DLTV EUROPE FI 1.0.0 2026-01-01 2026-06-30 DLTV EUROPE FI 1.0.0 2025-07-01 2025-12-31 DLTV EUROPE FI 1.0.0 2026-01-01 2026-06-30 DLTV EUROPE FI 1.0.0 2025-01-01 2025-12-31 DLTV EUROPE FI 1.0.0 2026-04-01 2026-06-30 DLTV EUROPE FI 1.0.0 2026-01-01 2026-03-31 DLTV EUROPE FI 1.0.0 2025-10-01 2025-12-31 DLTV EUROPE FI 1.0.0 2025-07-01 2025-09-30 DLTV EUROPE FI 1.0.0 2024-01-01 2024-12-31 DLTV EUROPE FI 1.0.0 2023-01-01 2023-12-31 DLTV EUROPE FI 1.0.0 2021-01-01 2021-12-31 DLTV EUROPE FI 1.0.0 2023-01-01 2025-12-31 DLTV EUROPE FI 1.0.0 2021-01-01 2025-12-31 DLTV EUROPE FI 1.0.0 2026-06-30 DLTV EUROPE FI 1.0.0 2025-12-31 DLTV EUROPE FI 1.0.0 2024-12-31 DLTV EUROPE FI 1.0.0 2023-12-31 iso4217:EUR xbrli:pure DLTV EUROPE FI 5597 02 02 2026 EUR Baa1(MOODYS) false Plaza de la Independencia 6 28001 Madrid EM info@duxinversores.com www.duxinversores.com 05 Plaza de la Independencia 6 28001 Madrid EM info@duxinversores.com 2022-03-11 08 09 4, en una escala del 1 al 7 Fondo de autor con alta vinculación al gestor, Don Beltrán Palazuelo Barroso, cuya sustitución supondría un cambio sustancial en la política de inversión y otorgaría derecho de separación a los partícipes. El Fondo utilizará principalmente una filosofía de inversión basada en técnicas de análisis fundamental focalizada en activos con perspectivas de revalorización a largo plazo. Se invertirá un 75%-100% de su exposición total en renta variable de cualquier capitalización y sector, preferentemente de mercados/emisores europeos (mínimo el 60% de su exposición total), sin descartar otros mercados, incluidos los emergentes. Podrá existir concentración geográfica y/o sectorial. La parte no invertida en renta variable, se invertirá renta fija pública/privada (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, líquidos), de emisores/mercados OCDE, sin predeterminación de rating de emisores/emisiones (pudiendo ser toda la cartera de renta fija de baja calidad crediticia, o sin rating). La inversión en renta variable de baja capitalización y en renta fija de baja calidad crediticia puede influir negativamente en la liquidez del Fondo. Se podrá invertir hasta un 10% de su patrimonio en IIC financieras (activo apto), armonizadas o no, del grupo o no de la Gestora. El inversor debe plantear su inversión en DLTV EUROPE a largo plazo y asumir el riego que comporta la política de inversiones establecida. Se podrá operar con derivados con la finalidad de cobertura y de inversión. 01 0.00 0.00 0.00 0.00 1.17 1.58 1.17 1.66 1 DLTV EUROPE FI CLASE A EUR 888443.86 851970.22 212 189 0.00 0.00 false 11656581 11062431 6679843 4971487 13.1202 12.9845 11.6568 10.7859 0.64 0.64 0.64 0.64 01 0.04 0.04 01 1.05 3.88 -2.73 -0.59 11.39 8.07 17.75 -0.92 -2.71 -3.97 2026-06-01 2026-03-03 2025-04-04 3.25 3.25 2.57 2026-04-08 2026-04-08 2023-11-14 01 12.86 11.05 14.46 9.66 8.99 12.01 9.68 12.10 19.10 18.37 19.80 11.58 12.66 16.21 13.30 14.12 0.66 0.74 0.56 0.19 0.22 0.33 0.63 1.05 INDICE EURO STOXX 600 NET RETURN EURO 14.71 14.77 14.61 9.53 9.25 13.97 10.27 11.35 9.07 9.07 9.18 9.17 9.39 9.17 10.34 12.36 0.72 0.36 0.36 0.36 0.36 1.45 1.46 1.47 false GraficaVL.png png 