LORETO PREMIUM R.VARV MIXTA FI 1.0.0 2026-01-01 2026-06-30 LORETO PREMIUM R.VARV MIXTA FI 1.0.0 2025-07-01 2025-12-31 LORETO PREMIUM R.VARV MIXTA FI 1.0.0 2026-01-01 2026-06-30 LORETO PREMIUM R.VARV MIXTA FI 1.0.0 2025-01-01 2025-12-31 LORETO PREMIUM R.VARV MIXTA FI 1.0.0 2026-04-01 2026-06-30 LORETO PREMIUM R.VARV MIXTA FI 1.0.0 2026-01-01 2026-03-31 LORETO PREMIUM R.VARV MIXTA FI 1.0.0 2025-10-01 2025-12-31 LORETO PREMIUM R.VARV MIXTA FI 1.0.0 2025-07-01 2025-09-30 LORETO PREMIUM R.VARV MIXTA FI 1.0.0 2024-01-01 2024-12-31 LORETO PREMIUM R.VARV MIXTA FI 1.0.0 2023-01-01 2023-12-31 LORETO PREMIUM R.VARV MIXTA FI 1.0.0 2021-01-01 2021-12-31 LORETO PREMIUM R.VARV MIXTA FI 1.0.0 2023-01-01 2025-12-31 LORETO PREMIUM R.VARV MIXTA FI 1.0.0 2021-01-01 2025-12-31 LORETO PREMIUM R.VARV MIXTA FI 1.0.0 2026-06-30 LORETO PREMIUM R.VARV MIXTA FI 1.0.0 2025-12-31 LORETO PREMIUM R.VARV MIXTA FI 1.0.0 2024-12-31 LORETO PREMIUM R.VARV MIXTA FI 1.0.0 2023-12-31 iso4217:EUR xbrli:pure LORETO PREMIUM R.VARV MIXTA FI 5289 02 02 2026 EUR AA- (FITCH) false PASEO DE LA CASTELLANA, 40 5ºPLANTA 28046 MADRID EM info@loretoinversiones.com WWW.loretoinversiones.com 05 PASEO DE LA CASTELLANA, 40 5ºPLANTA 28046 MADRID EM info@loretoinversiones.com 2018-08-02 08 06 3 en una escala del 1 al 7. Se invierte un 30-75% de la exposición total en renta variable de cualquier capitalización y sector, y el resto en renta fija pública y/o privada (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, líquidos), en emisiones con al menos media calidad crediticia (rating mínimo BBB-) o, si fuera inferior, el rating que tenga en cada momento el Reino de España, pudiendo invertir hasta un 20% de la exposición total en emisiones de renta fija de baja calidad crediticia (rating inferior a BBB-), incluyendo no calificados. La duración media de la cartera de renta fija no está prefijada. La suma de las inversiones en valores de renta variable emitidos por entidadesradicadas fuera del área euro más la exposición al riesgo divisa no superará el 30%. Los emisores/mercados serán fundamentalmente de países OCDE, pudiendo invertirhasta un 20% de la exposición total en países emergentes. El fondo cumple con la Directiva 2009/65/CE (UCITS). Las inversiones subyacentes a este producto financiero no tienen en cuenta los criterios de la UE para las actividades económicas medioambientalmente sostenibles. 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iVBORw0KGgoAAAANSUhEUgAAAfQAAAEsCAIAAAC62dafAAAnu0lEQVR4Xu2d61cUV7r/s+bdWbPmzXkz784/8VvrN+fl5DJmJit3IiBC4g1DYjQhGjStRE0cJyZkCKjxAiGKRJAIEhyRCDPGTLzHQBISogajeAWxmxGICsI+j12hqN5VXb3R2rtu38/ai1VU7epvP1XVn9rVFN33MQAAAIHjPn4GAAAA/wO5AwBAAIHcAQAggEDuAAAQQCB3AAAIIJA7AAAEEMgdAAACCOQOAAABBHIHAIAA4jm5t7W16dOrVq1aAQAAIBFyo8Ga1nhO7p9//rk+TTUYlgAAALiDiBshdwAA8BkiboTcAQDAZ4i4EXIHAACfIeJGyB0AAHyGiBshdwAA8BkibpQr97q6upycnLS0tKKiotu3b9Oc1tZWmpOdnb13716+dxzIHQAA7BFxo0S5d3d3T58+/fr164ODgwsWLNi9e3csFps6dWo0Gu3v78/MzOzr6+PXgdwBACAVIm6UKPejR49WV1dr0zSxefPm5ubmSCSizSkpKWlsbJzoPQ7kDgAA9oi4UaLcdWiEPmPGjI6Ojqqqqk2bNmkzSfcVFRWJHe8AuQMAgD0ibpQu9z179kybNu3LL7+k6crKShq/a/NJ7uXl5Qld40DuAABgj4gbJcp9bGxs5cqVy5cvj8Vi2