LORETO PREMIUM R FIJA MIXTA FI 1.0.0 2024-01-01 2024-06-30 LORETO PREMIUM R FIJA MIXTA FI 1.0.0 2023-07-01 2023-12-31 LORETO PREMIUM R FIJA MIXTA FI 1.0.0 2024-01-01 2024-06-30 LORETO PREMIUM R FIJA MIXTA FI 1.0.0 2023-01-01 2023-12-31 LORETO PREMIUM R FIJA MIXTA FI 1.0.0 2024-04-01 2024-06-30 LORETO PREMIUM R FIJA MIXTA FI 1.0.0 2024-01-01 2024-03-31 LORETO PREMIUM R FIJA MIXTA FI 1.0.0 2023-10-01 2023-12-31 LORETO PREMIUM R FIJA MIXTA FI 1.0.0 2023-07-01 2023-09-30 LORETO PREMIUM R FIJA MIXTA FI 1.0.0 2022-01-01 2022-12-31 LORETO PREMIUM R FIJA MIXTA FI 1.0.0 2021-01-01 2021-12-31 LORETO PREMIUM R FIJA MIXTA FI 1.0.0 2019-01-01 2019-12-31 LORETO PREMIUM R FIJA MIXTA FI 1.0.0 2021-01-01 2023-12-31 LORETO PREMIUM R FIJA MIXTA FI 1.0.0 2019-01-01 2023-12-31 LORETO PREMIUM R FIJA MIXTA FI 1.0.0 2024-06-30 LORETO PREMIUM R FIJA MIXTA FI 1.0.0 2023-12-31 LORETO PREMIUM R FIJA MIXTA FI 1.0.0 2022-12-31 LORETO PREMIUM R FIJA MIXTA FI 1.0.0 2021-12-31 iso4217:EUR xbrli:pure LORETO PREMIUM R FIJA MIXTA FI 5291 02 02 2024 EUR A+ (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 04 3 en una escala del 1 al 7. La gestión toma como referencia la rentabilidad del índice (20%) EURO STOXX 50 Net Return y (80%) Bloomberg Barclays Series-E Euro Govt 1-3 Yr Bond Index. El índice de referencia se utiliza a efectos meramente comparativos. Se invierte hasta un 30% 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 entidades radicadas fuera del área euro más la exposición al riesgo divisa no superará un 30%. Los emisores/mercados serán fundamentalmente de países OCDE, pudiendo invertir hasta 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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iVBORw0KGgoAAAANSUhEUgAAAfQAAAEsCAIAAAC62dafAAAsLklEQVR4Xu2d31fVVt7/u+Z21nM9s77/wLOei+d6Lp6b6Y9pZ2p/2KIoCFNUbLX+pFVR/FWrY7XSWlArCBVBKiOKUmxR1Bm0UyvWWqVDFbVaBayICBQOVUTY34/ZQwg7OTlbSPY+Oef9WnuxcpKdfPLJTl7ZCTknTzAAAAAxxxPiCAAAAMEHcgcAgBgEcgcAgBgEcgcAgBgEcgcAgBgEcgcAgBgEcgcAgBgEcgcAgBgEcgcAgBgk6uR+7tw5c3jt2rXvAAAAGAm50WJNZ3yX+927dzMyMsyPx44dS01NTUlJOXTokKXWMMePHzeHKQfLFAAAAI+QcaO/cq+oqJgxY0Z6ejr/2NnZOXHixI6Ojq6ursmTJ7e3t4+s/gjIHQAA3JFxo79yP3nyZHl5uSn3w4cPZ2Vl8eGcnJyqqqrhqkNA7gAA4I6MG/2VO9HU1GTKvbS0ND8/nw+XlZXt2LFjuN4QkDsAALgj40alci8pKdm+fTsfJrkXFhYO1xsCcgcAAHdk3KhU7tXV1cuWLePDmzdvrqysHK43BOQOAADuyLhRqdw7OjoSExNDoVBvb29ycnJbW5u15rlz58jsf//7380xMgkAAEC8IeNGpXInjh49Ot0Aj0ICAMDokHGj73J/XCB3AABwR8aNkDsAAAQMGTdC7gAAEDBk3Ai5AwBAwJBxI+QOAAABQ8aNkDsAAAQMGTdC7gAAEDBk3Ai5AwBAwJBxI+QOAAABQ8aNkDsAAAQMGTdC7gAAEDBk3Kha7qWlpYmJiRMnTiwqKhKnGUDuAADgjowblcq9sbGRzN5rkJKS0tDQINaA3AEAIBIyblQq98uXLycnJz948KC/v3/q1KmQOwAAjAIZNyqVO5Gbm/u8QXZ2tjjNAHIHAAB3ZNyoVO719fXTpk2j/vvVq1fT09PPnDkj1oDcAQAgEjJuVCr3/Pz84uJiPlxWVpaTkzNy+iMgdwAAcEfGjUrlXlNTM3v27J6ent7e3vnz51dVVVmn4jV7AAAgg4wblcp9cHAwLy+PPwq5ZcuWgYEBsQZ67gAAEAkZNyqVuwyQOwAAuCPjRsgdAAAChowbIXcAAAgYMm6E3AEAIGDIuBFyBwCAgCHjRsgdAAAChowbIXcAAAgYMm6E3AEAIGDIuBFyBwCAgCHjRsgdGNy5Q5vbrQz9KBAAQDsyboTcgcGFC+yJJ9zK00+LswAANCHjRtVyv3DhwsyZMydMmJCbmytOM4Dc9QC5AxAcZNyoVO73799PSkpqaWnp6+sjxdfV1Yk1IHddQO4ABAcZNyqVe21t7fr16/lwv8HI6Y+A3PUAuQMQHGTcqFTuZWVlK1asSE9PT0hI2LhxI+QeRUDuAAQHGTcqlXtRUdGkSZPa2tp6e3szMjIqKyvFGpC7LiB3AIKDjBuVyp1sTh12PlxeXv7hhx+OnP4IyF0PkDsAwUHGjUrl3traSj33np6eUCg0Z86cmpoa61S8Zk8nkDsAwUHGjUrlzozXqKalpZHi8/LyBgcHxcnouesCcgcgOMi4UbXcIwK56wFyByA4yLgRcgcGkDsAwUHGjZA7MIDcAQgOMm6E3IEB5A5AcJBxI+QODCB3AIKDjBshd2AAuQMQHGTcCLkDA8gdgOAg40bIHRhA7gAEBxk3Qu7AAHIHIDjIuBFyBwaQOwDBQcaN2uTu+NsDDHLXBeQOQHCQcaMeuRcUFGzZskUcawC56wFyByA4yLhRg9zr6+vHjRsHuUcXkDsAwUHGjarlHgqFZs2aVVJSArlHF5A7AMFBxo2q5b5mzZq6urqqqirIPbqA3AEIDjJuVCr3I0eObNq0iQYg96gDcgcgOMi4Uancly5dmpiYOGXKlPHjx48bN27Dhg1iDchdF5A7AMFBxo1K5W6CnnvUAbkDEBxk3BhFcsc7VHUCuQNX1lSxSR+7lZYOcRbgHzJu1CN3F9Bz14NGuWdmsgULwpYlS8T6QAdPv8+eSHMrF26KswD/kHEj5A4MNMr9t78VY1nLf/2XWB/oYPRy7+lhW7e6lX37xFlAJGTcCLkDA8gduDJ6ud+4IbapUP7wB3EWEAkZN0LuwAByB65A7lGFjBshd2AAuQNXIPeoQsaNkDswgNyBK5B7VCHjxseQe7gf6fUWyF0PkDtwJZBy/7//Y//932HL//yPWD84yLgxstx7enpKSkref//9dQYffPDBmTNnxEreAbnrAXIHruiS+0932IlGt9L6izjLML/7nRjLWn7zG7F+cJBxY2S5V1ZWdnV1WcecP3++vr7eOsZDIHc9QO7AFV1yX7JXDCSUnV+JswwDuUty69atrVu3VldXixM8BXLXA+QOXIHcowoZN0aW+82b/2m08vLyjo6OvLy8kdM9BnLXw9jkfryR5RxxKz/eFmcZBnIPApB7VCHjxshy/+677woKCq5fv+5Jz72ioiI1NTUhISE7O/vhw4fiZMhdF2OT+9xS8ZATyj6Xf9NA7kEAco8qZNwYWe7MeE6mpqamuLi4vb1dnPY4NDU1TZkypbu