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hNFpFXj7yF+WlgRAlFGbza98YKNR5lagcRq3dlW6bZ28LUWZID+iTOdVyO0jf4ODg5ubm2n4AIgy6vHlH5+x6Shzq/70twTd5ym7T9hQlBGdKwmjUxdjunW0jKaqqoqGb3NKTpTpIuNmLAr50CdoUeiq4yUneE9AlMENF4p+UkOO0bvC3uppmuT0H2wiypAtuurIX64uY3OOFvznDXfN/3nqX6LhSDVm2sIjeQWtykAlJQ8++KDBN9PS0nr27HnPPfcMGDBAbIvv7NmzZ8iQIeI7/fv337p1q8HtMzIyfvvb327evFls5+bmOjk5mej/fvMbhe94eno63OTh4SGfRqd/A3lbf0MQuyQ9r/43ZcbfMd4NEGVUzuaO+W3tydvPT/4ydvOmnCqiDGV85G96ejpt37bMXBwhhxi53H1DW7xjQEDA8OHDjXv3kSNHbty4UWysXbt2zJgxYkMkmN27d4sNkWOMo4/IE1qtVnwV26NGjZJu2fooI+4rPnjNzc11dXVi29vbu5VRRnwVOUZOUSafxeD1+vv784EhytiXI35RqowytwZpHnFdE7DGCmedRJTp/eIMskVXHfkbFxdH27ch1dXVf39/oXGUeead+ZWVlcr3jY2NFQHCuPt3cHCQDpkSX3v06KH/X7W1tX369DEXZXJyclxcXEz3f+ajTO/evRsbG+Xvy1GpNVFGSjNSilKOMjqdTkQZPjBEGbuzfeJMFUeZW4Hm/mHx7kusatZJRJk/vfwx2aKzj/y9faE80Sfp9yuwcmVlZY7jPjGOMo++7llaWtqqnsmo++/WrZt+TNH/r0mTJhlPMElDIxkZGa6urj4+PvrDJK2JMgZP0b179zZFGeNZJ+O5JPGpDgoK4tNClLFHXw8drfoo8+us08vTEtdss4ZZJxFlnho/m2zR2Utk344ywpkzZ2j+tqKpqenNj3XGUea1Dxc3NDS0L8qILGI8KiMC7pQpU4wziuzAgQMjRozQn2xqZZTp06ePtKvFxcXi5QwePFiOOPJuGI+7tH5URuxPSEgIHxWijD26cql+9X1D7SfK3KpHR61ZlpC2t6Jro8yItzzJFp1f2ttH/ubn5/MbwIasWP3V7/8+Qz/H/NcI98jPE1vbMxl1/66urtLRvps2bRo5cqTY2LZtm7Ozs4gaCo8jbinSTDuijLi9r6+vyCsTJ07U6XTiSaXvDxs2LD4+XpoIGz58uMkoIx1xLL6aexbxeQ4LC+NDQpSxU5U5eXaXY+T6w+OrZwWsyzzaVVHmtSleBIvOL51Ww5G/NjowE7Q8bqjbnP/r8qGoR16dHRAd1/rltIxnajZs2ODg4CC2f/e730nBok+fPsonAYkQIwKQ/mST8bMYn1sk/6+Hh4e4V8+ePV1cXJ5//nn5MQcPHixSkfiam5trci6JM5iIMlBSsn6z/UYZuV7/6MvEHZ086ySizMTpcwkWXXgSk/gjmN8ANqfibOWGbzYnb0wv/qm03Q8ijcF0rX379vHTJMrAMo5GrCbK3FrXadiYNUFfpO2r6LQoM91jPsGi82vp7ZOYAgMD+Q0AgChj8w7MW0aIuSPQPPxEnEfgus1HOyHKzPD0Jlh0fi27HWWEuro6fgkAIMrYtu/enk18MVH3Pva528cdOuskosw8b5bF7oIK0v0aZcrKyvglAIAoY9vSnh1PcFEapHni9TWR6zpi1klEmYU+RJmuXFSS5QsAEGXUYN2jruSVVs46bfjuuGWjzBINy2J3QYXpXVrm4MGD/BIAbE5GRka/fv2ioqJ++9vfEmVwPeGhJ0gqXTLrJKJMgJYo08VXyduyZQu/BACb071794SEhMGDBytczJAoY0cIKO2edUrdc+ouo0yIjmDRNSVHmZSUFH4J2Jaff/75u+3bt2zOPH3qFO8GOg5RxmZcOn2WXHI3s06r54Ynby1od5QJJ1V09QV/pauswiY0NTUlrk0IX6YLW3JjaC106WLxT4NL5O3Zs2fIkCH33HNP//79pUWUzp8/P3bsWPFHfN++fbdt26Z/44qKCoNryhUUFAwbNkzc2NXVVfyv8aSGvO5Sbm6uk5OTif7vNgcHB/nCRSYvXic25Av+tri4UlZWlvjnzp07DZ5O7Kf+Ravz8vJGjx5t7i7m9k3hWeS79OrVS16B1eQVjRWuzmfyf8WbKX5G4ic1aNAg+RmlG3Tr1k083dq1a5V3zPjda25u9vT0FK+uR48eXl5e+jc2/kmZe0uJMrbnfEExieTuZ53iJs75ct3uts46iShDpOiq8rsdZcLDw/k9YCs2rv86fKnG4LCnlPXJ+rcRvePu3bvFhsgx0tLT7u7u0uoEIsf069dP/8ZJSUkzZszQ/46jo6MIQ2JD5IPXXnvNYAf0FysYNWqU9ETG3ba0UVhY2LNnT4WuVHxzwIAB0upLBjcwvv2YMWO8vb1FJjP4fmJi4syZM+V/im3xoszdpcV9U7iLCEnyUSkKizOYzgSm/veBBx7IyckRG+Jt7N27t8EtRabUX6vc5I4Zv3u+vr7iZlK6DQkJEQ1cYQfMvaVEGdtTkZ1DFrHYIM3T/1gTuW5jdnkro4zm02+IFF2+dgFXybOhIZkVkaHGP8rosCCTy0nW1tb26dNHbIi/76VVrEWOOXz4sP5tJk+e7OzsLP5r4MCB0ooB+msqGR9PKkcZ0Qe7uLgod9uiMxZPrRxlvLy8pAUglaPMyZMnRbctNsR+im2Dt0W8TKnzlral3t3kXZT3TfkuIttNnz7dglFmyJAhcXFxBqvTy7cUPw4piSrsmPG7JyKR/IDnzp2TPgAmd0DhLSXKEGWoG7NOn38S8vW3x1qMMv6rNhEpujzKCNKvfli5srKy8GU64x9l6NLFpaWlxrefNGmSNMHUrVu3lStXypNHBkM40uoBp06dEl2a2Bg8eLB0fn58fLzxUpHyukuurq5SPDI+5lSeRunZs6c8RWJugun8+fMiYIlOVznKiOeS+uywsDBfX1+DZ3R3d09ISJD2WR5kMnkXc/vWmrsI4gYWnGASr1o8i/NN0kiY/i0ffvjh5ORk5R0zfvcMfmQKC4krv6VEGRtTmvot4aPjznVKTN6rMOsUEpdOpOi6ZZg0XPDXtlRXV0eFBJj4aQb5V1ZW6t9S/F0+ZcoUOWToD64YpxNZ9+7dxdfDhw+LP9bFtujeHnjgAZO3PHDgwIgRI5RXxj5x4sTIkSNFX6s8KiPNg3h4eChEmaampl69eukfs2IQvsU+i/0RGy4uLtKwk7m7KOyb8l2Es2fPSm+RpUZl9AdIRHAxd0vlHTN498TjyKMyYsPcw7b4lhJlbMzxtanEjo4dpHnyjTWRyd/sP2scZcLjiTJdtwyT9tcL/lZVVfGrwCbErYox/lHGxqzQv822bdvEX/nFxcXyd9zc3KQRiLy8vCeffNJgVEa65alTp6QFJsV3RFIRG5s2bXJ3dze5G+KW4jbKUeb6zaNYpk6d2mKUEZ2oCE8KUUbsvDyzI4ht42PVBw8evHXrVvFV+S4K+9biXURIUpivaUeUEY8mrSteVFRkfKxMiy/f5LsnfiKenp5NN4mIY+5Ymda8pUQZogxlVP/91Oq54Sm7TuhHmeVfZBAprCHKmJyegDX+vjpeFBGy7M4hmaX/KTxm0EEazGVUVFRIgyjDhg0rLCzU79v27ds3cOBA8V8i/Zy6eWq3SELiEbp37z5+/Pja2lqTQzKurq76k00K3baTk5N0CI65CSZpIy0tTSHKyA8iMQ5k0uBE3759pRkThbuY2zflu0jE48sv1vjltGOCaefOnUOGDOnWrZuIj/KZZcb3bfG1GLx7Xl5ePXr0cHBwEBvyWIvBDrTmLSXKEGUo87NOE2YnJu6SokzMWqIMUQZtU37yZNKXX6xcERUTHfllQvyJE+382UljMIDSYBJvAVGGUqjPnnzji4h1satTiBTWEGUKCgr4VQCAKEOUodozSLOy39PL//pitKvbymkzImZ7ROhYx6ALooz+UDMAEGWIMtRdHCN839CYPz2zfPioyJfGhb87NeyTOVwOmCgDgCgDooyNz0b9wTFm0Mjlz74a9ebbkdPdIxfNJ4gQZQAQZXAL15WxxVr10OMrBj8XPfK1iHGTw2fMCNcuIJq0/boyRBkARBlV4Gq/6qiVvZ/4dMjzUX9/M3Lc5Aj3jyIINy3VEr1L5BFlABBliDKUlYab5c+MjXzz7Yh/TY/w/oT4Ym7hAqIMAKKMDWNlbLualrpxzA3h5s6VsYkytqX8p9L1S8PiZi+InTkvyS/oZPGPvCcgyti7urLT9PH2HG4+HTQy2i7DjVYvyuTn5/OrwCYUHy1YMWHqjUtN3v4ML3/jvf98/8MdI80VFQYXls3Ly3N0dLznnnsGDRq0c+dO/Rtv27ZNutqv/F/nz58fO3Zs9+7d+/btK1+CVpaRkSEvISkSsJOTk4n+7zYHB4fY2FiDbxpc7XfTpk3ytsIthaysLPFPg/0XXF1d9T/A4sWOHj3a3F3M7ZvCs+gvVBQXF2d8F+XdVn75+jdQ2MPm5mZPT0/xnR49enh5eRm/5+KW0ioTJp9oypQp0nWKk5OTjRejUNhzoozNaDhXQ49O3XE2+J+fXe70ctSY8RHvT4ucO0etUWaxXpQpKSnhV4FNSJjja/yhjZ/lrX+bpKQkeXVoiYgpGzZsEBu7d+82WCFS/PPEiRPXb66wKC0DJLq6tLQ0KeX069fPYAf0110aNWqUeECTUUbaKCws7Nmzp7m+X/rmgAEDDFZtNHf7MWPGeHt7i5hl8P3ExMSZM2fK/xTb4h0wd5cW903hLiIkyQtzWmQNJnNRxngPfX19xV41NTVdv7lEg7yykkS032HDhkn/a/KJGhoaRowYIfbfzc2tlftGlLE99N9UC+Hmf12WPzk6cuxbItyEz/NSR5TR6GHhAptQXV29cszbxh/RmBfG66+MPXnyZGdnZ9HpDhw4UH/qUCSGTZs2iW/qP6YIK9LSS+KrFFx69erl4+Mj7i7+Ka0ybTLK5OTkuLi4KHfbBQUF4tGU+3IvLy9p4STlKHPy5EkResSG2H+xrf9fogvv06eP1JFL21I2MnkX5X1Tvkt+fr68BGMnRBn9PRQpU17v+ty5c/KqlhKxVwrDRZKioiLxqZAXAyfKqFBi/7/RYVNtus7NjWmpZ1+9OS3lHu5re9e5CV9yR5RhZWybUFZWFuP8qvEHcsXjo/XDaP/+/fft2yelEzm4iD7ewcFBdFpBQUEGE0witYjvi6/SdFK3bt1WrlwpdaXib32DfZCXkHR1dZUSjzTZZHLComfPntKK3AozLKJzFZlJdM/KUUY8l5R4wsLCfH19DZ7R3d09ISFBbMTHx8sjUibvYm7fWnMXQdyg0yaY9PfQYPlxg38++OCD8sKf5nZj69atjo6OxtmUCSb1+HroaLpn6q6OuXl4uLQCQ9RL4yL/OSVizmwrjzJhd0aZmpoafg9YPxFHYidON/HxG/dBQ0ODybt0795d/595eXkG3xF/31dUVEgTTNLf+vIcinGXKTtw4IC01LY82WScQsQDjhw5Uh4GUBiWEOnBw8NDIcqIF96rVy/9Y1bkBZ8loocW+yM2XFxcpN7a3F0U9k35LsLZs2fld88iozLirZOeQnyV30aTe/jwww/LozJiQ/zTXLIx+UQnT56cNGmS+JA8//zzP//8M6My6rT5lQ/ojCkLT0vdPyymv0u085jIsW+Fvz8tYr51HVAcorsjytTX1/N7wCakxcR99senDWJ06vLP9G/Tv3//4uJiaVRGWv5afEeEmOs3D6owmJsQnaI0kyJuLB1G4+bmJg0GiLs8+eSTJndDPKxIM8pR5vrNo1imTp3aYpQRHfmAAQMUoozYH3lmR5pPiY+PN3iowYMHb926VXxVvovCvrV4FxGS5HfPIlFm2LBh0lPExsYOHz5c4d0T77Onp2fTTSL2GRwr8+CDD547d87cE4noM3r0aJHDxLb4YIhtgyBIlFGJ7BmL6HqpzjhbauCI6GfGRrz5dsQH/wrTeHdhlAnSLdKPMvwSsKGBmaSQqE+feuWzPzjemOj866h1gRHSYSKyffv2SSclOTs7S8fBiNgxaNAg8R1HR8ecnBz9DiwrK0v6L/kMpoqKCmnERXS0hYWFJodkXF1d9SebFLptJycn6Xgd5RmWtLQ0hSgjP4g8tmScsUJCQvr27StNDyncxdy+Kd9FIh5ffrHGL6cdE0zinRTZS7zV4qv81OZeuJeXV48ePRwcHMSGQRZxd3eX5gRNPpHIQxs3bvz1gIrERPlcJyaYVOWIXxQdLdUFx9z8/i8rHnteCjdh0z4Mn/9Jp62duczv1ygTGBjILwHb8nPFme0paVu/Tin7sf2nnkkDNlCBEydOiCRqkGgtgihjSwo/X0e3SlnLyM0jIzsh3CzVizLh4eH8EgBsWlxcnMEZ+EQZu3N6x346Ucp6TwUf8Gy008uRL48Pf39a+Cdzwi29AJPxYQcAQJSxMZdOn6XLpGw03ER8MucuL/WbkpLCLwEARBmb98X/ONFHUrYebqJeHh/51vuRsz2UFwYPv/P6eFu2bOE3AACijM3b+LQbPSKlpnCzsq/T8uGjol78hwg3EbNmRegWylEm9M6Lyhw8eJDfAACIMjZv5wfz6f8olY/c/OmZG8svjJkQPGOmfpRhASYARBk1+N5/Bb0dZScVOnoCl/q1aVVV53Zm792etev06QreDRBlcMvJzTvp4Sg7qcAJU+Qco9PpDC63BWvW1NS0PnVzYnrOxj3lqXtPJWYe2fDNFpMXFCkpKXnwwQel7W3btkkXzZOvgyerqKgwuDxaXl6eo6OjyRsLGRkZ8rpLubm5Tk5OJvq/2xwcHGJjYw2+aXCJvE2bNsnbCre8fvNqfuKfxrvk6uqan58v/1Ps/+jRo83dxdy+KTyL/lIGCqs2tniJPONXKpqep6en2JMePXp4eXkpvJOtX7lJ/3W1+PhEGbW5UPQTPRxlJ6WbNUeOMitWrKD525D0LVkbdv2UfqharpTssoythr17QEDA8OHD5X7ugQceOHHixPWb11Lr3bu3/i2TkpIMrkciEsyGDRvExu7du6WlDPTpL1YwatQocRuTHbC0UVhY2LNnT3N9v/TNAQMGGCx1ZO72Y8aM8fb2Hjt2rMH3ExMTZ86cKf9TbIsXZe4uLe6bwl1ESJIXqGrHwgXGr9TX11c8l5REQ0JCjK+73Y71tPVfV4uPT5RRoS//+AydHGUPy3rrtH5RUVGfffaZ+BMzMzOTtm9DQzKJabv0c4xUazfuMFhOUvxdLnpNuXvr16+ftIKB+Cq29W85efJkZ2dn0UMPHDhQ/7L94u6bNm2SF9Y2jjI5OTkuLi7mum1po6CgoFevXsq9speXl7TagHKUOXnypIgCYkPskrRolP7b0qdPH6nDlralxGDyLsr7pnyX/Px8eZGmdkQZ41cqYqW8SOS5c+cMlsdqX5TRf10tPj5RRoW+/cdH9HOU6mvFwBH6B8pkZ2fT9m1FWVnZVxmHjKNMYuaR0tJShT5v27ZtIqyIf4qvYlv/Nv3799+3b5+UcuTgIgKBg4ODuH1QUJDBY8rrLrm6uvr4+MiTTSanRXr27CmtTKkwV3L+/HmRrkRHqxxlxHNJOSAsLMzX19fgGd3d3RMSEsRGfHy8PMhk8i7m9q01dxHEDdo9wWT8Sg1W4jS5MGdbJ5j0X1eLj0+UUaH9c/zp5yjVV4TzWP0oo3+QAaxcdXX1l99km4gym/ZXVlYqRBnx53hFRYU0waTwp3n37t31/5mXl2fwHdmBAwekJScVVsYWzzVy5EjRf7c4wCDSg4eHh0