmX+cMZBRWrbKNzC5uAS2/4t7sdxLvO6ULijuMhfukK/e/+WMId6oIsGdBtVgzcaFa866++Nr1W7EHzcsSEqUyJiPQ3W/nKyvNnM7WVl72rIjEpop1/RXPY3M+WQ6hTOgmaFhZT/cyqH00xgepyKj1S3tGyfy7/P4bz+8QrsX92Khqw93RM1ETo/8Gr/gWc4eKO7tKO6T7V2k7tMPegbhXdoK5GhmIz9dDWD0vH1SilruOGym2zBk0iaSIqXPyLXcoes2bqHcWUgDxqxLzsiW0Eyt9A0cb+fE78e4v8r8kmlNprHnrDzKzuPuD3iTvdjd+2hYJDS7GydyP/7lSGsHXZ+Ad+wJ5+bcsI6DmZZ6PoG19fXw1eFH4jV6uKuJe98bhlIH/kp9lYt3aSuwT01f6vFJ03L68iN9Rq4OCnuOhdMdWLvvKklR66aRK6i5hUOw+ve75NR0ZVR17Nwecpcqk1BAhX/yaNhn4pSWocyy/YxpCQL9jjOxcZSVE9cZb3IcRGRePnfk+6mIaEjweUFhVV3dtZh42ElNSOxpYubeqJsexZ1IcZe7dHfRkRv1nT0ISUIxS0qWpZklFn1cEGDqkiNfTNpo4RiMhdP1aHCb1NTUDhq/YemmP2H784mbuMGxQdxv0pwlOpvs4B+GAtcwOMeOEECnJSSu8A7khNE2723S9IiXpOIS7qSQKfZuc10+Lumz0M1b1zdQph0Wv+zu4j7f1XO0jeP0w9fkTlz+1y9M6p6JcTD2IbSSkupqsiH9+rOP87PiXmYofbtt8k+HsHC6GN8s/EVaVWf+qlOw/eUUfXDPl2/+S0pJKy6R7X4GhT9X0Fg5bNZOCcoRxTvgQOgnHSPur173NDbva8K62uw0xsn2LnOcPac6uG0MbG5aTFZFxXhb5zHWTrI05o3Yj/HOdLwDZGj0Xq2aBo/iLpD78S+5DSXu0EMK1UbqP5Pa2jq8dVuNrk+gBd9sVYBq4T19+dEGh6W/ztXdcWnx+nNYYhJHaWmFnPoKKUUteXVdkhKlqKRMTl2n18iVsD38h92SlZfTkdHpH8Juy9EYgxgWx8Lf+3a+nAG+MlT2EhnNr73zZ1TMUDNbORqTKUTEp0c5eaDjlnz3yLcObmQq421llbgVjgSLe3ltLbiZUlf+I83eTvrPVP4f2sATV6Sv3MO7ty1sDgyhcmIn8PALiSErUxISP+lP1Nt9GdSh1/CVWGKSRUhk/MBv1smp69q7Paqrqx88fv0MynF59RUg619M3JibJ2Ed6z2Mzcw46y5cehJLYsf2YrHjunDGtDikZoCLvTkoJCQ3r/lE4t8WwbnyRsy8yspW2DDW1kmKShfDjmBixH3OB/h3FhcXGxgYLFy48NChQ8Uf1nVtcmfrxF3PyE7qronCwr3Tlh2trKpWMWRK3aeTr+MIyDaxPzT8RuwnYXPKyiuVvt16/K+P033z3hbP1v11k8F1OTXdujp8vSFJ7P3tPjvA+r4r3I+TFh+Eh/SgcetLy+EeqpG47EhT6UvcfWHj0MOIeS7eoNG9TcwHmFpW19XB9mC6ZaUQay3U1dePt3OG41sXMOBmbJwMjSmGhUOk595A3O/evXvp0iVQcPgP283sbJ24y1643fPCxwXhiqqrFe7TDwU8xBu4LWzwf7Ct0TS8zyduAF+PLf2n75EUtWRUdHqPXGVs5dtjmJ6NSygWmgQxftEB3Z2XeF2XT+NTb5u4Zma/lcS8rPINIhnSNazY06o13X3guu1rwvotPLq/qcW+0EfwlfBvOO8nvCS3VtzFlnYU93Xr1qWlsScrp6amwnYzO1sh7g9zc6X+M97p6oe3K7FsCQxZ7ddwlkDaqxylb7exW6Dz96t+v5MbU6yisho+Qhu/rg5fckgMa/dfNbb07QIZgasUfG1llp0cjXn7ecJ3Th7GnAUsQaClaewxLQPpoq2HI4ad5uIr7osXL67k9GHBf9huZiePqKgoUHYWi9W8ffX19aTbxlL3TfFeJZzrsXG/hDZckaCwuKzPyNVZuYWaG865+ETExKdz43Sfu24ho6rtKH4hABFBLN30p5N3eBfIyBCmlSyNmVNROYjOjsgNfx4fhpkrsWylaUzqi8RuXtcdJO6amprN7BTVcwdxn33VxMYDOwSI5178y8bdMuCbk5S0SMoUhWF6rp/OVh27YP/CNWcLikqx6CSCmZQTgY+eSa79T98W7AsNB299AN3C99Ub2GOfljHGymmWiwdWbhfplkHaCfrLhtGRuMgo6/Qbs4akRHnzaf/s6ctmUopaZGXtagl8HdcNUdDQs3YJkVz7h1nYgcNOYg+AZmSXV2CFdo6437lzp/G70yZ3oriLDzYpaRSvJhYFnL/qtBHLZ/XeK42nEZg7BYG4L1h9GktPzIlPfC2rplNSKqmaONXBFTRdmsaY4eSW26phiyjuIov7nE/h7iwqKjp48OCCBQvgP2/UY5M7UdzFB8bL5EF0i/hC0cY7H/rTqOeIlR4BODdYfNHZcQGewfLqKyQ3C0PMbKY7uNXg6NuO99yJAsW9E3FOewXNXtOXHxefqquvb3GwcGJqlqya7tdTN2MBii3jFx6UUdHR3nFRQu0PysomURm8+agIijsiMnNcPKDxy/u4PShUzcK+xbN8gp/20NDD0hNbRvywx8lL8sY1JReVrPELcn+VeTQsYqyNM9YjijvSepZ4sFchKKx6v0jhvpCwnsbms53dmz+rtrZOVkXnwi1rXJZPDMnNKyIrUZLSsiTLbGg1jrBykDJkcINHzXXxxKpEcUdaz2xnTxB3ZmKKtCFjnqvX/tBwsiGjjwmrxRNHz9srpaj1r5ErlqG4MXDsennOHGOJIDg7J7209G7cC3kjZj9T1jhbZxkaU93S7pCYrYaB4o7iLmHo+gTIGjFlacyeJqxR1g5HwiKlqPSh5jYtnhj9PGXM/P3LN5/HMhQ3pi87KinD2x9z1sQYa+N4NOwxO+YrlZFdwR7eg29RUdwRAjBPSgXnfYS14zBL+7OPn6hZ2n3OsBLmxN/+x1ScvhULUKxISMokKVMeRiVIhLVmSSlKLNtvHd3IhnRoL8YXFGINorgjRNLb2Hyj/4PPmZYHHoaDvgvTLQOEP02SU9PF0hMrwqJfDpu1S1KsXekbpMiyAd8CGouPc99i9aG4IwRz5FGkZVKKFJW+yM37SkycNJUhzFm1tXUyKtqVldVjFuxTnsGONdZDYwUOkexcLt62/WbBL5Ji7TQHt40BwQpG5mceR2Pdobgj7UJlbe0QplUPI7NdDx6BuJcJNwym3+g16t/vkFJkR458mfJaRkWHpERJlLRxGl2G6urayT8dmi8584flaEyb1DSsOBR3pH2Z6eQuTzNzTnvVy8T8dVmZMKfIq6+QUdY+c4U1ZLL+qn1Xv5qyGeSerEz5x9gFy7Mjqaqq2XbsNkmRAs9XKstbImye7+oFbgS+O0VxRzqO4VYOCcLFJAgOiyMpacUkpPYdtQac96lLD99leAz8Zn3/MWuxGDuSK/cdof3UBxpSM3dmZOaJubUHQsN1vANIhoyZTm5YdyjuSMcxyd7F97VQXSsRTxMHj98AGyWlFUw7/8pK9mSolIxscN7r69En6zi+nLx56tIjEmFqZW0tyDqZSlcyt8WKQ3FHOhQllu1f0bFtSaHvqNW5+UVYkh3G/FWnvYIk4J1kQmHxUDMbWRoTlP1M5BOsOBR3pENZ5OY9p22Tv3sOXyn8mk1vct7KqOr4h8ZgyYtKTFya6swdA8auHf7D7qjYZPE3OCQ7h2RIn2CHr2RQ3JHO4N9nCfoBofC/P93iTVk57EktLn2cly98CjMpx4PD44Q8+IuJG6VVtD0DcTCcyBiae5GVKdx1bh/HJIm/wSt9gyaisqO4I53FnfgXvYzNZ7t4yhkxf42I9nyV+Y2Nk7oQ0SJ5aG445+ob2eJhh/80GjB2HUmRMnLunkt37LDkReXQH0azdE7Sbf1TX+WKv7Uvi4rIVPq3jvgSFcUd6SSSi4t7GJn1NWENYlhKGzJORURJ0xjKLBFef63cfdnUxq/Fwz6fsBFcTsXp2xauOfO9zkkseeCaoeOQiZvc/dlrodymux7728QzQGCbZt3+a/qH/hH/THHfrWtY2pMM6Vdj4rCWUdyRTuPCk1iSIYMdM5JKn+XkIUNjCBNNjIfS9K0kJUrzx2TnFHw5Sd/Yyge2b5m4jf/xQMdnM+9tcXV1p0UttnN/+CIlc9JPBvfM3q/47OEf1XP4SpKSlrQyhayoDU8+KSWtr6dsDn/ysskUft7y9x26WDjC5bW1z/kiw+gHhvz7LP6Px081LBymObpKUxler96Ax8BKTsWbC8Ud6UyMExLHWjsWVVcrmduCt7XM01eOxhT+dN+QmMHjNjR/jOaGc2RlSmwCe4Liw8cJfcescfbp6Civ8uq6IKAHz9I6voSP/02HnwYd50i59qmrTFefSBJnj2fAE3g0qn63Q3fHpRlax2D7qyn6Yxfsh7M2GVyHnWmvcz80fTbdpHXyohbglVfX1Y23dR5It0z8sJqmDJWpbmk/18VTikqH60eaSv+aZStPYz7IysabC8UdERdGWTuu8wtWMDIT/pTikvI+o1Y3c0BGZh5I27r917gfU1/lyKnp7jt9r4OzNnz2blk1HbKSdkVldYf9aOTTxEVrzpAUKVN/OgI/vWrPFflhuvDxO63jA79Zu2LXJW6Tgnf8PTNP9mNAmeIT/IT9NFLS2n7sDuxPTs+Cp+ObnPz2NrikpkbD0kHR3Pbgw4jeJuZyRszo/I9BvpZ7+qpa2P3o5iPN0fHtwaGOaa+kqczvHN3JhvQeRsy5rl6mL5OkDOlwLt5NKO6I2AGee5rQa1rW1NTKqOo0c0BMfNroefv495y6bPb7NYsOzpTSt9tGzNkD0tn8o4hATKx9+41lz+aF50pZeSW3U6iquqbPqFXgto+Zv6/JswaMXfv11C0bDW5Cqa7Zf3Xh2jNX7zlIq+gMHLtOmB99U1b+urRMJDunObiRqYx1/sFBWVmf061gm0RlyNCYJLZemwW++eiA/+DqSTZk9DRm9jE1h8PIVPo3ds6fMSxBzcF/r+VMZoO/DQHBmh4+eB+huCNiBzhu9JciDLYDGWpmEb7z/1h/OVmff8/WI7d6DV85blGHRjTsP2ZtQVGpmV0gWUmLatER0gO+tpQi5eKthm+nXX0jx//4y1//Nv1iI/113tTlR+CR0Hvkqps0ZzD7s/EboYRfZwkVaWCinYtI78MB8MTlaWZDzW1ORURLUxkDTC2GmtmAvoO4D2ZY8q6EZ28LBjMt4cEPUs5MSh7EsFQwNoO/L5hWa/2ChYwdjaC4I53JOFtneSNmmdCLpoIvXFQi0Fukmnut3nOZfw/TPoDT40zxCu6IiYtvct6OmruPpKTF7ZD5auoWEru74zaBPwE+KyRubh8wYOy6ZVvOy6hoB4XHSStrj13wy5tskWOXFxWXDZ22Ze3+6zl5RVBK8GflEiLMiduDQnoYM5tcgMUuNWOktUNNXROBIvqbss5EPiVz1HyUlYNFYsoPzp4/ufuAavc3tdgXEg7abfTi5Wwn9gLrKcUljukZ+ZWVCYXFpyKj4ZTfwqN1fAK+NLPBGwfFHcVd3LFISoP2+KsyYVv3fUauDo54LvjbVQ2W6AMpBG2d/NOh/xge7ZqR2IT0ewxPjVm7yEoU2Q+LjaS9zhm7YN+CNWc8/KMIiYpz7rqFjLK2rLIO560pe5KRtIr24T9pn0/Y0PbEB43bMOFHA2GOLKmu4XSkmMN/VYuGMwlORkTB/uq6ugb7HdMyZKiMzPJyVUs7qHTTlx/nvpq+TNLzCdoeFAqavsDVG741+HSx09r6et7Tog7jC6G4o7hLBN/YOD3JF9bllFPXVZmxvcmvsnMLySra5/9pwpdctPbs6j1X3nGGCRpb+bZHLk5dZsqq6kir6Kzee2XPb//x9l+4bUtSZHvErr4R+QUlSenZdXWt1KaS0goS+8mhI6+uq6Cx8sIt65Fz9sxffVpWVfeLiRs7ssoc0jJ6m7Cq6+qn2LvINBrvpGBsLktjvikvb7D/v/gXgxiWtQKkWd8/RMqQLm1IBxeeRGX8/SQWbw0UdxR3yQZu5lnOwrrVC9ecmaRpEBGTtHzLX9m5BfxfUbZfGDCm6TeBZ69ZrNt/tbKyesScPRM1DdojF3/9a8Xt1mjgoYc/eSmjogO6L6PCGWCuqPXzlr9akT48M3oM04NEiorLc/kGvZz+n1n/MWt/v9qh3dC/RURPc3g/EF6GxgjNygG3urKW3bdWXF0tb8R+Qdrf9KNJX5vZLHT1PhAavsYvSFCa12Livja3GcKwAue9jwkrtbgUbw0UdxR3yWbXg0fg0CUUFQtzsK3bQ7Kytrz6CpKS1n2zT8KQfT11y9Slh5s86/w/1v3HrDE4Z0Rij2BZQ3gWwBmfuPjg0k3nBQU9Z9j5SytTlun/uePY7W1HbwmTJjREeNuFRWVkZQpZiULZ+nen15d1clpfE4tVvu9lGpz3kOwcORoTNB0+DqazB7RYJaeqWNiml5SeiIg6EhYhY8iUobLfjq70DWw+8b+jYwfQLfCmQHFHce8K5FdWwm0vRaXXCtGXWlxSrvb9DlD24T/s3nToJv9X4NFHCohy9eR5KpwipaQ1dOoWBY2VhGdhOmfMyZ1mu/WLSyvg/4Gzhr1HrGo+tetUp7X7b/QasQrSNLX2C4mMv0F16jd6Tav7c4jleHgU2ZCxJfD9e9eJdi5/RD0dzLQkU+mxbws0LO2CsrKj8wugTvV8A6WpDHmaGTjy8O0Pzu4tvjkvqq6OLSjAmwLFHcW9i+Dx+g2ZyuB/w9YMFZVV4U9enr1qvnovuxs9402e+vc7S0orvpqyOTm96cVAMrPzSUpszzc3v6jHML3YeIJnq8NPH/vLtEaIMT9vC0sUNPSaOWCWzkkSZ/FY+FP+dqs0e4yj1jcLD0xfJi6LZvwVHbP7waPSmhruR23vgMn2LqDdA0wt2KNcqPTnhYUl1dVTHFx7cd64ShsyhlvZ349/+YwvkACC4o7i3l2QprEdPeGP/+OG5Zj5+7kb4JWfumwG8v1KwADt+vr6h48TuNKv9O02/heehDB0msA4LY2RVdVZpv8nd3vL0Vtyajpq3+80tfH7crL+4T+M5dV0J2oamDsFLlp7ZufJuz00VihN3wb6fuKCqZjU1CwnD/3Aj8Mlt3GGuIB7/pOHL3jxn9Etue0Lm5Q0KUPGBFtnvLZR3JsgKSlpx44dixYtOnbsWNmH0XJz+EBx7zL0MTEXKWqrf2js11O2VNfU9hi2ot/oNef/sVq8/ndhThw9fx9opZsQoYOF5HliBrQJmhl93+AxI6OqDa0H7kflGdtk1XS4gxrfj25UooB3z39KeUVVclqW+NTUCt+Aa7GfjEZ9mJ3r+SpzrK2zlCF9a1AoXswo7i2zc+dOGxubiooK+E+lUnnijp571+NGbNwoa8fZLsIOm8nNL5ZW1lL8dqucmu6oeft6aqwaLWCSfQOqqmpm6Zxw9g5vnZ3OvhHBYZ9El/1x7dnmgyI0ICU9G1oP8FgyNPOSVdMNiYjTP3Rz2rKjN41cVGZs/+WMoZjXlK5PgFVyWuP9v0c9ufgUxy+iuAvHjz/+WFlZCRvwf+PGjSjuXRj/zCxpKkOWxhChM2TKZvB2B45