7OxQKzZs37+DBg2INyF0XkDtwBXKPKmTcGFnuN27cyM3N3b9///3796nfXV5eLtaQ5vTp02VlZXyYBrZv3z5y+iMgdz1A7sAVyD2qkHFjZLmTze/evWveaheenBkddAWQlpbW0NAgToDcdQG5A1fiTe79A6z7nlu53y/OohIZN0aWO5l969attbW14oTR8sUXXyQlJX31lXObQO5j4ckN7LdvuJXmcD+6DbkDV+JN7vu/FQMJZfYucRaVyLgxstzb2tqEMYODg6O7+U4zrl69etWqVZ2dneK0ISD3sfCHd8VdUCg3wrUb5A5cgdyFEgtyr6mpyc/PP3jw4NmzZ7/88svS0tLCwsKWlhaxngTU/c/MzBTHjgRyHwuQO/AJyF0osSB3or+///Lly2T5U6dO3blzR5wsTW5u7rPPPvvCEAUFBdapeM3e2IHcgU9A7kKJEbmrBD33sQC5A5+A3IXiJnc6mr76yq2EQuIsj4mMGyH3mAJyBz4BuQvFTe4vvCDGEsq334qzPCYybows91WrVs2YMSMhIeHtt9+eOHHiggULxBqeArmPBcgd+ATkLpRYkDuxZs2a/v5HT3UODAz87W9/Eyd7iodyfzjA2nvcSvc9cZagA7kDn4DchRIjcl+4cGFzczMNtLS0RHzcZYx4KPdvfxLbQygvbBJnCTqQO/AJyF0oMSL3q1evUud90aJFa9euraurEyd7CuQ+FiB34BOQu1BiRO6HDx9esmRJpkFGRoY42VMg97EAuQOfgNyFEiNy5/fcN23a1NfX995774mTPQVyHwvxJvdf+9jPnW4l9v6togvIXSgxIvfFixffvHlz9erV9Hft2rXiZE+B3MdCvMm95KQYSCiLR/8bpmAEkLtQYkTuzc3Nly5d+umnn7Kzs0+dOiVO9hTIfSxA7kKB3L0CchdKLMg9uM+5Q+72ArmD0QG5CyUW5M4C+5w75G4vkDsYHZC7UGJE7h4+537s2LHU1NSUlJRDhw6J0wwg97EAuQsFcvcKyF0oMSJ363Pu165dEydL09nZOXHixI6Ojq6ursmTJzv+KHy0yP3UKbZjh1u5fl2cJQqA3IUCuXsF5C6UWJD7jRs3fhyJWEOaw4cPZ2Vl8eGcnJyqqqqR0x8RLXKfPVtsD6Hs3y/OEgVA7kKB3L0CchdKLMj9s88+2z0SsYY0paWl+fn5fLisrGwH9X9tQO5jAXIXCuTuFZC7UGJB7pdsiDWkKSkp2b59Ox8muRcWFo6c/gjIfSxA7kKB3L0CchdKLMhd6LaPpedeXV29bNkyPrx58+bKysqR0x8BuY8FyF0osSf3H2+zy61hC031CchdKLEgdw/vuXd0dCQmJoZCod7e3uTkZOHV256/Zq9/gN3qciudveIsw3R3s1u33Mr9++IsFv7fAvb7+WHL/y4X6w+zZw/7/e/diuujqHdDYo5CGRgUZ/kPDx+KCQqlo0OcxUL3PTGQUO4/epI2DLdvi7Gs5babru49EAMJpcellRISxG0rlCtXxFmGuHJbbFOhJGwRZxlmzRoxkFD27hVnsXD7FzFHa6GpYfn8czGQUIY6Xo50RNq1Hg6Is/yHgQGxTYVy9644iwVqQXssa6F9ICxkGHs4s7S2ivUt0B5rj2Utbr9s0dkpxhKK8WT5WJBxY2S583vuxcXFeXl5JSUlY+m5E0ePHp1uoOBRSI38Zqp4nreW380T6w+zc6d4khfKkiXiLGB0PPmkuG2F0tgozjJE4y2xTYXy5AZxlmEWLxYDCaWkRJzFE/btEwMJZe5ccRYQrci4MbLciV27ds2fP/+jjz5666239tEu4ieQu3jICQVy9wrIXSiQe3CQcaOU3FeuXGkOv/vuu5Yp3gO5i4ecUCB3r4DchQK5BwcZN0aWe0dHx/r168m5zc3NJ06ckFnoWIDcxUNOKJC7V0DuQoHcg4OMGyPLPWck69atE2t4CuQuHnJCgdy9AnIXCuQeHGTcGFnuLLBvYtII5B4AIHehQO7BQcaNUnIP6JuYNAK5BwDIXSiQe3CQcaOU3AP6JiaNQO4BAHIXCuQeHGTcKCX3pqamS0NvYvr666/FyZ4CuYuHnFAgd6+A3IUCuQcHGTdGkPu9e/dOnDiRlZV1woDMO8bfc48I5C