KUEdGqV69e+sesGBzgdfjwYbE/YsPFxUVsK9xFYd+U7yKcPXtWfkPatzK2wSt9+OGH5VETsSH+2ZrHFG+4tGPiq/zmm3xdLT4+UUaFjq9NpZ+jVF9Bbu/qRxnRO9L2bci6tG3GUSYpdZvyRI/ow6TpklOnThkc/tK/f//i4mLpv6QFJsV3RIi5fvPAYXO5R9xSpBnlKHP95lEsU6dObTHKiC55wIABClFm7dq18syOILaNV9sYPHjw1q1bxVfluyjsW4t3ESFJfkPaF2UMXql49zw9PZtuEhGnlcfKDBs2TNqx2NjY4cOHK7znLT4+UUaF6spO089RdnXMb2BgIKcv2ZYffzqxJnmrfo5Zs3778eKflKNMVlbWoEGDDE5Kkv5337590slNzs7O0vE0IqNIN3Z0dMzJyTE5JOPq6qo/2aTQATs5OUmH4CjPlaSlpSlEGflB5OGiJ5980uBJQ0JC+vbtK00PKdzF3L4p30UiHl9+scYvp8UJJpOv1MvLq0ePHg4ODmLDuDGafEzx/ovEJn5A4qu8w+beLuXHJ8qoU2L/v9HVUeo+5lfj++ua2PKZpbAhp05XpG3euXZ95hfJGSkZWSdPtfPSMtIYDECUUZvv3p5Nb0epuCKfGK0/u5Senk6rB0CUUZWClYn0dpSdXBxP0B9OBwCijBpcOn129X1D6fAo1R4oM/sTjvkFQJRRufV/fYUOj1Jlrez9hH6O4ZhfAEQZddo93Yc+j1JlhY94TT/KpKSk0N4BEGVUqGT9Zvo8SpW17J1pXBwPAFFG/a5cqo/v9Ve6PUptp2H//i/6p2ELNTU1tHcARBl1ynzpPXo+SmUV9fgo/RwTHh5OSwdAlFGtws/X0fNRaluvYNx7+lFmy5YttHQARBnVqis7zSnZlKrq3sf85szVjzJFRUW0dABEGTXb/MoH9H+Uamr5o8/p55iAgABOwwZAlFG5ovgN9H+Uair49Xf0o8z69etp4wCIMirXcK4m4aEn6AIpFVTsfUO18xfoR5m8vDzaOACijPptnziTXpBSQUX/xVU/x2i12traWho4AKKM+nGtPEolS0i+9YF+lElISKB1AyDK2IWrDZe/+B8nOkLKtmeX7h+22GehfpQ5dOgQrRsAUcZe7J3lR19I2XRFuLyqn2N0Ol1DQwNNGwBRxl5cKPqJvpCy6dLN/kQ/yiQlJdGuARBl7Evas+PpDikbrRWPjNTcqaCggEYNgChjX05s+o4ekbLVxQrc3tXPMf7+/k1NTTRqAEQZ+3K14XLSn5+nU6RscSlsgwN+MzMzadEAiDL26N/Lv6BfpGyuwlzHGcwu1dTU0JwBEGXs0S9nq7jyL2VzQzIGV/iNj4+nLQMgytivHJ8QekfKls7Bdh5rMCSTm5tLQwZAlGFghj6SsoW69zHdrDkGS2FzwC8AogwDMwzMULZRkU+9bDAks2PHDpowAKIMAzMMzFC2OiTDFX4BEGXAwAxlq0My6enpNF4ARBkwMEPZ5JCMVqutrq6m8QIgyoCBGcomT1xKTU2l2QIgyuCOgZkv/seJLpOyiWvJMCQDgCgDEwpWJtJrUlZYIS9PZEgGAFEGLWNVJsoKa2WfpxYv8GFIBgBRBq1Ssn4zfSdlVRX41gecuASAKIM22PzKB3SflJXUioEjNL6LuJYMAKIM2qC2pGz1fUPpRClrOAF7yceeBkMye/fupZECIMqgBYcWhdOPUl1eYX93M8gxkZGRjY2NtFAARBm0oPHCxa+HjqYrpbqwYvo6GZyALRQUFNA8ARBl0Cqnd+xnmomyqqN94+LimpubaZsAiDJore/enk2HSlnJcktarbaqqopWCYAogzZoOFfz5R+foVuluvzavkJWVhZNEgBRBm32Y9Imelaqkyto3HsGOSY6OpoTsAEQZdBOe2f50blSnVbRf3E1uJAMR/sCIMrgrjReuLjuUVe6WKoTatVDj2vnerPcEgCiDCysMiePXpbqhAvi+U/72CDHcG1fAEQZWMbRiNX0tVQnXxBPyMvLo/UBIMrAMjg3m+rAtZYeGbnYZ6FBjklKSuJCMgCIMrCYK5fqkwa9QKdLWf4QmYeH+82Za5BjgoOD6+vraXcAiDKwpPMFxWseHE7XS1l4zciPZhtfEK+8vJwWB4AoA8srit9A70tZsIJff8f4EBkuiAeAKIMOdGDeMjpgyiIV4fKqcY6Jj49vamqioQEgyqADfTt+Bt0wdZe1/NHnjK+GFxoaWltbSxMDQJRBx7racHnD02/SGVPtrpi+TsanLGm12srKStoXAKIMOsMvZ6u++N+/0SVT7buqr27WHOOppUOHDtGyABBl0HkuFP20+iFOaKLaVrH3DzO+qq+QmZlJmwJAlEFnq8jOifvdELpnqrU55r6hAZOnG+eYhIQEroYHgCiDrvHjhs2f3/sYnTTVmgp86wPjHBMdHc0pSwCIMuhKxzduIc1Q7buETHBwcHV1NY0IAFEGXez7mLWkGUqhQkeNN84x/v7+XNUXAFEG1mJfeCxphjJZIa9MMs4xOp2uuLiYhgOAKAMrsjNwBWmGMqiwv7tpTCkoKKDJACDKwOrsDo4hzVAt5hguIQOAKAPrtSN8Vex9Q+nFKZPH+Qq7du2imQAgysC6x2Zi15Jm7LrufSzI7V2TOWb//v00EABEGdhCmlmd+Nnv/0Knbp/XwVv2zjSTOSYrK4umAYAoA5txIC1zZe8n6NrtbX2lpR/MIMcAIMpAJX7YvTfm/7nQwdvLetf9ntbN/oTjfAEQZaAqx/9dEP30K3Tzqq/ljz6nnettHGK0Wm1ubi4NAQBRBjastLQ04vXJnKSt8ov5+i4yeR28oqIimgAAogxsXlVVVdSsuaseepxeX20H+d4/LHDCFJOTSsHBwWVlZXz4ARBloBJ1dXUxy4I/HfAs3b9qamWfp3Sz5pjMMStWrKipqeFjD4AoA1VpbGzcuCElfMRrTDapoKIeH7V4gY/JHJOQkFBfX88HHgBRBuq0f//+wH/+67M/OJIGbHdS6cYV8EwdHCNdzLe5uZnPOQCiDNSstLQ0VOO3/NHniAU2V5/2dzE3qeTv75+fn8/HGwBRBnahtrY2NjY2dPQE8Sc++cBWliMIHTV+sc9CkzkmMjKyurqaDzYAogzsSHNz85YtW/xnfxLT14mgYP2DMUs+mq0xY/369Y2NjXykARBlYI+KiooCA5aFuY7jWGCrXVMp5JVJ5o6M8ff3z83N5eAYAEQZ2LW6urqEhAR/91krHhlJdLCqih76grkjY4RVq1YxqQSAKAPckp2dLf7ED379HZbUtpKFIcXPwtxgjFar3bVrV1NTE59bAEQZ4FfiT/zo6Gjt/AXhI9+IvW8oeaKrDu+NcB5r7pox0mBMZWUlH1cARBnAhObm5h07dog/+pd8NDvK8UUOoOnsVSEfe15hRkmn0+3fv58jYwAQZYAWnDlzJj4+/sZRpdM+5gCazinxPi+d4q4xLzExkSNjABBlgDY4dOhQQECA6ESDxr23ss9TpI2uCjHBwcHiZ8FgDACiDNBmDQ0N3377rU6n0/guCnJ7l0DTySFGq9Wmp6dzzRgARBngrlRWViYnJ4tuVQSaZZOmMuXUCSFGWLt2LTNKAIgygMWUl5dLB9AIohsm0HRciBHvc2lpKR85AEQZwPLy8vIiIyNvBZoPZkQ+9TJnObXyor2RT4wmxAAAUQZdr7m5OTc3Vw40utmfhLmO++wPjuQVk7Wy9xPi/fGbM5cQAwBEGVhXoCksLJSnnISA9z6MfOplltqWh2GiHF8MmDzd3BV7CTEAiDKAVRDdsH6gWbzAJ8jt3eWPPmefE08iwYjXHjTuPe1cb01LCDEAiDKAtSgrK0tNTb1xltNtfnPmih49eugLdjJO8+mAZ4Nff8fPa16LCUan06WkpBBiABBlAKtTU1OzY8eOwMDAOy6OMn/BsklToxxfXPXQ42obg7l/WNTjo4LfmCxeo6YVwsPDxftTW1vLRwUAUQawaiUlJampqf7+/gZ9+dIp7mGu45Y/+pwND9Xc+9inf3omwnlswOTpi30WtibB6HS65OTk4uJirtgLAEQZ2JLGxsbc3NyEhAT9iadbfBf5u88KfvXtqMdHrXp4uJXHl1UPPR499IXQ0RNEFGtlfJESjHjteXl59fX1fBgAgCgDG1ZbWyt69MTERONxGvmM7qBx70W4vBr9F1drOK9b7MONoZenxwS5vSv2TdNGsbGxhw4dqqur40cPAEQZqEpDQ0NhYWFycnJwcLBCFFi8wCfgvQ+DX38nwnls9NAXbqz91JHnQ6166PFPBzwb+cTo0NETAidM0c2a0+IZ1MZESlu/fv2RI0fEa+QHDQBEGahfaWnpjh07EhISzA3VGPDzmuc/7eOlU9yDxr0XOmp82HNvRj71sgg6Kx4ZKSqmr9PK3k8Yl8go0g2iHF8Utw/7u1vIyxOD3N5d9s408VAitbR+wsjkco8xMTHp6enFxcVNTU38TAGAKAN71NzcfObMmYMHD65fvz40NFRj3YKDgxMTE7Ozs0UUI74AAFEGMFRTU5OXl5eZmZmUlGRwXneXEPsQExPzzTff5Obmin3jBwQARBmgDRobG0tKSg4dOpSenp6YmBgZGWnifCiLDrrExsampKRkZ2fn5+dXV1dzBjUAEGUAC6urqysvLy8tLc3Ly9u1a9f27dtTU1NF0Im/KTo6OtwUkVGkGyQnJ4vbZ2Vl7d27Nzc3t6ioSDyUSC1MGAEAUQYAAIAoAwAAiDIAAABEGQAAAKIMAAAgyvAWAAAAogwAAABRBgAAgCgDAACIMgAAAEQZAAAAogwAAABRBgAAEGUAAACIMgAAAEQZAABAlAEAACDKAAAAEGUAAACIMgAAgCgDAABAlAEAACDKAAAAEGUAAABRBgAAgCgDAABAlAEAAEQZAAAAogwAAABRBgAAgCgDAACIMgAAAEQZAAAAC/r/83E4L9rRrHYAAAAASUVORK5CYII= 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 Distribucion3.png png 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 false false false false false false false false false true j) Se comunica la modificación del lugar de publicación del valor liquidativo de la IIC. El nuevo lugar de publicación del valor liquidativo es: La página web de la Sociedad Gestora true false false false false false false true a.) Existe un Partícipe significativo con un volumen de inversión de 9.251.048,90 euros que supone el 34,63% sobre el patrimonio de la IIC. Anexo: h.) No existe vinculación directa entre la gestora y el depositario. Dux Inversores Capital A.V., S.A., sociedad vinculada a Dux Inversores SGIIC, S.A. tiene un acuerdo de oficina virtual con Bankinter S.A., percibe una pequeña parte de los beneficios de dicho Banco. La sociedad gestora dispone de un procedimiento interno formal para cerciorarse de que las operaciones vinculadas se realizan en interés exclusivo de la IIC y a precios o en condiciones iguales o mejores que los de mercado. 1.SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO.a) Visión de la gestora/sociedad sobre la situación de los mercados. El primer semestre de 2026 puede resumirse como un periodo de shock y recuperación. Pese a una elevada volatilidad geopolítica y a un shock energético derivado del conflicto en Oriente Medio, el conjunto se saldó con un tono claramente positivo para los activos de riesgo. El entorno macroeconómico mostró una resiliencia mayor de la esperada ?con un crecimiento todavía razonable, más sólido en Estados Unidos que en Europa, y unos beneficios empresariales que siguieron sorprendiendo al alza?, si bien el repunte de los riesgos inflacionistas asociado al encarecimiento de la energía restó margen a los bancos centrales para continuar con el ciclo de bajadas de tipos. La evolución fue marcadamente desigual entre trimestres: tras un primer trimestre volátil, con caídas en el mes de marzo ante el temor a la estanflación, los mercados se recuperaron con fuerza en el segundo trimestre, que concentró la mayor parte de las ganancias del periodo.El evento dominante del semestre fue la guerra de Irán, iniciada a finales de febrero de 2026 tras ataques coordinados de Estados Unidos e Israel contra objetivos iraníes, que elevó la percepción de riesgo sobre el Estrecho de