bt3zzeTn1FeeuCzvKYvjs3YrTtopkXlFx+YSFB/qPXtNz+KrvtT/GiA+NjAcbtLdfED6pnLwihWF6vUeuPn6B/uWUzfzBvCSCxe4+bhmv8YpFcW+TuG/bts3Ozg6U3d7eXlNTkyfuS5cuXbZs2alTp3JychqcEhUVBcrOYrFQ3CWLzLLy4ZZ2oO91opyV1Kr+CpqF94yfj4l0Cvc9J2fxOa0hkzbx9qvP2vXFpI0izT4tLasgK2uTlCjq3+/acfyOxNXUTCf34KwcvGJR3Nsk7gkJCZs3b168ePHdu3dBzfm/KigouHXr1sGDB9Fz70r0MDLLEDHQYCuIfpY8at5ekU75TuvY2ausP29ay6rq9hu9xtHj/Trd05Yf5UUYFpK6unqSoha0AKC1cdNI8t43KhiZWaek4bWK4t4mcecRGBi4d2/Du7GsrIznzqO4dw1GWTt2wIC5p/FpMio6Ip3y7c9H/UJi3rH7+ovgXPXvd8B27Iu0XsNXOnmJ3H0Pbvt9c0+QeJ/gpxJUO7SEl+oW9j2NzQqrq/FaRXFvq7hDgzc+Pn7t2rVBQZ9MXC4pKbl///7+/ftR3LsSKiw7w4SX7f0rNTW1sqo6QvalxMSnKmjokRQp3h/iSjp4PJJX1VX8dit3zaPy8irRxV0rKS0rIVHCeq4XuHrLGzFlRVk8C0Fxb5o5c+bMnTtXT0/PxsaGfyewZMmSY8eOZWZmorh3JRa5e998Ft8BP9R7xEpTa39hjvzX2LXniJWaG/7gl/sew3TB+5YfpjdX77dW/Dq4/PUSGNpQzdJeypDezxTDA6C4E+G5tw4UdwnlOyd3MpVR9mH2Y/sho6IjKLpkAxauOTtH79fG+32Cn3gERner2pli77ol6GFEbh5eqCjuKO6IaITn5isYmZ2OaPeeaEevsKWb/mzxsCdxKYrTtv5+HX1VNsOtHOILi7AcUNxR3JHW8LOX31q/4Pb+lcBHz1uM/XvuhiV3Cemo58lYLwA0qlIwEi+KO4o70jruxCVsCQxp9el19fWXY577vn6TW1nZy9hc0GG+D5721NDz8I9a98t1Qcec+Nu03+g1CUk4YYfNvpAweXyViuKO4o60mlOR0YOZVvSXKX9Ft2Yu++4Hj0hU+hr/4F8j2KtuCuq+r6yqllPTvXLPoe9ogeHdJy85ROzypxKNuoX9UHNbLAcUdxR3pJWkl5bKUJl6PoGyNObPnn6inv6/mGdShvQeNDOyIUOayggRPJdSXn3FyUt0KUVKcWl542/t3R/1GLbCzC4Aa4TLD86efplZWA4o7ijuSCuprK2VozH1A0JBmr9gWtXV14+zcd4Z/FB4xx8cdtB38N/JVLp7RqagI4fN2rVi1yWQeDP7JkINn7tuMfCb9emvcWQIm+Lq6iFMa+GXukVQ3FHckSYAWd8W9HBzYAjI9FxnLzKNMZRlI8yJr8vKQNZHWjteehoLejTf1cvrtUBx/3Hd2bEL9vcfs3bA2CZWXl2w+vSKXf/DuuASmfdWhsrA1TZQ3FHckTbR28Rc0dz2QGjEbGdPcMBB6wcIN3EmNCd3pJUDb3YQxcvfNjVd0MGaG36XUtT6VuuotDKlsLhhQJt1+69dumuHdcHlYU7uNAdXLAcUdxR3pE18xrAaZ+sUkp0L2yDri9y95YyEGqdxITpWke+l3wb/B0YvEgUdvHTTH+N+PFBfXw+eu0dAVINvV+6+bO4QhHXBxSghaaaTO5YDijuKO9ImlFm2MlRmVN7HHl4Q9/jClvsEzJNSVvl+VOTxts4rfAQu3VdUXJaVw16Lecz8fQbnaLz96jN3TtI8tHj9767ErdYk6Rx6FPGtI4o7ijuKO9I2pGkMkiG9qu5jaPfPmJZ/RrU8bfVe/MttfMu8/RoepeXl1+JZerv+N3Xp++Wn1WZuJylSftrwR59Rq+k2/lgXXGY4uq0PeIDlgOKO4o60idvPXkhTP1mSaVNA6PmomBZPvBLz/ODDCN7HS0+eTbJzafEsM/vA6T8ffZHMfvVKVqJ8NWXz99rHZVR0iorLsC4qa2tVWLYg7h0QrRNBcUdx7+KEZuc2mFyq4x0wx8WzxRM/Y1jqeH+ses9XmQvdvFs8yy/kKUlJS0pJ6/RlM7Ky9l26p5SiVj/Bk5u6D4/z8hWMzaEV1dPYzCX9FRYIijuKO0IwN5/Fk6j0EVYOzR82iGF5IDSc/yEx3cFNmPRPXmD0HbVm6abzY+bvLywq+4/hiWUOXI2J62Fk1sPIXN7I7FEODvlHcUdxR4gmt6LiK6Z1HxPz5g+To5m9rfq4dMazgsLR1o5C/sSCNae/nKy/Zu9VLG0eP7r7LHTzqseCQHFHcUfaj/C8fPKnHfENKKqqlvs0stXjvLdShvTdDx4Jk/7Wo/+SlCg3qc5Y1Dwm2rkI86oDQXFHcUdaT219vQytOXG/G5/wtZk1/56qujrwPS8/fS5M+klpWduO3i7EkLZ8ND/FF0FxR3FHiKGnsXkzizT1M7Hoa8JqsPNEeNT5aPQ9RSarrEKaytCwso/IzcfSQHFHcUfalyFM6zfl5YK+nevi6dsobOHFJ7GHHuJcJNGwSU0nURncsJoPOfOEERR3FHekHRlItwjKyhb07beObiHZDQP8rvd/IPw71a5E7acLcN+Pf7lIiFGhXIxeJPU0Mv/CzFrd0q4D1rNFUNxR3Ls7oDW+rwWGFB9v68wfsYCLW8ZreRrzbOSTjrRzEMPyfsKLzn4QWu588DFO8tGwSBkqw+RFUkVt7Vgbp+YHwCz39Btp5dhMzDUExR3FHSGS2c4e/m8EivuIppZvdk5/JWVIPxke1ZF2DqBbXngS28GFs/fBozMR0XNcvL4ys5nv6t2fbgENHdifX1H1BdO6rykLxH0Q3aof3YJkSD8WHtmMvu8LDf8TX1QgKO5Ih/GTh6+z4HmSSizbtJKGY13q2cs6s1ftqOGLVNPe9DJhDaBbdHDhfM606mnEZK9SYkgnG9J7G5srs2wra2tZiamwR5rK2PHgIecrBnsZE0P6tuBQQUnNc/X693kCXm8IijvSQej5BLKSUgV929eElV7axEDG0JzcXsZm+ZVV7Wqb1+s3Bx++nxw7mGEB6llT16Gzf1Qt7EDZ5YyYzJfJJEMGmbMclbqlPTwOP2dYytHMQOhB2W89i98YEEKmMeDbE+HRTSY11NzG+EUSXm8IijvSQUy0dfnq05Hs7G6HyqofnD3jCovAOS2srm7yRA1L+4RGPTbE8nvUk0F0S57O9jYxc0l/TfivvK2s/OdZPHf74pPY/MpK7vZsZ095I7NfI6J4ZQL/LZJSZaj0HkZMXZ/3K8FG5OVxHzglNTWT7V2mfYjNsPPBQ4vkVO5XdfX14Nq/LsOgaQiKO9JR7H7wqKdRwwgEIEMkQ7rxi0Q1C4ELJ31tbsNMTG7jr0fl5+8SPNkVxJ03gRaeQAMZViCRBOb94pNnkXl58108IbPmScmKLBvYmGb/fnUkWRqzh5FZVlkF/ykJRUVsF57KGGvj1DjB23EJvY1ZF6LZ7wYGMizAkT/Fee3s/fpN75bCPCAo7ijuCJHkVFR8xrBqsPNZQaG0IUOGxvxe8FJBc1092x6xluLtD3pdKmBooEFoBHz7KCcvp6ISXPgNAQ9AfNvSLxOSlfOm7P2g/sraWu6q39I0hgyVAc44/JYMjdHL2PxHN+9nBUWg7OW1tY0TWeUb1M/YYk9TzyRw3qXYaTIgR58zrDWsHLhxN0dYOYywsseLDUFxRzqOwqrqxnNQwdMEaQPVayZ0+wJXbx3vgLY1GsJUWXbwQ43f2XKZ7+olb8SUNzL7wcWjjwnLMjmVRGV859DC6kWg/tX19U5pGfw7dwU/Al+7v6nFEDNr7uMhr7KyH3u4C/tl6ffOnuCMg0t+PDyKrfhU+r+x8fI0gcsQ2qWmxwvokuppbC5HM/v3eYIMlXk9Jm5jwIPFHr6Q5pagELzYkPYV96SkpB07dixatOjYsWNlHzoBi4uLDQwMFi5ceOjQIdhGce8+VNTWgrw22Hk+OkaOxhzMsBwm2N/8LTJ6F9+g71agZG4Lfq4yyxbke76LV+MDVvsFkdniy35RKU1lsMPauHm1uPSrbUoax32mF1V9fFtApjLBJe9pbAYJGr5gNzic0jO+YFoffBT+vbOHrk/AUHMbcNvNk1LKamv1fAL/F/NcoVGxCAM8P4ZZ2usHhgykW956njDU3FaVZTvww5sDBGlHcd+5c6eNjU1FRQX8p1Kp3J137969dOkSyDr8h20U9+5DXX1948CQtIREkKesiorXpQLfARq/SNrg36ZV4n729LdISetPtwTHlj9kPBdGYhJ464fCI+e5ei338gOxLqupqa6rA5UvqmpulA7Fy3+MreNnTKus8vfd5aOtHdmjFTkjGr+xcZrC6VVnJaVOdXBt8EhLKS6BjW1Boacjn4y3bU0wS9DxEVaO0MKY4egelZ/fy8QMnpGOqbgoB9L+4v7jjz9WcsYDwP+NGzdyd65bty4tLQ02UlNTYRvFvVsBHiv/EEOQJHBd94WENX/WhSfPvjazecdZvsPr9RuRfjG+sOjms/gFrt5erzMvPI1Vt7A/9CiiwTFzXLyg9ZBawlXbh987eXD3f8m0ftAoIgI/o60dNgWEjLJ2fJrPXqrbKiWtnwlL1zvgXtyLvqasu3EvwIXX9g64GvNcz7fplb7XBzyY7ewBf60ozFnOHlre7H4YDSv7unfv2KPgqYxmovcgKO6Eifu2bdvs7OxA2e3t7TU1Nbk7Fy9ezFN82EZx71Y0CAwJMgpu8g8trcDn9yYLZEuJZbvU02+yvatIv3gtJg68cgUjs4c57BBaILg7ghv28HzOsPrjcRPrd39GtwLz+Bfprq2vTyspza2oVDS3ORMZM8HO+WFOHqQ/w9FD0913vqsX2JnEcckBOJLtwlPp42ydF7o2HRlG1ycQfqK/aSvnTLlnvP7lQ0PkZy8/bh4RpN3FPSEhYfPmzaDgd+/eXbZsWWNx5yn+R1cuKgqUncViobh3SUDFCqqq6jkDSKY5uJGpdDkaUxjvm0xlfs60mmTvOryltfoa8M+zOFB2EFnQQU4PTPIav6AGx4y3dY7IbWIVusd5+Xq+AbuCPw5W2RQYQjZkGL9IhCbIUHMb0OVHOXkT7V24nfUqlrawUfChJ6egsnqSnQs0C75gWt38MLy9MbFvC/OrqvDaQCRJ3HkEBgbu3bsXu2WQzxiWr8vKwfseYGoxyspRmso8KWCaJT9Z5RXc95wKxsweNNHePd6IjQPBHUS3rOIEMPgtInpIo4lUvYzNU0pKmjzdMOElmMoLZqlmYQ+W9DYxH2vjOIRpfZwT9Kayrk6FZQMPKq6R1Z9Obb0X9wKc99OR0Vj7SJcS9/r6+vj4+LVr1wYFvXeX7ty5gy9Uuy1yRszwnLxF7j7S7Lk5zmQq41lBYYtnFVVXj7Z2Ah+fPYiQSn9RJMJs1X2hYQPplis+dHn7ZmbN+bQXiBO+BhS56dg1F5/EgNdvlfI+wuLXHG9d3oi50M0LnPeVvh8bAXX1TQ+Lz6+sXOETGPO2AGsf6TriPmfOnLlz5+rp6dnY2Hy8UYuKDh48uGDBAviPQyG7GxpWDtYpaev9H4y1cVJhsaOppJcKO1E+rqDI81XmUHPb26JExVrpE6gfEMLf0zLx0wH1/3v6TF7wSMS4wkIyO9ILe5DPr+FR3IGPJCpjnJ0ziH5yUQnWKdKtu2VEBcW9qzKIbqFmYafl5c+d5vMF0zr3Q3wVIVnjF8QQJRTBBv8HRi8SeR8Ti4r54xwEZ2WDWMs02+//prwcDniYk2v8Mmm4lUN/dtBdht+brCbDnCEIijuKe3fkc6aVqoXdeFtnbS8/kMhWrPD5k7vPMAs74QMD9DFh/R39MTh7UlEJqPlyz/cX2LWYeBUL2xaH63zn6O7z+s1K36Cxtk5K5rbfO3nwz1pCEBR3FPfuDrjqg5lWXzCtlnj49m4UikAYdj14RDak26SkCXPwjuCHZENGUdXHwZc1dXVLPfxGfVi6T5llO4Rp1WI64OzvCwmTpTGHWdprtS0QAoKguKO4d0F0fALAcQaV/C0ieoGbV+sSmeXU3IpOPAKzsklUupplw2CTHq8yF35Yj3S0lWOTMRcbcCI8Sj/ggQyVUdFUeC8EQXFHce/uPMrJ1bCylzJkFLZhZPcyTz/HT2N1NYlfZpYslZlQ2PClfURu/sgPg+XnuXr5CDHldZ1/MDyQNCztsAYRFHcUd6Rpymtq1vgF19a3Pp7uWr9gYd6pbg9+2OSMp5DsHJIhw5LTsfO1mY3n68wWk4IHgAyNuftBGFYfguKO4o60F9Mc3JZ6+rV42JnIJ8fCHzf51Xhb58+YVoFZ2f1NLWLeFmKRIijuKO5I53MsLFKjpfUo5rt4yRuZCYolafAwQprKuBgTK0NltKUNgSAo7ijuCGE8yslrEEG3Md87uYN8h2XnCTpgW2AImcpeCwnLE0FxR3FHxILHefk9WlrdQj8whJaQ2MwBs5w9yIZ0dQtckQ5BcUdxR8SDspoauZbEfaVvICsptfljPmNaqrJssTwRFHcUd0RcUDBm/v0k1v9N9h4BI1iEHC6JICjuKO6IGNGfzhpuZf939LOB9KaXueAuvYQFhaC4o7gjkoRtarqWl/+FJ8/6CVjDSIlla5WchgWFoLijuCOShM/rN3NdPP+Ojm0w3EWZZTfK2nGKveuXZtaPcvKwoBAUdxR3RJIIfJOtYWl/NuopyZDOv1+ayiRT6fNcvGSozFK+xVoRBMUdxR2RAEKyc/uasua5esrQGHl8EeHljZiyNMZ3ju6tCzmJICjuKO5IZ1JUXd3XhLUvNFyWxjRLSuHurGd77gzn9Iy+pub9TCywlBAUdxR3RPKQoTI3B4aMtHL0fPV+VExRVXUvY3Of129A4rW8/LCIEBR3FHdE8uhhZLbEw3eGo5v5B8/96dsCWSMmlgyCoLgjEswYG6dxdk5fmVnL0hjcPRG5+ZM+XfwaQVDcUdwRCUOJZStlSN8Z/Ejuw/LWl58+562fhyAIijsikSzx9B1v6/yOPULGjLv63bXYuMXuPlgyCILijkgwyzz9ptizA//2NWUlFhWfiIi6Hhu3NwQXS0IQFHdEkqmpq6+qq4ONzxlWv0ZESxnSfw2P/jUiCksGQVDcka7ASt+gVb6B0jTGbGePbcGhWCAIguKOdAUOhEbIGzGkqcwx1k6/P36CBYIgKO5IV+Das+ckKkPVwu5rMxubFIwEiSAo7khXIb2k7GxkdG8Tc5f0V1gaCILijnQdTBOTZWhMr9dvsCgQBMUdQRAExR3FHUEQBMUdxR1BEATF/ROio6N523/++edZBEEQRERAPMVO3BEEQZAOAMUdQRAExR1BEARBcW+eqKgo/2ZhsVj+REBIOmgMGoOZQmPExBj+l5cS6bnzD63p9HTQGDQGM4XGSNC1J9biLszTqcPSQWPQGMwUGiNB1x72uSMIgnRBUNwRBEFQ3BEEQRAUdwRBEATFHUEQBEFxRxAEQVDcEQRBUNwRBEEQFHcEQRAExR1BEARBcUfanZKSEvFJR6yMQRAUd8LIz88/cuTI8OHDe/fu3atXL9g4evTo27dvCcitFDH5JSSdzjLmyZMnY8eO7d+//9atW4uLi1ttDCHpiJUxvr6+Q4YMmTBhQmxs7KxZs3r27Dl79uzk5GRRjSEkHaKM6UqXbjslkpGRMW/ePFAbKOe2lDAh6RBljJiKO+Rty5Ytz58/L+cAG/BxwYIFeFESks7MmTOvXLkCT9Dff/99ypQpubm5rTOGkHTEyphJkyYxmUwrK6tBgwadOXMGHhKnT59esmSJqMYQkg5RxsjLy69fv15TU3PMmDF9+/aV+kDHJyJuxvBOoVAoBgYGRUVFJ06caEUJE5IOUcaIu7jLycnBXdrAl4caFbWwmqQVNdf2dMTKGPABy8rKuNv379+HO+TNmzetMIaQdMTKGAUFBXAmKioq4ES4u2BPYWEhtAZENYaQdIgyxtTUdMaMGenp6W1xKQhJRNyM4Z04YMCAnJwc2CgoKGhFCROSDlHGSIbnHhcXx/XcYQM+zp8/v+3+bFse721JR6yMgZZ+ZGQk7+P169dHjRrVCmMISUesjBk3blxiYiJ/kaampqqrq4tqDCHpEGUMEBYWBu2AkJCQtkghIYmIlTG8E8H9J+SubEs6RBkj7uKel5d3+PDh4cOH9+IAG0eOHGngy6O4tzode3v7ZcuW8e/5888/W2EMIemIlTG2trYbN27k37N9+3YGgyGqMYSkQ5QxXKAdM2fOHBMTk7boBSGJiI8xTbZ929iebotEEGKMuIt7k3S9YRhoDBrTkYlUVlbq6+tz9aLV6RCSiLgZ01WvPXEU9643DAONQWPQmC5pjLhlStzFvesNw0Bj0Bg0pksaI26ZEndx73rDMNAYNAaN6ZLGiFumxF3cu94wDDQGjUFjuqQx4pYpcRf3rjcMA41BY9CYLmmMuGVK3MUdQRAEaSNdNrYMUQFq0Bg0Bo1BYyQlU+Iu7oTEliEqQA0ag8agMWiMpGRK3MWdkNgyhCSCxqAxaAwaI0GZkgzPvY2xZQhJBI1BY9AYNEaCMiXu4k5IbBlCEkFj0Bg0Bo2RoEyJu7g3CcYJQWPQGDRGIox5h7FlBIHRMNAYNAaNkQhj3mFsGZHAaBhoDBqDxkiEMe8wtoxIYDQMNAaNQWMkwph3GFtGJDAaBhqDxqAxEmHMO4wtIxIYDQONQWPQGIkw5h3GlhGJ0aNHnz59+unTp52eCBqDxqAxaIwEZUrcxf3Ro0eHDx9WVVUdPnz4yZMnHz9+3FmJoDFoDBqDxkhQpsRd3HlEREQcP35cQ0NDTU3t6NGjYWFhnZUIGoPGoDFojARl6p2kTGKKjo7+7bffRo0a1emJdFVj4DLqeiXT9kzhNYPGSG6mumzI36ZzKyXVKSn069dv586d4eHh7VFcnT5dIiMjY968eVBZs2bNSk5OFuncwsJCaISOHDkSTh8wYMDMmTPt7e1bYQMhmfL19R0yZMiECRNiY2MhLz179pw9e7aoOSKqutvvLmhLdbelrgEHB4fBgwdDCcfExEDZKigoTJo0CXzVTskRUdXN+2nIyOTJkyGd6dOni9p7TtSNIO7i3h7RL1t9BcjLy69fv15TU3PMmDF9+/aV+oCov3v+/Hl1dfVx48bduHGjjSEj2pgpoqZL8E6hUCgGBgZFRUUnTpxYsmSJSIlAwd68ebOsrOyff/4B8bKxsRk2bNi///4rqjGEZAqEhslkWllZDRo06MyZM/CQOH36tKg5Iqq62+8uaEXJEFLXADyinDmAft26dQvqHWofir1Tbm2iqptEItXV1cHGN998A5cuN1NwEXbKjSDu4k5I9EspAYhqjKmp6YwZM9LT09vi8nDPqq+vB2dh7dq14GCuXLnS09OzFem0PVNETZfgnQI3ak5ODmwUFBRA1kRKpEePHlxjSktLwT+FDXB4lZSURDWGkEyBIwkyWlFRASeCfnH9KVFzRFR1ExUDlpBrhpC65maqqqqqsrISEoSihj1Qa1DsnXJrE1XdQ4cO5bbS4ALmXcxwYXfKjSAZnnsbo182Wdmtk+awsDB4yIeEhLRR3HnAjQHP5IkTJxLinnTWdAneKdCgabUx4OBwHRb4D34u7AEnCFwhUY0hJFNgQGJiIn8uUlNTwQHvlOomKgYsIdcMIXUNjBgxwpUDPCTu3LkD+QL/XdSSIerWJqq6r127Bl42+NqHDx/mNUfAE++UG0HcxZ2Q6JcEijsAbuCcOXNMTEwIEXdi256dNV2iSadJ1HSePn06bdq0Bn2vnTWRxNbWduPGjfx7tm/fzmAwOqW6iYoBS5S4t72u333ocwfxgnqfPXs2uKvwVBZ1QAhRtzZR1Q1YWVlB+x68fqgpeIAdP34cGgGdciOIu7iLJ9CW1NfXJ0qmEQRB2hWJkSpRVbXLr36LJdO1S4aoNkGXXJNafErmHS6Q3fGV1+VXv8WS6dolQ5SEdck1qcWnZN7hAtmi1lPb34Z3ydVvsWS6T8kQNSak661JLVYl8w4XyG77Q7h1XlgXW/0WS6b7lAxRrw273prUYlUy73CB7I6vvC65+i2WTPcpGaIkrOutSS1WJfMOF8gWCQxSisagMWiMRBjzDkP+igQGKUVj0Bg0RiKMeYchf1sHBilFY9AYNEYijHmHIX9bBwYpRWPQGDRGIox5hyF/RTa0kyakEGIMUYkQEheUqLCrhJQwUcYQkg5RYVcJMYaoMNGEBKQlJBF+2hg6mNibkUBjWm0PTmISAbGaHUNUIoTEBSUq7CohJUyUMYSkQ1TYVUKMISpMNCEBaQlJ5B1BoYMJicL9jrg4xoTYg5OYREDcIqYSMu2CkLighIRdfUfc3A2ijGl7OkSFXSUqsO07IsJEExKQlpBE3hEUOpiQKNzviItjTIg9OIlJ5CehuEVMbaPnTkhcUELCrhJVwkQZQ0g6RIVdbY/Atq0OE01IQFpCEnlHXOjgtkfhJtAYQuzBSUwiIG4RUwkRd0LighISdpWoEibKGELSISrsavsFtm0dbQ9IS1QiRIUOftfmKNzEGtN2e7rLJCbxp6SkBAsB6xoz1bnwR+EWhxyJW1RwXCC7BcRq5WWxKhlCMiVWg5qIWjq8613AWE3tnSmiJELcxV2s4oKK1crLYlUyhGRKrAY1EbV0eNe7gLGa2jtTREmEuIu7WMUFFauVl8WqZAjJlFgNaiJq6fCudwFjNbV3poiSCMnw3MUkLqhYrbwsViVDSKbEalATUUuHd70LGKupvTNFlESIu7iLVVxQsVp5WaxKhpBMidWgJqKWDu96FzBWU3tnisDVusVa3BEEQZA2guKOIAiC4o4gCIKguCMIgiAo7giCIAiKO4IgCNI9xV0KQRBEMCjuEizu+ABHEKQb6gOKO4IgKO4o7lh5CIKgPqC4Y+UhCIL6gOKOlYcgHcGcOXPQPBR3FHf2pcZFU1Pz4MGDqampDfbz4O3ftWuXoIv14cOHW7ZsWbRokb6+vp+fn6CrmT81Jycn/q8ghQbHr127dt26dU3avHz58uPHj2dkZDT+IcjIxo0bHz9+LOSJImV2TlM0Y3CTNjT4oSbLqi1JCTqMe8CpU6doNBrvGCqVevr06QaWCLowhEmfEBwdHc+ePdt4P+xscNkQpZ7NXKtEiXiLCTY4oNUGoLijuL+/dMrKyuh0+vbt21u8NI8cOeLr69s4hcTERC0traCgIEgqOTmZd1s2L+47duyoq6vjfQU6wn98bGzsBg6w0fj0oqIiUKg9e/Y02B8TEwOyGBcXJ+h3BZ0ofGYFndikwS3eq01KcxuTav6wvLw8qKykpCTYhv+wzQ0Z2NiSFi+M9nNFq6qqdHR03rx5w78TPsJO+KpjxL3jPXeibEBxR3H/eCWVl5eD092i3oFwgztZU1PT4EhQcwcHB5HkBjZu377t6enJ/RgaGnr16lX+4y9fvsxkMhkMxpUrV5pMEKTnxx9/5N//4MGDNWvWpKSkNG9J4xNFyqygE5s0uHXi3sakWhQLFxeXnTt3Qtbgv6urazOWNH9htKsgGhsb//vvv/x7/vnnHxMTE9iAhhe0NpYtW7ZkyRJoiPCWtObZU11dDQdra2tTKBTYgI+8A5ydnVesWDF37lzhSw8K6tq1a/BzcHXZ29sLaio13i/oxCbtb7IpBm4TnFtfX8/dAxurV6+GR7KgDKK4o7g3dNBASvbt2ydMoxJ0x9LSssGRq1atysnJEVXcMzMz9fX1uRcuqExaWhr/zQmXfg6H5cuX89+c3I3i4mIqlQpn8d+0oMWQZvOZbXyiqJlt8qMgg1sh7m1PShjxNTAw2LVr1+HDh5uxpMULo13FHSQPWhWlpaXcj7ABH7mr+WzevPnx48eVlZWw88aNG//73/8a2AONs0OHDnHLEFqEvG4oOODXX3+FtotIpWdkZASp5ebmclMTXtwFndii/fwft23bxlvEIyIigtuQEpRBFPeuI+7GL5KE/2umw1RTU/PFixctdkPD/7dv365cuZK7KDvvq4ULFwrSoOZTO3nyZEBAAHjcR48e5U/Qz8+PpztwEfN34vPgb7bDR/DFnj59KkwndYMTRc1sk/ehIIObKQ1BitD2pJopf95XIC7wkf/NROM+98YXhvDpf3TArXyF/2twLjTmzM3NuduwAV5w4/ThCQSeeAMLwb3lvSqAFhg4v7wDsrKyRO1zh9P5UxNe3AWd2KL9/B/t7Ox4/ZywAS2AZjKI4t51xH1TQIjwf4KuXfAgwD/95ZdfhHFmATqdfufOnbZ77lxPZBuHsLAw/m+PHTvm5eXF3fb09Dx+/Dj/WeDsv3r1CjzKwMBA3n4nJyddXV3eFd/k7zZ5oqiZbfJEQQa3wnNve1JCeu779+8Hp68ZS1q8MITx3DcZ3BT+r8G5GRkZenp6NRxgA+qOuz8+Ph4sh/YN94kyb968BvYsWrSI1zUPG/w9S7wuDuFLr0Fqwou7oBNbtJ//I/gWP/30UwEH2OC6GoIyiOKO3TINr6SKigphuqF59/y6devAA+Lvc29yDEOL4g5s5MC95Xj+8vz58/n9QfgIOxskmJ2dra2tzV1TmLvfw8ODQqHwPE1BljQ+UaTMNk6wGYNFFXdCkhKmz33Pnj21tbW7d++G7Wb63Ju/MDrgJeRvv/0Gjzp4yJ06dYq3ExxVqOvi4uK6ujr439jyZjx3YW6HZhzwlJQUfu2Gy4O7nZ+f37znzn+iIPsbvAng7f/jjz9YLBa0XWCj+QyiuKO4N9Qva2trcJ+FFHeuRwnXGf9oGVDV4OBg7miZ33//XXhxb/wteIsXLlzg33/x4kVu33eDs86cOePo6Mi/38fHZ/ny5TExMc3fuo1PFD6zjQ9oxmBRxZ2QpJo/DGQInm1paWnvOMNGoeK4fdBNeu7NXxgdIO6xsbFgwNatW/kHDoH9QUFB1dXVmZmZp0+fbmy5oaEhf5c0lUpti7jTaLQjR47kcoBkefv37t1rYmICzz8w4+TJk43NEHSiIPu1tLT4m568/dDAXb9+PTgZvM53QRlEcUdx/6TDFFwzuEy5i5S32A3NBRztnTt38u8JDQ3ljnPfvHmzkOPcBd1gkEJ0dDT/fvgIiTc+Kzw8nCs9/PsDAwOhwQv3QzO3Lv+JrchsgwOaMVhIRQaBgBZ325NqkBFB49zpdPrHPnFjY65T3LjPvfkL4117jnPnZw8H/j0PHz4EsVuwYIGenp6NjU3jWquqqrp58yaFA2zwejCaF/fGueN+BSp89epVuKjAX3ZwcODtBz8Gmj5QStD0BE+8yXfjTZ4oyH54ii9durRxOnAFruLA61MSlEEUdxR3RIyoqamBO5w3KAURc8R8HiyKO4o7Ii7Mnz9/69atTb4qQFDcUR9Q3BEEQXFHcUdxRxAE9QHFHSsPQRDUBxR3rDwEQVAfUNxbVXkIgiC4QDaCIAjSFfg/RrYoOQhAJAoAAAAASUVORK5CYII= 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DEL ATLANTIC|3,150|2028-03 EUR 155925.00 0.11 155771.00 0.12 XS1657934714 Obligaciones|CELLNEX TELECOM SAU|3,074|2027-08- EUR 204202.00 0.14 204062.00 0.15 ES0309260000 Bonos|AMPER|8,500|2029-07-23 EUR 508874.00 0.35 501808.00 0.37 ES0305703003 Bonos|VISALIA ENERGIA|7,250|2029-12-04 EUR 519100.00 0.35 509720.00 0.38 ES0211839255 Obligaciones|AUTOP. DEL ATLANTIC|2,100|2031-12 EUR 186829.00 0.13 188217.00 0.14 ES0236463008 Obligaciones|AUDAX RENOVABLES SA|4,200|2027-12- EUR 2015874.00 1.37 1620576.00 1.20 ES0244251023 Obligaciones|CAJA ZARAGOZA ARAGON|1,125|2027-12 EUR 588131.00 0.40 581058.00 0.43 ES0265936031 Obligaciones|ABANCA CORP BANCARIA|5,250|2028-09 EUR 210410.00 0.14 211388.00 0.16 ES0280907041 Obligaciones|UNICAJA|5,500|2034-06-22 EUR 318000.00 0.22 317925.00 0.24 ES0343307023 Bonos|KUTXABANK|4,000|2028-02-01 EUR 408356.00 0.28 409372.00 0.30 ES0378165015 Bonos|TECNICAS REUNIDAS &|5,400|2028-04-24 EUR 1527213.00 1.04 1530100.00 1.13 ES0415306101 Bonos|CAIXABANK|3,000|2027-04-26 EUR 302937.00 0.21 303876.00 0.23 ES0844251019 Obligaciones|CAJA ZARAGOZA ARAGON|2,281|2070-10 EUR 443696.00 0.30 441272.00 0.33 XS2355632584 Obligaciones|GRUPO ANTOLIN IRAUSA|1,750|2028-04 EUR 0.00 0.00 198729.00 0.15 ES0205709001 Bonos|GRUPO GREENING 2022|7,500|2030-02-24 EUR 101131.00 0.07 100161.00 0.07 ES0305663009 Bonos|CORP CONFIDERE|6,000|2030-03-03 EUR 699086.00 0.47 709440.00 0.53 ES0880907003 Obligaciones|UNICAJA|1,218|2070-11-18 EUR 806096.00 0.55 795208.00 0.59 ES0344251014 Bonos|CAJA ZARAGOZA ARAGON|5,625|2027-06-07 EUR 306378.00 0.21 308490.00 0.23 ES0214974075 Obligaciones|BANCO BILBAO VIZCAYA|0,946|2049-03 EUR 744540.00 0.51 741158.00 0.55 ES0265936049 Obligaciones|ABANCA CORP BANCARIA|8,375|2033-09 EUR 679002.00 0.46 679824.00 0.50 ES0305198022 Bonos|EMPRESA NAVIERA ELCA|4,875|2026-07-16 EUR 0.00 0.00 295365.00 0.22 ES0305626006 Bonos|INMOBILIARIA DEL SUR|4,000|2026-12-10 EUR 293824.00 0.20 293208.00 0.22 ES0313040083 Bonos|BANCA MARCH, S.A.