pympqalS5dq02vXrm1oaJjoPQ7kDgAA9oi4UaLc9+/fv3jxYuOcaDSanp4+ODg4NDSUlZXV29trXNrW1kZmr6mp0eeIFAAAAGFDxI0S5V5aWjplypRHxykrK6OZLS0ts+PgVkgAALg7RNwoUe53B+QOAAD2iLgRcgcAAJ8h4kbIHQAAfIaIGyF3AADwGSJuhNwBAMBniLgRcgcAAJ8h4kbIHQAAfIaIGyF3AADwGSJuhNwBAMBniLgRcgcAAJ8h4kbIHQAAfIaIGyF3AADwGSJuhNwBAMBniLgRcgcAAJ8h4kbIHQAAfIaIGyF3AADwGSJuhNwBAMBniLhRutyvXbuWn5+v/5qVlTVlnI6ODkPHX4HcAQDAHhE3ypV7XV1dbm7unDlztF/HxsbS0tISu/BA7gAAYI+IG+XK/eDBg7W1tbrce3p68vLyErvwQO4AAGCPiBvlyp3o7u7W5d7e3p6Zmblw4cKMjIySkpLR0dHEvneA3AEAwB4RNyqVe1dXV319PTl9eHi4oKCgsbExse8dIHcAALBHxI1K5T4WR5smsxcXF0/0GwdyByBQ9PfTK9mulZXxq4BUiLhRqdxJ6IWFhSMjIwMDA5FIpKWlxdizra2NzF5TU6PPESkAAOBpzp1j991n1/7wB34VkAoRNyqVO2l93bp106dPT09Pr6ioSOz4Kxi5AxAoIHcJiLhRutwnC+QOQKCA3CUg4kbIHQAgE8hdAiJuhNwBADKB3CUg4kbIHQAgE8hdAiJuhNwBADKB3CUg4kbIHQAgE8hdAiJuhNwBADKB3CUg4kbIHQAgE8hdAiJuhNwBADKB3CUg4kbIHQAgE8hdAiJuhNwBADKB3CUg4kbIHQAgE8hdAiJuhNwBADKB3CUg4kbIHQAgE8hdAiJuhNwBADKB3CUg4kbIHQAgE8hdAiJuhNwBADKB3CUg4kbpcr927Vp+fr7+a2tra05OTnZ29t69ew29JoDcAQgUkLsERNwoV+51dXW5ubn61+zFYrGpU6dGo9H+/v7MzMy+vr7E7neA3AEIFJC7BETcKFfuBw8erK2t1eXe3NwciUS06ZKSksbGxomu40DuAAQKyF0CIm6UK3eW+AXZVVVVmzZt0qarq6stvyMbcgcgUEDuEhBxo1K5V1ZWbt68WZsmuZeXl0/0GwdyByBQQO4SEHGjUrk3NTUtXbpUm167dm1DQ8NEv3EgdwACBeQuARE3KpV7NBpNT08fHBwcGhrKysrq7e019mxrayOz19TU6HNECgAAeBrIXQIiblQqd6KlpWV2HNwKCUAogNwlIOJG6XKfLJA7AIECcpeAiBshdwCATCB3CYi4EXIHAMgEcpeAiBshdwCATCB3CYi4EXIHAMgEcpeAiBshdwCATCB3CYi4EXIHAMgEcpeAiBsnIfexsTF+lgQgdwACBeQuARE3ppb7wMBAZWXlO++8szrOe++9d/z4cb6Tc0DuAAQKyF0CIm5MLfeGhob+/n7jnPb29m+++cY4x0Eg99Bx//3sf/83aXvgAb4/8BeQuwRE3Jha7jqXL19ev359U1MTv8BRIPfQ8dvf8q92Y/vd7/j+wF+4KPdly9jLLydtr7zC9/cPIm5MLfeLFy9qE7W1tdFodOPGjYnLHQZyDx2Qe7BxUe6//z2fZWy/+Q3f3z+IuDG13L/++uuysrKzZ89i5A6kALkHG8hdAiJuTC13Fr9P5rPPPtu6davlt546C+QeOiD3YBNCuc+axf7nf+zat9/yq0wSETemlvu5c+dKS0vr6+tv3rxZV1dXW1vL93AUyD10QO7BJoRyf/RRPotrX33FrzJJRNyYWu5k82vXrulvtXN3zjgO5B46IPdgA7mbm0fkTmZfv379/v37+QVygNxDB+QebCB3c/OI3Lkvw2Pxt+DlvfkOuYcOyD3YQO7m5hG5f/bZZ5s2bdq9e/eJEye++OKLqqqq8vLyCxcu8P3EyMrKmjJOR0cHvxhyDyGQe7CB3M3NI3InRkZGTp06RZY/fPjw1atX+cXC0JA/LS2Nn5sI5B46IPdgA7mbm3fk7hQ9PT15eXn83EQg99ABuQcbyN3cgif39vb2zMzMhQsXZmRklJSUjI6O8j0g9xACuQcbyN3cPCL35cuX5+bmpqWlkZSnTp36yj18IENXV1d9fT05fXh4uKCgoLGxke8BuYcQyD3YQO7m5hG5E2+99dbIyAhNkJf/+te/8ouFGYujTZPZi4uLE5ffAXIPHZB7sIHczc07cl+0aNH58+dp4sKFC4sXL+YXC0NCLywspPPEwMBAJBJpaWkxLm1rayOz19TU6HNECgC+B3IPNpC7uXlH7l1dXTR4f+2111atWnXkyBF+sTCk9XXr1k2fPj09Pb2iooJfHAcj99ABuQcbyN3cvCP35ubmJUuWLI6Tn5/PL3YUyD10QO7BBnI3N+/IXXvPvbi4+NatW3/729/4xY4CuYcOyD3YQO7m5h25FxQUXLx4ceXKlfRz1apV/GJHgdxDB+QebCB3c/OO3M+fP3/y5Mmff/65qKjo8OHD/GJHgdxDB+QebCB3c/OI3B28z10EyD10QO5qOHmSvfOOXWtt5VdxBMjd3Dwid+bcfe4iQO6hA3JXw86d/Lbl2vz5/CqOALmbm3fk7tR97iJA7qEDclcD5M41yJ0l3ud+5swZfrGjQO6hA3JXA+TONcj93LlzPyXC93AUyD10QO5qgNy5Brl/+umn2xPhezgK5B463JL7nj2srMyuSf66YNVA7lyD3E+a4Hs4CuQeOtyS+/3381lc+/FHfhVfA7lzDXLnhu0YuQOHgdzVALlzDXLHe+5ALpC7GiB3rkHu2nvuW7du3bhxY2VlJUbuwGEgdzVA7lyD3Ilt27a9/PLL77///quvvrqTDhGZQO6hA3JXA+TONcideOONN/TpN99807DEeSD30AG5qwFy5xrkHo1G3377bXLu+fPnDxw4IPKg9wLkHjogdzVA7lyD3EsSWb16Nd9jMrS2tubk5GRnZ+/du5dfFgdyd4dYjJWX27WmJn4Vp4DcJ8PzW9izZUnb3C18/wkgd65B7sy5b2KKxWJTp06lS4H+/v7MzMy+vj6+B+TuFj/8wB9/XHvwQX4Vp4DcJ8Pv8th9M5K23z