Ormuz, una de las rutas críticas del comercio mundial de crudo. El precio del petróleo reaccionó con intensidad: el Brent se situó en el entorno de los 92 dólares por barril en marzo ?unos 20 dólares por encima del mes anterior? y llegó a aproximarse a los 120 dólares en los momentos de mayor tensión, para retroceder posteriormente con la desescalada parcial del conflicto, la liberación de reservas estratégicas y la recuperación de las exportaciones del Golfo. Hacia el cierre del semestre, en junio, los precios del crudo habían retrocedido de forma significativa desde los máximos. El carácter inflacionista del shock explica que la deuda pública no actuara como el activo refugio habitual en episodios de tensión geopolítica.En renta variable, y en términos de moneda local, el semestre se cerró con avances generalizados. El índice mundial MSCI World se revalorizó un 9,59%. En Estados Unidos, el S&P 500 subió un 9,55%, el Dow Jones Industrial un 8,85% y el Nasdaq Composite un 12,79%, en un contexto de mejora de las estimaciones de beneficios, especialmente en tecnología. En Europa, el MSCI Europe avanzó un 8,37%, el EURO STOXX 50 un 9,27% y el IBEX 35 un 12,50%, situándose este último entre los grandes índices desarrollados más destacados. Japón sobresalió, con el MSCI Japan subiendo un 18,94% y el Nikkei 225 un 39,18%. Los mercados emergentes fueron, no obstante, los grandes protagonistas del periodo: el MSCI Emerging Markets se revalorizó un 25,56%, impulsado por Asia tecnológica y por el retorno del apetito por el riesgo.Por estilos, el comportamiento fue equilibrado, con un ligero mejor tono del value (MSCI World Value +10,03%) frente al growth (+9,12%). A nivel sectorial, el semestre estuvo marcado por una elevada rotación: en el primer trimestre lideraron los sectores más ligados al shock energético y de perfil defensivo ?energía, materiales y utilities?, mientras que en el segundo trimestre regresó con fuerza el liderazgo tecnológico, impulsado por la inversión en inteligencia artificial, semiconductores y centros de datos. En el conjunto del periodo, y en moneda local, los sectores de mejor comportamiento dentro del MSCI World fueron tecnología de la información (+21,66%), energía (+18,07%) e industriales (+15,61%), seguidos de materiales (+9,38%) y utilities (+8,60%). En el lado opuesto, consumo discrecional (?2,76%) y telecomunicaciones (?0,29%) cerraron en negativo, y salud (+1,53%) y financieras (+3,64%) quedaron rezagados. El índice de semiconductores de Filadelfia llegó a acumular una subida superior al 80% en el año, reflejo del protagonismo de la cadena de valor de la inteligencia artificial.La renta fija tuvo un comportamiento más discreto y mixto. La deuda pública no ejerció de refugio, dado el carácter inflacionista del shock: el bono del Tesoro estadounidense a diez años cerró el semestre en negativo (?0,16% en moneda local, con la rentabilidad al vencimiento en el 4,47%), mientras que la deuda europea ofreció algo más de estabilidad (Alemania a diez años +1,32%, España a diez años +1,69%; el agregado JPM EMU, +1,21%). El crédito corporativo se comportó mejor que la duración soberana larga, apoyado en el devengo (carry) y en unos diferenciales contenidos: el crédito con grado de inversión global avanzó un 1,29% (grado de inversión en euros, +1,33%) y el high yield global un 2,82%, el mejor comportamiento dentro de la renta fija. La deuda emergente también contribuyó de forma positiva (2,51% en divisa fuerte y 2,28% en divisa local). Los diferenciales de crédito se estrecharon ligeramente a lo largo del semestre ?el del grado de inversión global cerró en 78 puntos básicos, frente a 80 al