|3,373|2028-11-28 EUR 1200528.00 0.82 1203816.00 0.89 ES0422714206 Bonos|CAJA RURAL INTERMEDI|3,375|2029-07-25 EUR 511165.00 0.35 512500.00 0.38 ES0865936019 Obligaciones|ABANCA CORP BANCARIA|1,500|2070-10 EUR 201934.00 0.14 203052.00 0.15 NO0013219477 Bonos|FERTIBERIA CORPORATE|1,946|2028-05-08 EUR 1334890.00 0.91 1333187.00 0.99 US05971KAG40 Obligaciones|BSCH FINANCE LTD|1,374|2030-12-03 USD 619251.00 0.42 604792.00 0.45 XS1684805556 Obligaciones|ACCIONA|4,250|2030-12-20 EUR 1000810.00 0.68 997350.00 0.74 XS1795406658 Obligaciones|TELEFONICA EUROPE BV|3,875|2060-09 EUR 301983.00 0.21 301824.00 0.22 XS2036691868 Obligaciones|ACCIONA|1,517|2026-08-06 EUR 0.00 0.00 196819.00 0.15 XS2244941147 Obligaciones|IBERDROLA FINANZAS|2,250|2069-04-2 EUR 382408.00 0.26 380316.00 0.28 XS2286011528 Obligaciones|BANCO DE SABADELL|2,500|2031-04-15 EUR 699580.00 0.47 698138.00 0.52 XS2289797248 Obligaciones|NORTEGAS ENERGIA DIS|0,905|2031-01 EUR 609126.00 0.41 602091.00 0.45 XS2293060658 Obligaciones|TELEFONICA EUROPE BV|2,376|2070-05 EUR 474645.00 0.32 469035.00 0.35 XS2300169419 Obligaciones|ACCIONA|1,862|2028-02-15 EUR 579990.00 0.39 579132.00 0.43 XS2332590632 Obligaciones|BANCO DE CREDITO SOC|5,250|2031-11 EUR 912834.00 0.62 913815.00 0.68 XS2383811424 Obligaciones|BANCO DE CREDITO SOC|1,750|2028-03 EUR 593310.00 0.40 590814.00 0.44 XS2385393405 Obligaciones|PULEVA|1,000|2027-09-15 EUR 388444.00 0.26 387064.00 0.29 XS2462605671 Obligaciones|TELEFONICA EUROPE BV|7,125|2070-11 EUR 329751.00 0.22 329730.00 0.24 XS2468952879 Obligaciones|ACCIONA|2,458|2030-04-13 EUR 467825.00 0.32 465854.00 0.35 XS2560385796 Bonos|ACS|4,750|2026-11-30 EUR 101467.00 0.07 102202.00 0.08 XS2661068234 Obligaciones|SERVICIOS MEDIO AMBI|5,250|2029-10 EUR 538560.00 0.37 539965.00 0.40 XS2711320775 Obligaciones|GRUPO EROSKI|5,312|2029-04-30 EUR 533245.00 0.36 538915.00 0.40 XS2748213290 Obligaciones|IBERDROLA FINANZAS|4,871|2070-04-1 EUR 316278.00 0.21 314484.00 0.23 XS2782109016 Obligaciones|BANCO DE SABADELL|4,250|2030-09-13 EUR 104848.00 0.07 105026.00 0.08 XS2800064912 Obligaciones|CEPSA|4,125|2031-04-11 EUR 514080.00 0.35 510295.00 0.38 XS2828917943 Obligaciones|REDEXIS|4,375|2031-05-30 EUR 613584.00 0.42 615492.00 0.46 XS2848960683 Obligaciones|EL CORTE INGLES|4,250|2031-06-26 EUR 104730.00 0.07 103520.00 0.08 XS2905583014 Obligaciones|SERVICIOS MEDIO AMBI|3,715|2031-10 EUR 101381.00 0.07 100518.00 0.07 XS2908178119 Obligaciones|NATURGY ENERGY GROUP|3,625|2034-10 EUR 298605.00 0.20 296715.00 0.22 XS2933536034 Obligaciones|NEINOR HOMES SLU|2,937|2030-02-15 EUR 524695.00 0.36 520165.00 0.39 XS2937255193 Obligaciones|ABERTIS INFRAESTRUCT|4,870|2070-02 EUR 516045.00 0.35 511950.00 0.38 ES0305072029 Bonos|GRUPOPIKOLIN|5,650|2030-05-20 EUR 1303702.00 0.89 1301260.00 0.96 ES0305561005 Bonos|PARLEM TELECOM|8,000|2028-06-17 EUR 203113.00 0.14 199803.00 0.15 ES0205695002 Bonos|AGOTZAINA|6,150|2030-07-04 EUR 398488.00 0.27 0.00 0.00 XS3091931058 Bonos|EDREAMS ODIGEO|2,437|2030-12-30 EUR 506865.00 0.34 0.00 0.00 ES0336463015 Bonos|AUDAX RENOVABLES SA|5,850|2028-11-17 EUR 604863.00 0.41 0.00 0.00 28912627.00 19.63 27626367.00 20.49 ES0305542005 Bonos|VALFORTEC|4,500|2026-03-23 EUR 895776.00 0.61 883236.00 0.65 ES0305293005 Bonos|GREENALIA SA|2,475|2025-12-15 EUR 1193258.00 0.81 897642.00 0.67 ES0305198022 Bonos|EMPRESA NAVIERA ELCA|4,875|2026-07-16 EUR 296358.00 0.20 0.00 0.00 XS1764050156 Obligaciones|INDRA SISTEMAS|2,900|2026-02-01 EUR 299612.00 0.20 299186.00 0.22 XS2036691868 Obligaciones|ACCIONA|1,517|2026-08-06 EUR 197399.00 0.13 0.00 0.00 XS2202744384 Obligaciones|CEPSA|2,250|2026-02-13 EUR 99934.00 0.07 99898.00 0.07 XS2596338348 Bonos|ACCIONA|4,900|2025-10-30 EUR 300257.00 0.20 301273.00 0.22 3282594.00 2.23 2481235.00 1.84 32195221.00 21.86 30107602.00 22.33 ES0576156386 Pagarés|SA DE OBRAS SERVICIO|2026-02-13 EUR 865808.00 0.59 866548.00 0.64 ES0576156360 Pagarés|SA DE OBRAS SERVICIO|2025-10-20 EUR 476204.00 0.32 476904.00 0.35 ES0505555518 Pagarés|NIMO'S HOLDING|4,039|2025-11-18 EUR 588421.00 0.40 588617.00 0.44 ES0505848004 Pagarés|COX ABG GROUP|4,450|2025-09-30 EUR 0.00 0.00 494361.00 0.37 ES0505280976 Pagarés|NEXUS ENERGIA|3,290|2025-10-07 EUR 496005.00 0.34 0.00 0.00 ES0554653537 Pagarés|INMOBILIARIA DEL SUR|3,250|2025-11-27 EUR 98941.00 0.07 0.00 0.00 XS3144162107 Pagarés|FICANTIERI|2,600|2025-10-02 EUR 497792.00 0.34 0.00 0.00 ES0505555534 Pagarés|NIMO'S HOLDING|3,500|2025-12-23 EUR 297245.00 0.20 0.00 0.00 ES0554653545 Pagarés|INMOBILIARIA DEL SUR|3,150|2026-01-27 EUR 197915.00 0.13 0.00 0.00 PTME1RJM0127 Pagarés|MOTA-ENGIL, -SGPS, S|1,248|2025-12-29 EUR 493603.00 0.34 0.00 0.00 4011934.00 2.72 2426430.00 1.80 36207155.00 24.58 32534032.00 24.13 36207155.00 24.58 32534032.00 24.13 AT0000A2HLC4 Obligaciones|REPUBLIC OF AUSTRIA|0,850|2070-06- EUR 92028.00 0.06 96168.00 0.07 FR0014001NN8 Obligaciones|FRANCE|0,500|2072-05-25 EUR 153546.00 0.10 163884.00 0.12 IT0005611790 Bonos|MCC SPA|3,750|2029-09-20 EUR 619710.00 0.42 620766.00 0.46 IT0005582876 Obligaciones|CASSA DEPOSITI PREST|3,625|2030-01 EUR 513955.00 0.35 516490.00 0.38 IT0005611055 Bonos|BUONI POLIENNALI DEL|1,500|2029-10-01 EUR 1015310.00 0.69 1019250.00 0.76 US912810TN81 Obligaciones|ESTADO USA|1,812|2053-02-15 USD 422155.00 0.29 416618.00 0.31 USQ82780AF65 Obligaciones|SANTOS FINANCE LTD|1,824|2031-04-2 USD 238919.00 0.16 236687.00 0.18 XS2339399946 Obligaciones|ANDORRA INTERNATINAL|1,250|2031-05 EUR 538704.00 0.37 537498.00 0.40 XS2445667236 Bonos|ANDORRA INTERNATINAL|1,250|2027-02-23 EUR 685958.00 0.47 684817.00 0.51 XS2532681074 Bonos|FERROVIE DELLO STATO|3,750|2027-04-14 EUR 610896.00 0.41 613836.00 0.46 XS2619991883 Bonos|ESTADO SAN MARINO|6,500|2027-01-19 EUR 412992.00 0.28 413940.00 0.31 XS2754067242 Obligaciones|ESTADOS UNIDOS DE MÉ|4,489|2032-05 EUR 515210.00 0.35 506155.00 0.38 XS2792180197 Bonos|ISLANDSBANKI|4,625|2028-03-27 EUR 208316.00 0.14 209620.00 0.16 XS2975303483 Obligaciones|REPUBLIC OF CHILE|3,750|2032-01-14 EUR 819144.00 0.56 815496.00 0.60 6846843.00 4.65 6851225.00 5.08 PTOTVMOE0000 Obligaciones|ESTADO PORTUGUES|1,803|2025-07-23 EUR 0.00 0.00 1000300.00 0.74 US465410CA47 Obligaciones|ESTADO ITALIANO|0,625|2026-02-17 USD 421227.00 0.29 416585.00 0.31 421227.00 0.29 1416885.00 1.05 PTMEN1OM0008 Bonos|MOTA-ENGIL, -SGPS, S|3,625|2028-06-12 EUR 1039810.00 0.71 1028704.00 0.76 XS2668070662 Bonos|MAIRE TECNIMONT|3,250|2028-10-05 EUR 524296.00 0.36 520276.00 0.39 FR001400L9Q7 Obligaciones|VALEO|5,875|2029-04-12 EUR 968247.00 0.66 959859.00 0.71 FR001400QR21 Obligaciones|GROUPAMA S.A.