7P958Acuca5M6c+yYmOklEIhFtmi4CGhsbE5ffAXJ3B8jd3CB3R4Dczc07cnfqm5iqqqo2bdqkTVdXV1t+Rzbk7g6Qu7lB7o4AuZubd+Te3d19cvybmA4dOsQvFqaysnLz5s3aNMm9vLw8cfkdIHd38Kfctx9h/zXXri2r41eZAHLnGuTuFL6Q+40bNw4cOBCJRA7EIfPey+e5NzU1LV26VJteu3ZtQ0ND4vI7QO7u4E+5Vx7k7ca1glp+lQkgd67Zyn3eNvb/37RrP1/lV/kVyN3cvCP31atXa3InOjo6+E7CRKPR9PT0wcHBoaGhrKys3t5e49K2tjYye01NjT5HpAAbbo6wHy/btQtRfpUJjh1j27bZte5ufhUD2w7ZtU+O8/0n6Orig7j29df8Kgb2fstncW3oFr/Kr1y8yLKz7Zrt31qOneGDuHbO4m/n48yZw2cZW24u39/Al6dY9ia7VnOUX2WC1av5LK5dusSvMs5/fuEL5No+m1cJ7UHzbjU2269MyP2Ir9HY5li80zkOHdLmGo2tspJfxcDf/sFnce1ijF/lV/r6+CCu2b7Mvz7Lb1uudSVYJJF58/gsY3v2Wb6/ge5rfBDXjtnspffe47O49vPP/CqTRMSNKeSuUVlZSQP25ePwiydDS0vL7DhevxWSDgvz+dbY6uv5VQz8ZiY/pDK23y/g+0+wZQsfxLUlS/hVDPzhTT6La3aSvQfmV/FBXNtpcz7zIbEhtv6fdq3B5hRcUMDvU67ZSjZsnLrCmr+za0lPKvdG/Vf8Mcw1upRxERE3Csld5IGcAnLng7gGufsdyN0P/OsH9v9W2LU1e/hVVCLiRiG5v/766w0NDR0dHT/E4Rc7CuTOB3ENcvc7dFT/93/btR07+FUASETEjUJy3xFn+/bt2gS/2FEgdz6Ia5A7AKFHxI1Ccm9qasrPz9+wYcPHH3/c2trKL3YUyJ0P4hrkDkDoEXGjkNyXLVtGP0nu9PNe/kNVhGDIveqQXbMznT/lfmvkzn04Nu32KL8KAOCuEXGjkNwXL17c2dlZWlr6/fffa6KXRzDkfvf4U+4AAJWIuFFI7n19fRs3bly5cmVZWZnlp305COTOB3ENcgcg9Ii4MbXcx8bGuru7b968SdO3bt26l39iEgFy54O4BrkDEHpE3Jha7vQokUjklVdeKSoqoon333+f7+EoXpH7lSuss9OuXb/Or+IIkDsAIBUibkwtd+3DZGKx2L18qow4XpG7W9yb3N9pYi9W2rXoIL8KAMB3iLgxtdz1L02V/e2pGpA7b/PJyB0AEAZE3Jha7rNmzdoWR5/gezgK5M7bHHIHACQi4sbUcj9hgu/hKJA7b3PIHQCQiIgbU8tdMZA7b3PIHQCQiIgbIXePAbkDAFIh4kbI3WNA7gCAVIi4EXL3GJA7ACAVIm5ULfesrKwp41j+syvkztsccgcAJCLiRqVyHxsbS0tL4+cmArnzNofcAQCJiLhRqdx7enry8vL4uYlA7rzNIXcAQCIiblQq9/b29szMzIULF2ZkZJSUlIyOWnzIN+TO2xxyBwAkIuJG6XLfs2fPi3FisVhXV1d9fT05fXh4uKCgoLGxke8NuUPuAIBUiLhRutyNjMXRpsnsxcXFicvvALnzNofcAQCJiLhRqdxJ6IWFhSMjIwMDA5FIpKWlxbi0ra2NzF5TU6PPESkgaEDuAIBUiLhRqdxJ6+vWrZs+fXp6enpFRQW/OA5G7rzNIXcAQCIiblQqdxEgd97mkDsAIBERN0LuHgNyBwCkQsSNkLvHgNwBAKkQcSPk7jEgdwBAKkTcCLl7DMgdAJAKETdC7h4DcgcApELEjZC7x4DcAQCpEHEj5O4xIHcAQCpE3Ai5ewzIHQCQChE3Qu4eA3IHAKRCxI2Qu8eA3AEAqRBxI+TuMSB3AEAqRNwIuXsMyB0AkAoRN0LuHgNyBwCkQsSNkLvHgNwBAKkQcSPk7jEgdwBAKkTcCLl7DMgdAJAKETdC7h4DcgcApELEjdLlfu3atfz8fP3X1tbWnJyc7OzsvXv3GnpNALnzNofcAQCJiLhRrtzr6upyc3PnzJmj/RqLxaZOnRqNRvv7+zMzM/v6+hK73wFy520OuQMAEhFxo1y5Hzx4sLa2Vpd7c3NzJBLRpktKShobGye6jgO58zaH3AEAiYi4Ua7cie7ubl3uVVVVmzZt0qarq6srKiom+o0Tdrm3t1PZdq21lV8FABAyRNzosNz37NnzYpxYLKbNMcq9srJy8+bN2jTJvby8XJs2Ena5AwBAKkTc6LDczRjl3tTUtHTpUm167dq1DQ0NE/3GgdwBAMAeETcqlXs0Gk1PTx8cHBwaGsrKyurt7TX2bGtrI7PX1NToc0QKAACAsCHiRqVyJ1paWmbHwa2QAABwd4i4UbrcJwvkDgAA9oi4EXIHAACfIeJGyB0AAHyGiBshdwAA8BkiboTcAQDAZ4i4EXIHAACfIeJGyB0AAHyGiBshdwAA8BkiboTcAQDAZ4i4EXIHAACfIeJGyB0AAHyGiBshdwAA8BkiboTcAQDAZ4i4EXIHAACfIeJGyB0AAHyGiBshdwAA8BkiboTcAQDAZ4i4Ubrcr127lp+fr/+alZU1ZZyOjg5Dx1+B3AEAwB4RN8qVe11dXW5urv41e2NjY2lpaYldeCB3AACwR8SNcuV+8ODB2tpaXe49PT15eXmJXXggdwAAsEfEjXLlzhK/ILu9vT0zM3PhwoUZGRklJSWjo6OJfe8AuQMAgD0ibnRY7nv27HkxTiwW0+YY5d7V1VVfX09OHx4eLigoaGxsnFhzHMgdAADsEXGjw3I3Y5T7WBxtmsxeXFw80W8cyB0AAOwRcaNSuZPQCwsLR0ZGBgYGIpFIS0uLsWdbWxuZvaamRp8jUgAAAIQNETcqlTtpfd26ddOnT09PT6+oqEjs+CsYuQMAgD0ibpQu98kCuQMAgD0iboTcAQDAZ4i4EXIHAACfIeJGyB0AAHyGiBshdwAA8BkiboTcAQDAZ4i4EXIHAACfIeJGyB0AAHyGiBs9J/f29nZ9etWqVSsAAAAkQm40WNMaz8kdAADAvQO5AwBAAIHcAQAggHha7trnRCqjoqKCn6UE5KrBrdzP3YtGrhrU5xr/NpkMT8tdMZ8bbtRRCXLV4FYucy8auWpwK9ceyH0CkZOhDJCrBrdymXvRyFWDW7n2QO4AABBAIHcAAAggkDsAAAQQyB0AAAII5O4yly5damtrGx4e5hdIxq1cYnBwsL+/n58rH1dyx8bGaFPzc+XjVi6LR7/99ttXr17lF0jGrVyir6/v3Llz/Fy3gdzv8MUXX/z444/8XPns3bv36aefnj17dnZ29vXr1/nF0nArl9i3b99TTz318MMPb9myhV8mE7dy6TVPobt37+YXSMatXKK6uvq1114j1fILJONWblNTU3p6+ty5c0nx/DJXgdzvcOLEiYceemj79u0qj4yhoSFyaywWo+mKioqysjK+hxzcymXxAU5OTg791J5Db29vZ2cn30kCbuVqzJgxIzc3t7CwkM6jt27dUnY2dSX35MmTzzzzTDQapenz589XVlaS+xRcILqVOzo6StuZLgpp+syZMx9++OE//vEPBbkiQO53oJd6WlrakiVL8vPzlV3WdXV1zZs3T5v+5ptv3nrrLW1a9gnGrVzi6NGjK+IfVXr79u1p06YtWLCAVKvNkYpbuRpbt26lS8Py8nIa30UikU8++YTvIQdXcjdv3lxQUEDb+fTp03RCpeewOA7fz2ncyqVXDR1L9JPM/txzz1EuHV10AcH3c4Owy1176/nQoUM0eKdf6+vryfL0kuD7OQ3lHj9+/Pnnn29tbaVfafrdd9+liYGBARpt0QCTX8EhXMyl7dzf30+iobPLlStX6GVALwkaUdJr49SpU/wKDuFWLjP8VYMGktoZtKqq6v777//ggw9GRkb43s7hbi5t2NLS0tdff33lypXa5RFt7Zdeeoncx6/gEO7m0nZes2bNRx99tGHDBs0btJFpLC/10BIk1HK3fOuZjoaZM2eS8uhwSezuGHpuVlYWDTRY/N+X6bXH4p/BT/bhV3AI13NpO5NhuUuEvLw8mmmc4xRu5TLToTV//vwLFy5oT4Ps09DQwK/gEB7JpWPpgQce0M8lNKY+e/Zs4hrO4IVcsvwLL7zw5JNP6oNCumLQXl/uEl6527z1TFrfsWMHXeJN9HYOy9yvvvqqsLCQjhgaa4yOjvLrOIGncomOjo4jR47U1dXRKzBhBYdwK5dZRVdXV5ML9u/fr3WQ9A6Yd3Jp4qeffqKf3333HV03SHp7xDu5N2/eLCoqok1N0+vWrZOUO1nCK3e33nq2zKWLOzpc0tLSLl++nNDbOTyVS5Bx6DVAl9L0wpjo7Rxu5TKraBoutLS0qD+03MrVps+fP0+betOmTZI2tddyaf4nn3zS3Nws9e0vccIrd/IaXZgrfuuZJc+dMWOGPsKSgddy3drOsnOZe9HIZYHOnSxhlPtYHJqIRqPaP3qoeevZrVw2Ho1cNblM+S52K5e5vanDk3sXhE7uNEpNT09/8skn33jjDbp802YqeOvZrVxmFY1cGZhzmZJot3KZVTRyvUO45P7LL7/k5ORcj/Phhx8+8cQT2v0Dst96diuXJYlGruNY5jL5u9itXJYkGrneIVxy7+3tnTVrlv4r7Q/6ddeuXTR98eLFQ4cOTXR1FLdyWfJo5DpLslwmeRe7lcuSRyPXI4RL7ix+62tVVZX+azQazcjIuHHjhqGLFNzKZe5FIzfYucy96LDl3h0hkrv2H2U9PT1z585ds2ZNNP4xFMSiRYvonJzY10nczaXLRkpUGR22XOb2LnYrV/2mDlvuPRIWuRv/o+zq1avFxcWPPPJIaWnpxo0bCwsL+d7O4YXc69ev0+BCTXTYcpk3drFbuSo3ddhy751QyN38H2U0ceHChV27dkn9jwNP5TL50WHLZUmiw5bL5EeHLdcRQiH3ZP9Rpt0aLA/katNBzWXuRSNXmw5qriMEX+50ah124z/KkKsml8XvUXMl162Sw5bL3NvFbuU6QvDl/s4779BBGVX+H2XIVZPL4tG9vb2u5LpScthymau72JVcRwi+3OnCSn+njCn8jzLkqsllidFu5TKF0WHLZd7YxSpzHSH4cic+/fTTw4cPa9Mq/6MMuWpymSHarVymNjpsucwDu1hx7r0TWLnrt6ZqvxYVFenfnyf7P8qMX4WuMtdYsspcL9TLDNGyc7mvunerZJW52MVqcp0lmHLnbk1l8b+BrF69WsHFFPdV6MpyuZKV5XqkXqYq2vxV92pymalkZbnYxWpyHSeAck92a2pHR8e2bdsSujrNqNVXobe3t8vOtSw5bPUy+SVb1kvjStm5LEnJCnItS8Yu9gUBlLvNranV1dVXrlyZ6Oo0Y0m+Cl12brKSt2/fLjXXa/XK3sXJ6qVFUnNZ8pKxi50lWb1M/i52nADKfTj5rbjaCVkGY3FowvKr0E+ePMmv4Cg2Jcu7G1cr2Wv1yt7FlvWeOnVK2/vysClZ0i727CEd1F3sOIGSO+2MH3/8kSn/Ppr9ho/wpyeg7KvQ9XqZeyVHIpHZs2erqZd5YBe7VS9TW7JbhzQL3y6WR6DkfuLEiYceeoguVPVzrIJbU80f4b9z5041X4Vurpe5UfLjjz8+f/58BfUyq5LDVi+TX7KLhzSzKll2vcxUsspdLI9Ayb2zszMtLW3JkiX5+fnarUsKbk3tTfIR/mfOnJH9Vejmepl7JZeXl8uul1mVHLZ6mfySLetVc0gzq5Jl18uSlKxmF8sjIHLXtv6xY8fotE8T9fX1dChoV1VSb03Vcl35CH+KtqyXBbTksO1im3qZ/JLV18tsS5ZdL3NjF8smIHLXPvXCOIdGGTNnznz33Xdv3bplnO8s+qdtqP8If65kNfUy90oO2y52q142/oEqiutl7pXs1i6WTUDkzn3qhQYdEDt27Lh9+zY330H0XPUf4W8uWUG9zL2SzfUyJSWHrV42Hq24XuZeyW7tYtkERO4s8VMvVGLMVfwR/mErGfUqQ49WWS9zr2S3drFUgiN3lvipF7LR7wJmanM5lEUb62UKczlU5nphF6vMxS5WlqsGf8vdeBcwU/gREMa7gM+fP68sl6uXqSqZq5epynWrXmYq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 false false false false false false