inicio del año, y el del high yield global en 280, frente a 291?, en un entorno de rentabilidades de partida atractivas (grado de inversión en euros en el 3,46% y high yield global en el 6,89% al cierre).En el mercado de divisas, el dólar actuó como activo refugio en la fase de mayor estrés del conflicto y cerró el semestre reforzado, con una apreciación en torno al 2,84% frente al euro. La divisa europea, más sensible al precio de la energía, se depreció en el conjunto del periodo hasta el entorno de 1,14 dólares, si bien recuperó parte del terreno perdido a medida que el crudo se normalizaba. En conjunto, el primer semestre de 2026 dejó un mercado capaz de absorber un shock geopolítico y energético relevante gracias a la resiliencia de los beneficios empresariales, al liderazgo de la tecnología y la inteligencia artificial, y a la normalización parcial del mercado energético. b) Decisiones generales de inversión adoptadas. Durante el primer semestre de 2026 se ha continuado aplicando la filosofía de inversión del Fondo, basada en la selección de compañías con vocación de permanencia a largo plazo, modelos de negocio recurrentes, capacidad de crecimiento mínima estimada del 5% y una rentabilidad sobre el capital empleado (ROCE) superior al coste medio ponderado del capital (WACC), siempre que dicha rentabilidad esté respaldada por barreras de entrada y/o ventajas competitivas sostenibles.Asimismo, se mantiene el criterio de invertir en compañías adquiridas a valoraciones atractivas, con balances sólidos y, preferiblemente, con la presencia de un accionista o familia de referencia en su estructura accionarial. Se considera que este tipo de compañías presentan un elevado potencial de revalorización en el largo plazo.Al cierre del periodo, el Fondo mantiene un nivel de inversión próximo al 98%-99%, distribuido en 43 valores en los que se mantiene una elevada convicción por la calidad de sus modelos de negocio y sus perspectivas a largo plazo. c) Índice de referencia. La gestión toma como referencia la rentabilidad del indice Stoxx Europe 600 (Net Return) a efectos comparativos. En el periodo la rentabilidad del índice de referencia es de 10,31%. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. CLASE A: El patrimonio de la clase A a 30.06.2026 ascendía a 11.656.581,37euros (a 31.12.2025, 11.062.430,90 euros) y el número de participes a dicha fecha ascendía a 212 (en el periodo anterior a 189). La rentabilidad en el período es del 1,05%. Los gastos del periodo ascienden al 0,72% sobre el patrimonio medio. CLASE B: El patrimonio de la clase B a 30.06.2026 ascendía a 15.055.735,85 euros (a 31.12.2025, 14.391.347,47 euros) y el número de participes a dicha fecha ascendía a 3 (siendo los mismos a 31.12.2025). La rentabilidad en el período es del 1,20%. Los gastos del periodo ascienden al 0,57% sobre el patrimonio medio. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. Las rentabilidades obtenidas en el periodo por el resto de las IIC gestionadas por Dux Inversores, según su menor o mayor exposición a la renta variable, se encuentran entre 1,46% y 28,82%. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Durante el semestre se han realizado ajustes en la cartera con el objetivo de reforzar las posiciones de mayor convicción y adecuar la exposición del Fondo al entorno de mercado. En concreto, se han incorporado seis nuevos valores ?Viscofan, Wise, CVC, Eurazeo, KKR y Amadeus?, se han desinvertido las posiciones en Porsche AG, LLYC, Montana Aerospace, Redox, Tubacex y Dassault Systèmes, se ha incrementado el peso en Zalando, Befesa, Ferrari Group, MTU Aero, UMG y Siemens Healthineers, y se ha reducido la