|3,250|2070-07-16 EUR 1368783.00 0.93 1346631.00 1.00 PTFIDAOM0000 Obligaciones|FIDELIDADE CIA SEGUR|3,875|2070-11 EUR 439564.00 0.30 432836.00 0.32 PTFIDBOM0009 Obligaciones|FIDELIDADE CIA SEGUR|4,250|2031-09 EUR 404896.00 0.27 402500.00 0.30 US501797AL82 Obligaciones|L BRANDS|3,437|2035-11-01 USD 287603.00 0.20 286093.00 0.21 USG84228AT58 Obligaciones|STANDARD CHARTERED P|1,514|2049-07 USD 413028.00 0.28 405243.00 0.30 USN30707AG37 Obligaciones|ENEL|1,750|2028-04-06 USD 502436.00 0.34 496830.00 0.37 XS0221627135 Obligaciones|UNION FENOSA PREFERE|0,907|2049-12 EUR 709505.00 0.48 553000.00 0.41 XS1048428442 Obligaciones|VOLKSWAGEN INTL FINA|4,625|2049-03 EUR 201232.00 0.14 201930.00 0.15 XS1109765005 Obligaciones|INTESA SANPAOLO|3,928|2026-09-15 EUR 0.00 0.00 456467.00 0.34 XS1489814340 Obligaciones|AXA|2,250|2070-09-15 USD 313315.00 0.21 307048.00 0.23 XS1657934714 Obligaciones|CELLNEX TELECOM SAU|2,396|2027-08- EUR 306304.00 0.21 306094.00 0.23 XS1698218523 Obligaciones|TELECOM ITALIA|2,375|2027-10-12 EUR 201174.00 0.14 201162.00 0.15 XS2051670300 Obligaciones|BLACKSTONE GROUP A|1,750|2029-03-1 EUR 571836.00 0.39 567294.00 0.42 XS2056730679 Obligaciones|INFINEON TECHNOLOGIE|3,625|2049-04 EUR 302424.00 0.21 300447.00 0.22 XS2121441856 Obligaciones|UNICREDITO ITALIANO|1,937|2049-12- EUR 197622.00 0.13 196604.00 0.15 XS2211183244 Obligaciones|PROSUS NV|1,539|2028-08-03 EUR 193084.00 0.13 191406.00 0.14 XS2357281174 Bonos|NH HOTELES|2,000|2026-07-02 EUR 0.00 0.00 500955.00 0.37 XS2833374486 Obligaciones|CREDIT ANDORRA|7,500|2034-10-19 EUR 614089.00 0.42 604373.00 0.45 BE6355549120 Bonos|AZELIS FINANCE NV|2,375|2029-09-25 EUR 413836.00 0.28 412420.00 0.31 FI4000562202 Bonos|HUHTAMAKI|5,125|2028-11-24 EUR 529830.00 0.36 530480.00 0.39 PTCCCOOM0004 Bonos|CRL CREDITO AGRICOLA|3,625|2030-01-29 EUR 505790.00 0.34 505030.00 0.37 XS2823936039 Bonos|US BANCORP|0,832|2028-05-21 EUR 501105.00 0.34 500190.00 0.37 AT0000A34CN3 Bonos|BANCA COMERCIALA ROM|7,625|2027-05-19 EUR 413156.00 0.28 416228.00 0.31 AT0000A36XD5 Obligaciones|ERSTE GROUP BANK|4,250|2070-04-15 EUR 451280.00 0.31 448972.00 0.33 BE0002735166 Obligaciones|BEKAERT NV|2,750|2027-10-23 EUR 496580.00 0.34 496045.00 0.37 BE6342251038 Obligaciones|ELIA GROUP|5,850|2070-06-15 EUR 210592.00 0.14 209820.00 0.16 BE6357126372 Obligaciones|BELFIUS SUST MEDIUM|3,062|2070-05- EUR 413784.00 0.28 404708.00 0.30 CH0593093229 Obligaciones|EFG INTERNATIONAL AG|5,500|2060-03 USD 333070.00 0.23 327848.00 0.24 DE000A351WB9 Bonos|SIXT AG|5,125|2027-10-09 EUR 940680.00 0.64 946170.00 0.70 DE000A4DFLP8 Bonos|SCHAEFFLER AG|4,250|2028-04-01 EUR 610026.00 0.41 604740.00 0.45 DE000CZ45WB5 Obligaciones|COMMERZBANK AG|7,875|2070-04-09 EUR 226088.00 0.15 222422.00 0.16 DE000DL19WG7 Obligaciones|DEUTSCHE BANK|6,750|2070-04-30 EUR 210644.00 0.14 206528.00 0.15 DE000DL19WN3 Obligaciones|DEUTSCHE BANK|4,000|2032-06-24 EUR 202592.00 0.14 202712.00 0.15 ES0305668016 Obligaciones|PENSIUM ESG|2,375|2031-06-25 EUR 298155.00 0.20 299008.00 0.22 ES0305695001 Bonos|AGOTZAINA|6,750|2028-12-04 EUR 504955.00 0.34 504625.00 0.37 FI4000399696 Obligaciones|CARGOTEC CORP-B SHAR|1,625|2026-09 EUR 0.00 0.00 395128.00 0.29 FR0010167247 Obligaciones|CNP ASSURANCES|5,687|2049-03-11 EUR 397605.00 0.27 394910.00 0.29 FR0013322823 Obligaciones|SCOR SE|2,625|2069-09-13 USD 327050.00 0.22 312522.00 0.23 FR0013455854 Obligaciones|LA MONDIALE|2,187|2089-04-24 EUR 298056.00 0.20 297591.00 0.22 FR0013533999 Obligaciones|CREDIT AGRICOLE SA|1,000|2068-12-2 EUR 299082.00 0.20 296958.00 0.22 FR0014002PC4 Obligaciones|TIKEJHAU CAPITAL|1,625|2029-03-31 EUR 475180.00 0.32 473070.00 0.35 FR0014003XY0 Obligaciones|MUTUELLE ASSURANCE|1,750|2070-12-2 EUR 1238029.00 0.84 1224756.00 0.91 FR001400EFQ6 Obligaciones|ELECTRICITE DE FRANC|7,500|2049-12 EUR 219970.00 0.15 220732.00 0.16 FR001400F067 Obligaciones|CREDIT AGRICOLE SA|1,812|2070-12-2 EUR 323424.00 0.22 323814.00 0.24 FR001400F0U6 Bonos|RCI BANQUE S.A.|4,625|2026-07-13 EUR 0.00 0.00 406732.00 0.30 FR001400F620 Obligaciones|CNP ASSURANCES|5,250|2053-07-18 EUR 1080400.00 0.73 1075710.00 0.80 FR001400JEA2 Bonos|BANQUE STELLANTIS FR|4,000|2027-01-21 EUR 203546.00 0.14 204410.00 0.15 FR001400M8W6 Obligaciones|COFACE|5,750|2033-11-28 EUR 1131700.00 0.77 1118670.00 0.83 FR001400O671 Obligaciones|BPCE|4,875|2036-02-26 EUR 526460.00 0.36 525480.00 0.39 FR001400RIX8 Obligaciones|CNP ASSURANCES|4,875|2054-07-16 EUR 529435.00 0.36 525350.00 0.39 FR001400TRD7 Obligaciones|VERALLIA|3,875|2032-11-04 EUR 499345.00 0.34 498365.00 0.37 FR001400WK95 Bonos|RCI BANQUE S.A.|3,500|2028-01-17 EUR 506510.00 0.34 507745.00 0.38 FR001400XHW0 Bonos|AYVENS|0,792|2027-11-19 EUR 702814.00 0.48 701575.00 0.52 FR001400YCA5 Bonos|BNP PARIBAS SA|0,819|2029-03-20 EUR 1204080.00 0.82 1200552.00 0.89 IT0005580102 Obligaciones|UNICREDITO ITALIANO|5,375|2034-04- EUR 212402.00 0.14 211516.00 0.16 IT0005596207 Obligaciones|UNIPOLSAI SPA|4,900|2034-05-23 EUR 210836.00 0.14 209844.00 0.16 IT0005597379 Obligaciones|HANSON|3,250|2031-05-28 EUR 407072.00 0.28 407668.00 0.30 NO0013331223 Bonos|GOLAR LNG|3,875|2029-09-19 USD 863246.00 0.59 855931.00 0.63 PTBSPHOM0027 Obligaciones|BANCO SANTANDER TOTT|3,250|2031-02 EUR 511575.00 0.35 512870.00 0.38 US40428HA448 Bonos|HSBC BANK USA|2,647|2027-03-04 USD 433386.00 0.29 431658.00 0.32 US44891CBP77 Obligaciones|HYUNDAI CAPITAL AMER|1,187|2027-10 USD 163898.00 0.11 161601.00 0.12 US44891CCR25 Obligaciones|HYUNDAI CAPITAL AMER|3,250|2029-01 USD 451359.00 0.31 447067.00 0.33 US47233JAG31 Obligaciones|JEFFERIES GROUP|2,425|2027-01-15 USD 257645.00 0.17 256667.00 0.19 US48123UAB08 Obligaciones|JP MORGAN CHASE & CO|1,396|2047-05 USD 150589.00 0.10 150354.00 0.11 US87927VAM00 Obligaciones|TELECOM ITALIA|3,000|2034-09-30 USD 259659.00 0.18 254907.00 0.19 USG59669AF11 Bonos|MEITUAN|2,312|2029-10-02 USD 256043.00 0.17 254647.00 0.19 USJ64264AG96 Bonos|RAKUTEN|5,625|2027-02-15 USD 369503.00 0.25 368585.00 0.27 USP1S81BAB48 Obligaciones|BBVA BANCOMER TEXAS|4,062|2039-01- USD 185341.00 0.13 176239.00 0.13 USU0507QAA59 Obligaciones|AXALTA COATING SYSTE|2,375|2027-06 USD 254458.00 0.17 253389.00 0.19 USY5257YAJ65 Obligaciones|LENOVO GROUP|1,710|2030-11-02 USD 242116.00 0.16 236959.00 0.18 USY7140QAA95 Obligaciones|CIKARANG LISTRINDO|2,825|2035-03-1 USD 258575.00 0.18 252816.00 0.19 USY77108AF80 Obligaciones|KIAOMI CLASS B|2,050|2051-07-14 USD 277659.00 0.19 260851.00 0.19 XS1439749364 Obligaciones|TEVA PHARMACEUTICAL|1,625|2028-10- EUR 190746.00 0.13 188970.00 0.14 XS1501166869 Obligaciones|TOTAL FINA|3,369|2070-10-06 EUR 301281.00 0.20 301242.00 0.22 XS1700709683 Obligaciones|ASR NEDERLAND NV|2,312|2060-10-19 EUR 0.00 0.00 300528.00 0.22 XS1732478265 Obligaciones|ROADSTER FINANCE DAC|2,375|2027-12 EUR 788984.00 0.54 783664.00 0.58 XS1799939027 Obligaciones|VOLKSWAGEN INTL FINA|4,625|2070-06 EUR 304938.00 0.21 300960.00 0.22 XS1877860533 Obligaciones|RABOBANK NEDERLAND|2,312|2070-12-2 EUR 200712.00 0.14 200756.00 0.15 XS1963834251 Obligaciones|UNICREDITO ITALIANO|3,750|2070-12- EUR 206254.00 0.14 207870.00 0.15 XS2034980479 Obligaciones|CELLNEX TELECOM SAU|1,900|2029-07- EUR 94498.00 0.06 94025.00 0.07 XS2069040389 Obligaciones|ANIMA HOLDING|1,750|2026-10-23 EUR 992300.00 0.67 988490.00 0.73 XS2190979489 Obligaciones|EUSTREAM|1,625|2027-06-25 EUR 489455.00 0.33 485505.00 0.36 XS2196324011 Obligaciones|EXXON MOBIL CORP|1,408|2039-06-26 EUR 438678.00 0.30 435024.00 0.32 XS2208302179 Obligaciones|AZZURRA AEROPORTI|1,312|2027-05-30 EUR 796696.00 0.54 790600.00 0.59 XS2223762381 Obligaciones|INTESA SANPAOLO|2,750|2040-03-01 EUR 258583.00 0.18 255745.00 0.19 XS2262806933 Obligaciones|INTESA SANPAOLO|2,375|2030-12-22 EUR 1184150.00 0.80 1166875.00 0.87 XS2288109676 Obligaciones|TELECOM ITALIA|1,625|2029-01-18 EUR 286647.00 0.19 285201.00 0.21 XS2342732562 Obligaciones|VOLKSWAGEN INTL FINA|3,748|2060-12 EUR 99886.00 0.07 98681.00 0.07 XS2358483258 Obligaciones|VMED 02 UK FINANCIAL|2,250|2031-07 GBP 315199.00 0.21 313995.00 0.23 XS2363235107 Obligaciones|DEUTSCHE LUFTHANSA.