false false false false No aplica true false false true false false false true a) Participes significativos a 31 de Junio de 2026. Partícipe (persona jurídica) con una inversión en la Clase I del fondo de 61.253,927558 participaciones, lo que representa un 92,895% del patrimonio del mismo. d) La entidad depositaria ha actuado como comprador para el Fondo en las siguientes operaciones: TOTAL COMPRAS ACTIVOS RENTA FIJA: 3.985.288,42 EUR ( 4,15% del patrimonio medio del Fondo) h)Existen operaciones relativas a compraventas de divisas con el Depositario, que están sometidas al procedimiento de operaciones vinculadas de la Gestora. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. La primera mitad de 2026 ha estado marcada por una notable fortaleza de los mercados financieros. A pesar de un entorno caracterizado por la persistencia de ciertas presiones inflacionistas, la incertidumbre geopolítica en torno a Irán y unos tipos de interés todavía elevados, las principales bolsas han continuado avanzando, apoyadas por unos resultados empresariales sólidos y por la confianza de los inversores en las perspectivas de crecimiento global. La inteligencia artificial ha sido, una vez más, el principal motor del mercado. Las compañías vinculadas a semiconductores, infraestructura tecnológica y capacidad de procesamiento han liderado las rentabilidades, impulsadas por un fuerte aumento de las inversiones destinadas al desarrollo de esta tecnología. Sin embargo, uno de los aspectos más positivos del semestre ha sido la progresiva ampliación del liderazgo bursátil hacia otros sectores y compañías, reduciendo la dependencia de un pequeño grupo de valores tecnológicos. La economía estadounidense ha mostrado una resiliencia superior a la prevista, respaldada por la fortaleza del empleo, un consumo todavía sólido y unas condiciones de crédito favorables. Al mismo tiempo, Asia ha seguido consolidándose como una de las regiones con mejores perspectivas de crecimiento, mientras que Japón continúa beneficiándose de las reformas corporativas y de una recuperación económica gradual. En Europa, aunque el crecimiento sigue siendo más moderado, también han surgido oportunidades selectivas en distintos sectores. Por otro lado, los bancos centrales han mantenido una postura prudente durante estos meses. La evolución de la inflación ha llevado a los mercados a reajustar las expectativas sobre futuras bajadas de tipos de interés, generando cierta volatilidad tanto en los mercados de renta fija como en las divisas. En este contexto, el dólar estadounidense ha mantenido su fortaleza, apoyado por el buen comportamiento relativo de la economía norteamericana y por unos tipos de interés todavía atractivos. En cuanto al comportamiento de los diferentes activos, tras un primer trimestre muy volátil por la guerra entre EE.UU. e Irán, con los principales índices de renta variable terminando marzo en negativo, el segundo trimestre del año ha visto una recuperación generalizada de los activos de riesgo: el MSCI ACWI cierra junio subiendo 14,65% (en euros) en lo que va de año. En EE.