exposición en Ferrovial y Sol Spa.En términos de contribución a la rentabilidad, las compañías que más han beneficiado al Fondo durante el periodo han sido Alantra, Elis, Sol Spa, Intercos y Puig Brands. Por el contrario, las posiciones que más han detraído rentabilidad han sido EssilorLuxottica, Ecoener, Carlyle Group, Ferrari Group y Siemens Healthineers. b) Operativa de préstamos de valores. N/A c) Operativa en derivados y adquisición temporal de activos. No se ha operado con derivados en el periodo. d) Otra información sobre inversiones. No existen inversiones señaladas en el artículo 48.1.j del RIIC.Se mantiene en cartera una posición de acciones de Atento, procedentes de un proceso de reestructuración. El impacto de dicha circunstancia ya se encuentra descontado en el VL del Fondo por lo que no se espera un impacto adicional en el mismo.Al final del periodo no hay patrimonio invertido en otras IIC.No se han realizado operaciones a plazo en el periodo.ESTE FONDO PUEDE INVERTIR UN PORCENTAJE DEL 25% EN EMISIONES DE RENTA FIJA DE BAJA CALIDAD CREDITICIA, ESTO ES, CON ALTO RIESGO DE CREDITO.La remuneración de la cuenta en euros con el depositario se ha fijado en ?STR un día menos 0,50%. Para las cuentas en divisa, se remuneran cada una en función de un tipo de referencia establecido por el depositario menos 0,25%. Conforme a las condiciones contractuales establecidas en ningún caso el importe será inferior a 0. 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. CLASE A: La volatilidad de la clase A ha sido superior respecto al periodo anterior, inferior a la del índice que la gestión toma como referencia y superior a la de activos de riesgo bajo como las Letras del Tesoro a 1 año. Los datos de la volatilidad en el periodo se detalla en el punto 2.2 del presente informe.CLASE B: La volatilidad de la clase B ha sido superior respecto al periodo anterior, inferior a la del índice que la gestión toma como referencia y superior a la de activos de riesgo bajo como las Letras del Tesoro a 1 año. Los datos de la volatilidad en el periodo se detalla en el punto 2.2 del presente informe. 5. EJERCICIO DERECHOS POLÍTICOS. La política establecida por la gestora en relación al ejercicio de los derechos políticos inherentes a los valores nacionales que integran la cartera de la IIC consiste en que se ejercerá obligatoriamente el derecho de voto siempre que la inversión que mantiene en cartera la IIC en un título nacional supere el 1% del capital social de la IIC y los 12 meses de antigüedad. Asimismo, la Gestora estudiará ejercer los derechos de voto anexos a los títulos en cartera de las IIC de cuya gestión se ocupa, cuando existan riesgos de alteración de la estrategia de las IIC. 6. INFORMACIÓN 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. El Fondo ha soportado en el ejercicio gastos derivados de servicio de análisis financiero sobre inversiones. Dicho servicio de análisis se refiere en todo caso a valores incluidos dentro del ámbito de inversión de las IIC, añadiendo valor a las estrategias del proceso de inversión. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. En cuanto a DLTV Europe, FI se espera mantener la actual política de inversiones, aunque no se descarta alguna variación en cuanto al porcentaje de inversión en renta variable o en la composición de la cartera, si las circunstancias del mercado lo aconsejan. No aplicable. No aplica. 0 0 0.00 0 0 0.00 2592884 0 2.36 0 0 0.00 14290671 157 2.14 11015706 117 10.05 16218691 366 10.65 72240497 455 9.50 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 162243592 1043 7.50 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 278602041 2138 7.98