|3,500|2029-07- EUR 406848.00 0.28 408420.00 0.30 XS2380124227 Obligaciones|CASTELLUM AB|3,125|2070-03-02 EUR 595350.00 0.40 588558.00 0.44 XS2384717703 Obligaciones|UTMOST GROUP|2,000|2031-12-15 GBP 926306.00 0.63 917711.00 0.68 XS2391779134 Obligaciones|BRITISH AMERICAN TOB|3,000|2070-12 EUR 399932.00 0.27 397956.00 0.30 XS2403519601 Bonos|BLACKSTONE GROUP A|1,750|2026-11-30 EUR 688877.00 0.47 687736.00 0.51 XS2456432413 Obligaciones|RABOBANK NEDERLAND|2,437|2070-12-2 EUR 607824.00 0.41 200130.00 0.15 XS2463450408 Obligaciones|INTESA SANPAOLO|3,187|2060-09-30 EUR 210812.00 0.14 208928.00 0.15 XS2532478430 Bonos|TEREOS FINANCE GROUP|3,625|2028-04-15 EUR 309534.00 0.21 309885.00 0.23 XS2576362839 Bonos|BANK OF IRELAND GROU|4,875|2028-07-16 EUR 416480.00 0.28 419260.00 0.31 XS2577396430 Bonos|PIRELLI & C. SPA|4,250|2028-01-18 EUR 206524.00 0.14 207074.00 0.15 XS2602037629 Obligaciones|NN GROUP NV|3,187|2070-09-12 EUR 212984.00 0.14 210466.00 0.16 XS2610457967 Obligaciones|AXA|5,500|2043-07-11 EUR 331788.00 0.23 329643.00 0.24 XS2630111982 Bonos|BAYER|4,000|2026-08-26 EUR 0.00 0.00 815040.00 0.60 XS2638560156 Bonos|CESKA SPORITELNA|5,943|2027-06-29 EUR 307023.00 0.21 309030.00 0.23 XS2641055012 Bonos|NOVA LJUBLJANSKA BAN|7,125|2027-06-27 EUR 618234.00 0.42 622650.00 0.46 XS2641794081 Bonos|ALPERIA|5,701|2028-07-05 EUR 213370.00 0.14 215136.00 0.16 XS2678749990 Obligaciones|ASSICURAZIONI GENERA|5,272|2033-09 EUR 548315.00 0.37 546510.00 0.41 XS2679765037 Bonos|LANDSBANKI ISLANDS|6,375|2027-03-12 EUR 316503.00 0.21 317985.00 0.24 XS2696224315 Obligaciones|PIAGGIO CSPA|3,250|2030-10-05 EUR 961902.00 0.65 962010.00 0.71 XS2710354544 Bonos|BANKING NATIONWIDE B|4,500|2026-11-01 EUR 1228080.00 0.83 1235088.00 0.92 XS2716891440 Bonos|EPH FIN INTERNATIONA|6,651|2028-11-13 EUR 217616.00 0.15 216822.00 0.16 XS2737652474 Obligaciones|AXA|3,187|2070-07-16 EUR 323541.00 0.22 318456.00 0.24 XS2761358055 Obligaciones|ACHMEA BV|3,000|2034-02-07 EUR 899694.00 0.61 896967.00 0.67 XS2762369549 Obligaciones|BANCO BILBAO VIZCAYA|4,875|2036-02 EUR 317358.00 0.22 314673.00 0.23 XS2775027043 Obligaciones|AUTOSTRADE S.P.A.|4,250|2032-06-28 EUR 622926.00 0.42 621510.00 0.46 XS2778270772 Bonos|GROUPE FNAC|3,000|2029-04-01 EUR 209326.00 0.14 209960.00 0.16 XS2779814750 Bonos|LANDSBANKI ISLANDS|5,000|2028-05-13 EUR 210866.00 0.14 210770.00 0.16 XS2791973055 Bonos|TOYOTA MOTOR CORPORA|0,766|2028-03-22 EUR 502145.00 0.34 501100.00 0.37 XS2798125907 Obligaciones|ATRADIUS FINANCE|5,000|2034-04-17 EUR 640488.00 0.43 626784.00 0.46 XS2800653581 Bonos|CA AUTOBANK SPA|3,750|2027-04-12 EUR 305490.00 0.21 306207.00 0.23 XS2802883731 Obligaciones|DUFRY AG|2,375|2031-04-18 EUR 103581.00 0.07 102786.00 0.08 XS2802891833 Bonos|PORSCHE AG|3,750|2029-09-27 EUR 1310244.00 0.89 1314781.00 0.97 XS2803804314 Obligaciones|POSTNL|4,750|2031-06-12 EUR 831504.00 0.56 828648.00 0.61 XS2807518639 Bonos|TELE DANMARK|5,186|2029-08-02 EUR 631242.00 0.43 628254.00 0.47 XS2815984732 Obligaciones|DEUTSCHE LUFTHANSA.|4,000|2030-05- EUR 937863.00 0.64 939510.00 0.70 XS2822505439 Bonos|EPH FIN INTERNATIONA|5,875|2029-11-30 EUR 539310.00 0.37 533925.00 0.40 XS2828830153 Obligaciones|PHOENIX GROUP HOLDIN|4,250|2070-12 USD 914183.00 0.62 886171.00 0.66 XS2829201404 Bonos|COTY INC-CL A|2,250|2027-05-15 EUR 510265.00 0.35 509000.00 0.38 XS2831758474 Obligaciones|ATHORA HOLDING|5,875|2034-09-10 EUR 543840.00 0.37 525445.00 0.39 XS2844410287 Bonos|RADIOTELEVISIONE ITA|4,375|2029-07-10 EUR 831224.00 0.56 830592.00 0.62 XS2847665390 Obligaciones|NIBC BANK NV|4,125|2070-07-04 EUR 665274.00 0.45 646044.00 0.48 XS2852136816 Bonos|CMA CGM|2,750|2029-07-15 EUR 207922.00 0.14 206686.00 0.15 XS2884012332 Bonos|POZAVAROVALNICA SAVA|5,200|2029-10-04 EUR 794261.00 0.54 795042.00 0.59 XS2891752888 Bonos|SCANDINAVIAN TOBACCO|4,875|2029-09-12 EUR 103998.00 0.07 103520.00 0.08 XS2897322769 Bonos|TRIODOS BANK|4,875|2029-09-12 EUR 932715.00 0.63 935163.00 0.69 XS2898168443 Obligaciones|BANK OF IRELAND GROU|3,187|2070-09 EUR 313200.00 0.21 307473.00 0.23 XS2922957746 Bonos|FORTUNE STAR BVI|4,250|2028-05-19 USD 268025.00 0.18 256262.00 0.19 XS2972971399 Bonos|NOVA LJUBLJANSKA BAN|3,500|2029-01-21 EUR 707294.00 0.48 703990.00 0.52 US00206R3003 Bonos|AT&T INC.|1,337|2066-11-01 USD 490843.00 0.33 471178.00 0.35 DK0004134020 Obligaciones|DANMARKS SKIBSKREDIT|3,250|2031-03 EUR 702730.00 0.48 705103.00 0.52 FR001400YPL4 Obligaciones|TIKEJHAU CAPITAL|4,250|2031-04-08 EUR 511250.00 0.35 405472.00 0.30 XS2582360330 Obligaciones|DEXIA BANQUE INTL A|6,000|2033-05- EUR 516410.00 0.35 511935.00 0.38 XS3040382098 Obligaciones|CEZ|4,125|2033-04-30 EUR 813192.00 0.55 809288.00 0.60 XS3062665867 Bonos|PERSHING SQUARE HOLD|2,125|2030-04-29 EUR 1022470.00 0.69 1009900.00 0.75 FR001400ZB28 Bonos|BANQUE FED CRED MUTU|3,000|2030-05-07 EUR 498925.00 0.34 499005.00 0.37 XS3067397789 Obligaciones|AEROPORTI DI ROMA SP|3,625|2032-06 EUR 605550.00 0.41 599808.00 0.44 XS1602130947 Obligaciones|LEVI STRAUSS & CO|1,687|2027-03-15 EUR 0.00 0.00 239038.00 0.18 FR001400WJR8 Obligaciones|VALEO|5,125|2031-05-20 EUR 308760.00 0.21 302364.00 0.22 XS3074459994 Obligaciones|ABERTIS INFRAESTRUCT|4,746|2070-02 EUR 204786.00 0.14 203408.00 0.15 XS3076304602 Obligaciones|PRYSMIAN SPA|5,250|2070-08-21 EUR 313302.00 0.21 308307.00 0.23 XS1751476679 Obligaciones|LA MONDIALE|2,400|2048-01-18 USD 168608.00 0.11 165880.00 0.12 XS3071337847 Bonos|SACYR|4,750|2030-05-29 EUR 2983781.00 2.03 2933843.00 2.18 FRCASA010167 Cupón Cero|CREDIT AGRICOLE SA|3,458|2031-11-15 EUR 643871.00 0.44 695957.00 0.52 FRCASA010167 Cupón Cero|CREDIT AGRICOLE SA|3,372|2031-11-15 EUR 321852.00 0.22 0.00 0.00 FRCASA010167 Cupón Cero|CREDIT AGRICOLE SA|3,500|2031-11-15 EUR 539389.00 0.37 0.00 0.00 XS3090080733 Obligaciones|BANCO DE CREDITO SOC|3,500|2031-06 EUR 605100.00 0.41 600990.00 0.45 XS3029358317 Bonos|ACS|3,750|2030-06-11 EUR 798920.00 0.54 796952.00 0.59 BE6363767821 Obligaciones|AGEAS|4,625|2056-05-02 EUR 510555.00 0.35 501545.00 0.37 XS3093716663 Bonos|INVESTEC PLC|0,763|2028-06-18 EUR 806640.00 0.55 802312.00 0.59 XS3103647031 Obligaciones|PIRAEUS BANK|3,375|2070-06-30 EUR 209326.00 0.14 201012.00 0.15 XS2333564503 Obligaciones|DUFRY AG|1,687|2028-04-15 EUR 1000950.00 0.68 0.00 0.00 XS2385390724 Obligaciones|HLDNG INFRAMETRIERS|0,625|2028-09- EUR 552636.00 0.38 0.00 0.00 XS3124962088 Obligaciones|EL CORTE INGLES|3,500|2033-07-24 EUR 493365.00 0.33 0.00 0.00 AT000B122403 Obligaciones|VOLKSBANK|3,625|2031-09-09 EUR 1399944.00 0.95 0.00 0.00 XS3170907060 Bonos|INTL CONSOLIDATED AI|3,352|2030-09-11 EUR 501535.00 0.34 0.00 0.00 FR0014012PH2 Obligaciones|BNP PARIBAS SA|3,494|2033-09-17 EUR 498305.00 0.34 0.00 0.00 XS3193932699 Bonos|GESTAMP|2,187|2030-10-15 EUR 251245.00 0.17 0.00 0.00 XS3025437982 Obligaciones|ALSTRIA OFFICE REIT-|5,500|2031-03 EUR 1041260.00 0.71 0.00 0.00 FR00140102F4 Obligaciones|TISSEO COLLECTIVITIE|4,110|2038-06 EUR 298869.00 0.20 0.00 0.00 84014916.00 57.04 79058522.00 58.63 XS2053346297 Obligaciones|ALSTRIA OFFICE REIT-|0,500|2025-09 EUR 0.00 0.00 981800.00 0.73 US055291AC24 Obligaciones|BBVA GLOBAL FINANCE|3,500|2025-12- USD 170799.00 0.12 170931.00 0.13 XS1109765005 Obligaciones|INTESA SANPAOLO|3,928|2026-09-15 EUR 455864.00 0.31 0.00 0.00 DE000A289Q91 Bonos|SHAEFFLER|2,750|2025-10-12 EUR 400108.00 0.27 400068.00 0.30 FI4000399696 Obligaciones|CARGOTEC CORP-B SHAR|1,625|2026-09 EUR 395884.00 0.27 0.00 0.00 FR001400F0U6 Bonos|RCI BANQUE S.A.