¿UU., el S&P 500 terminó el semestre ganando un 13,3% (en euros), y en Europa, el Eurostoxx 50 subió 11,69% en el semestre. Cabe destacar las fuertes subidas de algunos índices en Asia, en particular Japón, el Nikkei 225 ganó un 34,47% (en euros). Por su parte, los mercados de renta fija a nivel global también han tenido una evolución positiva en el trimestre, con el principal índice de referencia (Bloomberg Global Aggregate) ganando un 2,51% en el semestre (en euros). b) Decisiones generales de inversión adoptadas. La exposición total a renta fija en contado se sitúa en el 30% del patrimonio frente al 35% de finales de diciembre. La reducción se ha hecho principalmente con la reducción de deuda de gobierno, que cae del 31% al 26%. El peso en corporativos se mantiene en el entorno del 3% Durante la primera parte del año tuvimos una duración baja, del entorno del 0.50 que nos ayudó a capear las caídas de los bonos tras el estallido de la guerra de Irán. A finales de marzo hemos ido aumentando progresivamente la duración hasta niveles cercanos a 2,25, donde se sitúa el 30 de junio. El peso en liquidez se sitúa en el 10%. En cuanto a la renta variable, el primer semestre de 2026 ofreció sólidas rentabilidades a nivel global a pesar de un shock energético y geopolítico - el conflicto entre Estados Unidos e Irán y el cierre del estrecho de Ormuz - y el entusiasmo tecnológico impulsado por la inteligencia artificial y un entorno inflacionario complicado. Los activos de riesgo cerraron el semestre claramente en terreno positivo, con el S&P 500 registrando en el segundo trimestre su mejor trimestre desde 2020. Durante el semestre incrementamos la exposición a Estados Unidos. Las rentabilidades doble digito del S&P 500 y el Euro Stoxx 50 en el semestre comparan con +25,1% del MSCI Asia Pacific. Los mercados emergentes obtuvieron un rendimiento significativamente superior, impulsados por las economías vinculadas a las materias primas y por la debilidad del dólar. Mantuvimos una elevada convicción en el sector de materias básicas, una de las posiciones estratégicas relevantes de la cartera. La rentabilidad del Nasdaq 100 (+23,7%), estuvo impulsada por los valores de semiconductores, que registraron en el segundo trimestre el mejor trimestre de su historia, favorecidos por la insaciable demanda de infraestructura para inteligencia artificial. Durante el semestre adquirimos exposición a compañías que se benefician directamente del auge de la inteligencia artificial. De cara al segundo semestre, la principal incógnita para los mercados es qué fuerza prevalecerá. Por un lado, consideramos que la inversión en capital vinculada a la inteligencia artificial continúa respaldando tanto el crecimiento económico como la expansión de los beneficios empresariales. Por otro, creemos que existe margen para una ampliación del liderazgo bursátil, con otros sectores comenzando a tomar el relevo de la tecnología como principales motores de rentabilidad. Los estrategas de los principales bancos de inversión siguen revisando al alza sus objetivos para los índices bursátiles. Aunque mantenemos una exposición relevante al sector tecnológico, también contamos con posiciones significativas en bancos e industriales, sectores que históricamente suelen comportarse favorablemente en esta fase del ciclo económico y que podrían beneficiarse de una mayor diversificación del liderazgo bursátil. La exposición en renta variable, tanto en contado como en futuros incluyendo los fondos con exposición a renta variable, se sitúa en el 60,73% a cierre de semestre que compara con 53,39% al final del 2025. c) Índice de referencia. El fondo no se gestiona en referencia a ningún índice (el fondo es activo). d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El patrimonio del fondo se sitúa en los 100.737.000 y ha aumentado en 6.918.000 euros, con respecto a finales del período anterior. El desglose de la variación patrimonial, en tanto por ciento sobre el patrimonio medio en el período, se resumiría en un 0,20% debido a suscripciones y reembolsos, un 7,41% debido a rendimientos de gestión y un -0,39% como consecuencia de los gastos repercutidos al fondo. El número de partícipes varía en 3 y se sitúa en 211. Durante el período, la rentabilidad del fondo en su clase institucional fue del 7,21% mientras que en su clase minorista fue del 7%. La rentabilidad media de la liquidez, en porcentaje anualizado, fue del 0.60%. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. Los resultados de este fondo son dispares con respecto a otras IIC del grupo, así como también lo es su riesgo. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. En la parte de renta fija se ha reducido el peso en deuda gubernamental de corto plazo, tanto letras como bonos españoles, franceses e italiano, y se ha comprado algo de deuda alemana a diez años para el incremento de duración. Los instrumentos que más han contribuido en el primer semestre de 2026 han sido: EURO-BUND FUTURE Jun26, BTPS 3 ¿ 02/15/31 y DBR 2.9 02/15/36. Por el contrario, los que menos han contribuido han sido: EURO-BUND FUTURE Mar26, OBL 2.4 04/18/30 y BTPS 0.95 06/01/32. En renta variable hemos hecho una gestión activa de la cartera aprovechando volatilidad. Durante el semestre, hemos mantenido nuestra apuesta en financieros y industriales y hemos aumentado peso en tecnología. Hemos comprado Zalando, Piraeus Bank, Nvidia, Micron, Citigroup, entre otros. Hemos vendido posiciones en Dell, Deutsche Telekom, SAP, Barclays, Sunbelt e Inditex, entre otros. Los valores que más han contribuido a la rentabilidad positiva del fondo han sido Infineon, Micron, ASML, Prysmian, ABN Amro, Glencore y Engie. Por el contrario, los que más han contribuido negativamente al fondo han sido Kion, Rheinmetall, On Holding, Constellation Brands, CRH y Buzzi. b) Operativa de préstamo de valores. Ningún activo ha sido objeto de operaciones de préstamo de valores. c) Operativa en derivados y adquisición temporal de activos. A lo largo del periodo se realizaron operaciones con instrumentos financieros derivados con finalidad de inversión y cobertura. La estrategia de inversión en derivados persigue, en todo momento, la consecución de una mayor o menor sensibilidad de la cartera a los movimientos de mercados. A fecha 30 de junio, no había posiciones abiertas. El grado de cobertura medio durante el periodo ha sido del 99,59%. El nivel medio de apalancamiento durante el periodo ha sido del 5,42%. d) Otra información sobre inversiones. No se han realizado inversiones al amparo del artículo 48.1.j del RIIC, ni se mantienen productos estructurados en cartera. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. No aplicable. 4. RIESGO ASUMIDO POR EL FONDO. La volatilidad del fondo en el semestre ha sido del 13,29%, frente al 19,11% del Ibex 35 y del 0,69% de la letra española. La volatilidad histórica es un indicador de riesgo que nos da cierta información acerca de la magnitud de los movimientos que cabe esperar en el valor liquidativo del fondo, aunque no debe usarse como una predicción o un límite de pérdida máxima. 5. EJERCICIO DERECHOS POLITICOS. De acuerdo con lo previsto en sus procedimientos, Loreto Inversiones, SGIIC, S.A. ejerce los derechos inherentes a los valores que integran el patrimonio de los Fondos gestionados en beneficio de los partícipes, en particular el derecho de asistencia y voto en las juntas generales, siempre que el emisor sea una sociedad española y que la participación conjunta de los Fondos gestionados represente, al menos, el 1% del capital de la sociedad participada y que dicha participación tenga una antigüedad superior a 12 meses, así como en aquellos otros casos que estime conveniente el Departamento de Gestión de Inversiones. 6. INFORMACION Y ADVERTENCIAS CNMV. No aplicable. 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. No aplicable. 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. El fondo no soporta costes por el servicio de análisis financiero, siendo los gastos soportados por la gestora. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). No aplicable. 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Tras una primera mitad del año marcada por la fortaleza de los mercados financieros, en Loreto Inversiones mantenemos una visión constructiva para el segundo semestre de 2026. La economía global ha demostrado una capacidad de adaptación superior a la esperada, mientras que la innovación tecnológica, liderada por la inteligencia artificial, continúa siendo uno de los principales motores de crecimiento para empresas y mercados. Sin embargo, el entorno actual exige una aproximación más equilibrada y disciplinada. Si bien las perspectivas siguen siendo positivas, consideramos que los inversores deben prestar especial atención a la diversificación de sus carteras y a la gestión de riesgos. Los bancos centrales seguirán desempeñando un papel decisivo durante los próximos meses. Aunque la inflación se mantiene por encima de los objetivos en algunas economías desarrolladas, creemos que gran parte de las expectativas de endurecimiento monetario ya están reflejadas en los mercados. No aplica No aplica 0 0 0.00 0 0 0.00 128043923 361 7.28 0 0 0.00 96043679 211 7.20 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 0 0 0.00 126152892 345 10.23 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 34242269 244 1.37 0 0 0.00 0 0 0.00 384482763 1161 7.70