|4,625|2026-07-13 EUR 404644.00 0.27 0.00 0.00 FR001400L4Y2 Bonos|ALD|0,846|2025-10-06 EUR 800112.00 0.54 801056.00 0.59 US38147UAD90 Obligaciones|GOLDMAN SACHS GROUP|1,437|2026-01- USD 677990.00 0.46 672098.00 0.50 XS2228260043 Bonos|RYANAIR HOLDINGS|2,875|2025-09-15 EUR 0.00 0.00 400416.00 0.30 XS2237302646 Bonos|STG GLOBAL FINANCE|1,375|2025-09-24 EUR 0.00 0.00 298779.00 0.22 XS2559580548 Bonos|FRESENIUS MEDICAL CA|4,250|2026-05-28 EUR 404240.00 0.27 406200.00 0.30 XS2630111982 Bonos|BAYER|4,000|2026-08-26 EUR 810816.00 0.55 0.00 0.00 XS2754071350 Bonos|DEXIA BANQUE INTL A|0,851|2026-02-01 EUR 500255.00 0.34 500255.00 0.37 XS2764456344 Bonos|CENTRAL BANK OF SAVI|0,881|2026-02-12 EUR 801008.00 0.54 801840.00 0.59 XS2775174340 Bonos|KBC IFIMA NV|0,703|2026-03-04 EUR 500455.00 0.34 500480.00 0.37 XS2798983545 Bonos|LEASYS SPA|0,876|2026-04-08 EUR 500730.00 0.34 501050.00 0.37 6822905.00 4.63 6434973.00 4.77 98105891.00 66.61 93761605.00 69.53 XS3199084636 Pagarés|FICANTIERI|2,795|2026-04-01 EUR 591641.00 0.40 0.00 0.00 591641.00 0.40 0.00 0.00 98697532.00 67.01 93761605.00 69.53 LU0321462870 Acciones|XTRACKERS II CROSSOVER SHORT D EUR 295040.00 0.20 302240.00 0.22 295040.00 0.20 302240.00 0.22 98992572.00 67.21 94063845.00 69.75 135199727.00 91.79 126597877.00 93.88 0.00 Distribucion1.png png 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 Distribucion2.png png 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 Distribucion4.png png 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 EUR/GBP Compra Futuro|EUR/GBP|125000| 377026 01 EUR/GBP Compra Futuro|EUR/GBP|125000| 1005459 01 EUR/USD - EURO/DOLAR AMERICANO Compra Futuro|EUR/USD - EURO/DOLAR AMERICANO|12500 11241423 01 12623908 12623908 false false false false false false false false false true Se ha modificado el lugar de publicación del valor liquidativo de los fondo dos de inversión del Boletin oficial de la Bolsa de Valores de Barcelona, p or la página web de la sociedad gestora. Dicha sustitución viene motivada p orla discontinuidad del servicio de publicación por parte de BME; si bien l a sociedad gestora, desde la constitución de cada IIC, ha venido publicando simultáneamente el valor liquidativo de las IIC gestionadas tanto en su pág ina web como en el boletín ofcial de cotización, por lo que dicha modificac ión no ha afectado el derecho de información a los partícipes de las IIC ge stionadas. La sociedad gestora ha adoptado la opción de forma voluntaria de continuar remitiendo a los partícipes la información con periodicidad trimestral como se ha venido realizando hasta la fecha. false false false false true false true false g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 727,88 euros, lo que supone un 0,00% sobre el patrimonio medio de la IIC en el período de referencia. Anexo: El importe de las adquisiciones realizadas durante el periodo, de valores o instrumentos financieros cuyo colocador ha sido una entidad del grupo de la gestora ha sido de 594.092 euros, lo que representa, en tèrminos relativos al patrimonio medio, el 0,42%. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora sobre la situación de los mercados. En el Tercer Trimestre, el crecimiento mundial ha sido revisado al alza por el FMI, mejorando el crecimiento en 2 pb. y estimando un crecimiento del 3 % para el 2025. Todo esto en un contexto en el que las economías, por el mo mento, no se resienten de la guerra arancelaria de la administración Trump, de los riesgos geopolíticos, que cada vez se agravan más, y de datos de em pleo y PMI´s flojos de la economía americana. Las principales plazas mundiales, han tenido un gran desempeño a lo largo d e trimestre siendo el mercado español, el que mejor performance ha tenido, con una subida de nuestro selectivo en un +10,6%, seguido de UK +6,73%; Eur ostoxx +4,28%; cac +3%; Ftsemib +7,37%, quedando descolgado de las subidas el DAX alemán, que cerró con un -0,12%. Los índices americanos, tampoco se quedaron atrás, subiendo el Nasdaq un +8,82%, seguido del S&amp;P +7,79% y el D ow Jones +5,22% Por sectores, en Europa destaco Recursos Básicos, con una subida del 17%, s eguido de Bancos, (13,53%), Seguros (5,42%) y Energía (4,52%). Por el lado negativo, destacamos Media con un -9,17%; Sector Químico (-5,93%) y Real Es tate (-5,90%). Por el lado de los PMI´s americanos, los datos de PMI manufacturero, contin úan débiles, indicando contracción, pero compensados por los PMI´s Servicio s. En Europa, el BCE publico sus proyecciones macro para el 2025, situando la inflación en el 2,1%. A pesar de estar Alemania floja, tanto el crecimie nto del PIB trimestral como el empleo fue del 0,1%, mejorando la confianza del consumidor en 0,6 ptos. Los mayores países de Europa, estos son Alemani a, Francia e Italia, siguen con crecimientos inferior al 1%, y se espera qu e Europa crezca un 1,2% en el 2025, mejorando en un 0,9% el crecimiento esp erado a finales del primer semestre. Francia continúa penalizada por su inestabilidad política, siendo el índice el que menor revalorización lleva de la Eurozona. En renta fija, la FED recortó los tipos en septiembre de 2025, dejando el r ango oficial en el 4%-4,25% con unas notables presiones de la administració n Trump. La aprobación de la <one big beautiful Bill> en Julio ha puesto un a mayor presión a la deuda pública, y con ello, a las necesidades de bajar al menos los tipos a corto plazo para beneficiarse en la refinanciación de los 9Bn USD que vencen anualmente. Por cada 1% de reducción del tipo de int erés en las refinanciaciones tiene un impacto del 0,3% aprox. en el déficit público/PIB. Recordemos que Trump reclama un recorte de 300pb, lo que harí a reducir el déficit en un 1%. Por otra parte, de cara a la reunión de fina les de octubre, se descuenta una probabilidad superior al 95% de otro recor te de 25 pb, además según los <dots> se prevé al menos una bajada más antes de que acabe el año si los datos acompañan. La curva de tipos americana continúa invertida hasta el 2 años, sitiandose en niveles de 3,6%. La curva 2Yr-10Yr ha hecho algo de steepness pasando de 0,51 a 0,55 ptos. Las rentabilidades caen durante el trimestre tanto en la parte corta de la curva americana como en la parte larga.: el bono a 2 años se sitúa a final de trimestre en el 3,60% y el 10 años en el 4,15%. Los tipos en Europa han subido moderadamente este trimestre en todos los pl azos. El 2Yr ha pasado del 1,85% al 2,01% y el 10Yr ha pasado del 2,60 al 2 ,71. La curva española, en cambio esta mucha más empinada que la europea. Situán dose el 2yr en el 2,09% y el 10yr en el 3,25%. Las primas de riesgo de los países periféricos se han reducido, pasando la prima española de 64 pb a 54,4 pb. y la italiana baja de 90 pb a 80pb. La p rima francesa debido a su situación política ha subido de 70pb a 80 pb. b) Decisiones generales de inversión adoptadas. En el fondo continuamos teniendo entradas de dinero que hemos aprovechado p ara seguir dotando a la cartera de calidad. En cuanto a duración hemos sido conservadores y la hemos reducido levemente desde niveles del 3 al 2,9 año s. Seguimos reduciendo la exposición a High Yield (ahora en un 24.5%) por los niveles alcanzados por los spreads. En este fondo terminamos el trimestre con una liquidez del 6.4% si bien ten emos pagarés a corto plazo (3.2%) y con bonos de menos de 3 años (37%) con objeto de aprovechar en el futuro los bonos más altos en TIR tanto por subi das de tipos como por ampliación de spreads de crédito. La estructura de ca rtera es similar al cierre del semestre anterior, aunque estamos disminuyen do la exposición a deuda de gobierno (3.8%). Lo que más sigue pesando es el sector industrial (11%) y el sector servicios (10%). La deuda subordinada bancaria y corporativa donde hemos mantenido el peso (25%). Mantenemos la e xposición al sector bancos (15,4%). Al terminar el trimestre la cartera tiene una duración media de 2.9, una TI R media de 4.18% y un rating medio de BBB+ En cuanto a divisa mantenemos exposición en nombres en dólares en un 8%, ap roximadamente. La exposición a bonos flotantes sigue sin ser relevante (5%). Se han utilizado derivados de eurodólar para cubrir la divisa. A final de t rimestre manteníamos los futuros de cobertura de divisa. c) Índice de referencia. La IIC se gestiona activamente conforme a sus objetivos y política de inver sión, de forma que su gestión no está vinculada ni limitada por ningún índi ce de referencia, sino que toma como referencia el comportamiento del índic e en términos meramente informativos o comparativos. El Tracking error o de sviación efectiva de la IIC con respecto a su índice de referencia ha sido del 1,03% durante el periodo y en los últimos doce meses ha sido del 1,16%. Un tracking error superior al 4% indica una gestión activa. La rentabilidad neta de la IIC en el periodo ha sido del 1,08%. En el mismo periodo el índice de referencia ha obtenido una rentabilidad de 1,24%. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. Durante el periodo el patrimonio de la IIC ha registrado una variación posi tiva del 9,23% y el número de participes ha registrado una variación positi va de 210 participes, lo que supone una variación del 7,32%. La rentabili dad neta de la IIC durante el periodo ha sido del 1,08%, con un impacto tot al de los gastos soportados en el mismo período del 0,33%. e) Rendimiento del fondo en comparación con el resto de fondos de la gestor a. La IIC ha obtenido una rentabilidad neta en el periodo de un 1,08%, a su ve z durante el mismo periodo el conjunto de fondos gestionados por GVC Gaesco Gestión SGIIC, S.A. ha registrado una rentabilidad media durante el period o del 2,50%. En el cuadro del apartado 2.2.B) del informe se puede consultar el rendimi ento medio de los fondos agrupados en funcion de su vocación gestora. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Por el lado de las compras hemos subido peso en Agotzaina, Dufry, Audax, Ti kehau Capital, El Corte Inglés, y Greenalia. Hemos comprado Edreams, Holdin g Inframetiers Saur, Commerzbank, IAG, Gestamp, Alstria Office y Tisseo Col lectivities. En cuanto a la deuda financiera hemos aumentado el peso en deu da del Banco Sabadell, Credit Agricole, BNP Paribas, Volksbank, Rabobank y hemos comprado Commerzbank. En cuanto a deuda de gobierno o deuda subordina da no hemos realizado ninguna operación. También hemos realizado compras de futuros de eurodólar y eurolibra con el objetivo de cubrir la exposición f rente a estas divisas. En ventas hemos vendido Banco Sabadell, ASR Nederlan d y Antolin. Finalmente, ha tenido lugar una amortización de un millón de o bligaciones del tesoro portugués y de un bono de Alstria Office. El comportamiento de la cartera ha sido bueno en comparación al benchmark r esultado de nuestra duración moderada y del mantenimiento de los spreads. L os bonos que han contribuido negativamente son los bonos largos de Francia, Tisseo Collectivities y Tereos Finance. En la contribución positiva menci onamos los bonos de Xiaomi, AT&amp;T y Empresa Naviera El Cano. b) Operativa de préstamo de valores. La IIC no ha realizado durante el periodo operativa de préstamos de valo res. c) Operativa en derivados y adquisición temporal de activos. Durante el periodo el fondo se han realizado operaciones en instrumentos de rivados, con finalidad de inversión, en: futuros sobre tipo de cambio EUR/G BP, futuros sobre tipo de cambio EUR/USD que han proporcionado un resultado global de -93.653,61 euros. El nominal comprometido en instrumentos deriva dos suponía al final del periodo un 8,5%. Durante el periodo se han efectuado operaciones de compra-venta de Deuda Pú blica con pacto de recompra (repos) con la distintas entidades por importe de 0,5413 millones de euros, que supone un 0,38% del patrimonio medio. La remuneración media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 1,5573%. d) Otra información sobre inversiones. En cuanto a productos estructurados, activos en litigio o activos que se i ncluyan en el artículo 48.1j del RIIC, la IIC no posee ninguno. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. La Volatilidad de la IIC en el periodo ha sido del 0,91%. En el mismo perio do el índice de referencia ha registrado una volatilidad del 1,67%. La duración de la cartera de renta fija a final del trimestre era de 28,74 meses. El cálculo de la duración para las emisiones flotantes se ha efectua do asimilando la fecha de vencimiento a la próxima fecha de renovación de i ntereses. La beta de GVC GAESCO RENTA FIJA FLEXIBLE FI, respecto a su índice de refer encia, en los últimos 12 meses es de 0,54. GVC Gaesco Gestión SGIIC analiza la profundidad del mercado de los valores en que invierte la IIC, considerando la negociación habitual y el volumen i nvertido. En condiciones normales se tardaría 5,67 días en liquidar el 90% de la cartera invertida. 5. EJERCICIO DERECHOS POLITICOS. El ejercicio de los derechos políticos y económicos inherentes a los valore s que integran las carteras de las IIC gestionadas por GVC Gaesco Gestión S GIIC se ha hecho, en todo caso, en interés exclusivo de los socios y partíc ipes de las IIC. GVC Gaesco Gestión SGIIC ejerce el derecho de asistencia y voto en las juntas generales que se celebran en Barcelona y Madrid de empr esas que están en las carteras de las IIC gestionadas, en especial de aquel las sociedades en las que la posición global de las IIC gestionadas por est a entidad gestora fuera mayor o igual al 1 por 100 de su capital social y t uvieran una antigüedad superior a doce meses. Adicionalmente, la Sociedad G estora también ejerce el derecho de asistencia y/o voto en aquellos casos e n que, no dándose las circunstancias anteriores, el emisor se hubiera consi derado relevante o existieran derechos económicos a favor de los inversores , tales como primas de asistencia a juntas. 6. INFORMACION Y ADVERTENCIAS CNMV. N/A 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. Durante el periodo la IIC no ha soportado costes derivados del servicio de análisis. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. En abril los activos de riesgo, como las acciones, las materias primas y la s criptomonedas, se vendieron con fuerza. Incluso los bonos del Tesoro de E E.UU. se vendieron a medida que los mercados se preocupaban por la inflació n. También hemos sido testigos de las ampliaciones de los spreads creditici os. Los diferenciales de crédito high yield y grado de inversión han amplia do significativamente. Esta situación se revirtió rápidamente en el segundo cuarto del año, donde la estabilidad ha sido lo más reseñable en los merca dos de renta fija. No obstante, seguimos inmersos en la incertidumbre de cu áles serán finalmente los aranceles que se impondrán por parte de Trump. Lo s datos de crecimiento siguen sólidos tanto en USA como en Europa y de mome nto los datos de inflación no han subido significativamente. Los bancos centrales siguen su camino que de momento es algo divergente: mi entras que en Europa ya hemos bajado cuatro veces los tipos de interés y se descuenta alguna bajada más en USA, Powell ha realizado una bajada de los tipos. A medida que las naciones avanzan en las negociaciones comerciales con Est ados Unidos, se reducirá la volatilidad, aunque todavía es incierto cómo se puede desarrollar este riesgo macro político. Por el momento, preferimos m antenernos más a la defensiva hasta que veamos los mercados de bonos en una base más estable. En este escenario, somos cautos con la exposición a High Yield y sobreponderaríamos los bonos con grado de inversión. En este fondo tenemos la duración en 3 y contemplamos mantenerla o incrementarla moderad amente al igual que la calidad de la cartera manteniendo el High Yield en p eso bajo. En deuda subordinada prevemos mantener un peso significativo. NO APLICA 54495782 1348 0.85 147311397 3143 1.14 53246976 1204 -0.07 39448969 178 2.75 39811110 85 2.37 183552959 3896 3.64 102515136 4344 0.31 329888066 12253 5.29 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 76577408 2109 2.48 216630614 1934 2.49 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 223119565 12289 0.36 0 0 0.00 0 0 0.00 1466597982 42783 2.50