4eckKB3L0CchcK5B4cZNwoJfd169ZxuRMNDQ1iJU+B3MVDTiiQu1ds3MimTXMrt26JswwBuQO9yLgxgtw5JSUl1GFfNYQ42VMgd/GQEwrkHgVA7kAvMm6UkrvMgiSpqKhITU1NSEjIzs5++PChOBlyh9yDAOQO9CLjRim5L126tLKysqGh4YKBOFmapqamKVOmdHd3h0KhefPmHTx4UKwBuUPuQSCQcq+rY5MmuZWiInEWEK3IuFFK7nsMdu/ezQfEydKcPn26rKyMD9OA+eIOK5C7eKgLBXKPAgIpdxBDyLhRSu7V1dUZGRnbtm379NNPjx07Jk5+fNrb29PS0hz/Nwu5i4e6UCD3KAByB3qRcaOU3Jcvf/R2CZI7/X3cb6h+8cUXbxp0dnaaY5KSkr76yvkFKpC7eKgLBXKPAiB3oBcZN0rJPTMz8+LFi7m5uT/88AMX/egYHBxcvXr1qlWrTNHbgdzFQ10okHsUALkDvci4UUru7e3teXl55OWCggIaFidLU1tb6/IdKM9fs6cRyD22gdyBXmTcGFnu1N1uamq6b7wytK+vz/FGuSTU93/22WdfGIJOFWKNWOm5f32FnQxfzvwk1h8Gcg8CkDvQi4wbI8udlpKVlbVgwYLs7Gwa+Oijj8QanhIbch89kHsQgNyBXmTcGFnu/EZKZ2enyx0VD4HcxUNdKJB7FAC5A73IuDGy3M2Xpvr99lQO5C4e6kKB3KMAyB3oRcaNkeU+bdq0XQbmgFjDUyB38VAXCuQeBUDuQC8ybows97M2xBqeArmLh7pQIPcoAHIHepFxY2S5KwZyFw91oUDuUQDkDvQi40bIPcqA3IMA5A70IuNGyD3KgNyDAOQO9CLjRsg9yoDcgwDkDvQi40bIPcqA3IMA5A70IuNGbXIfHBwURxlA7uKhLhTIPQqA3IFeZNyoR+4FBQVbtmwRxxpA7uKhLhTIPQqA3IFeZNyoQe719fXjxo2D3J2B3IMA5A70IuNG1XIPhUKzZs0qKSmB3J2B3IMA5A70IuNG1XJfs2ZNXV1dVVUV5O4M5B4EIHegFxk3+i5362v2jhw5smnTJhoJuYcFcg8CkDvQi4wbfZe7laVLlyYmJk6ZMmX8+PHjxo3bsMHhCIDcxUNdKJB7FAC5A73IuFGp3E0ce+6x9Jq90QO5BwHIHehFxo1RJHcOeu7ioS4UyD0KgNyBXmTcqEfuLkDu4qEuFMg9CoDcgV5k3Ai5RxmQexCA3IFeZNwIuUcZkHsQgNyBXmTcCLlHGZB7EIDcgV5k3Ai5RxmQexCA3IFeZNwIuUcZkHsQgNyBXmTcCLlHGZB7EIDcgV5k3Ai5RxmQexCA3IFeZNwIuUcZkHsQgNyBXmTcCLlHGZB7EIDcgV5k3Ai5RxmQexAYk9xbW1lDg1vp6hJnAWAkMm5ULfcLFy7MnDlzwoQJubm54jQDyF20OeQefXTfY3vPuJXjjeIsAHiIjBuVyv3+/ftJSUktLS19fX2k+Lq6OrEG5A65AwAiIeNGpXKvra1dv349H+43GDn9EZC7aHPIHQAwEhk3KpV7WVnZihUr0tPTExISNm7cCLk7ALkDACIh40bf5W59zV5RUdGkSZPa2tp6e3szMjIqKyvF2pA75A4AiISMG32XuxWyOXXY+XB5efmHH344cvojIHfR5pA7AGAkMm5UKvfW1lbquff09IRCoTlz5tTU1Fin4jV7j4DcAQCRkHGjUrkTJPS0tDRSfF5e3uDgoDgZPXfIHQAQCRk3qpZ7ROJd7ufPU9pu5dgxcRYAQJwh40bIHQAAAoaMGyF3AAAIGDJuhNwBACBgyLgRcgcAgIAh40bIHQAAAoaMGyF3AAAIGDJuhNwBACBgyLgRcgcAgIAh40bIHQAAAoaMGyF3AAAIGDJuVC330tLSxMTEiRMnFhUVidMMIHcAAHBHxo1K5d7Y2Ehm7zVISUlpaGgQa0DuAAAQCRk3KpX75cuXk5OTHzx40N/fP3XqVMgdAABGgYwblcqdyM3Nfd4gOztbnGYAuQMAgDsybvRd7tbX7NXX10+bNo3671evXk1PTz9z5oxYG3IHAIBIyLjRd7lbyc/PLy4u5sNlZWU5OTkjpz8CcgcAAHdk3KhU7jU1NbNnz+7p6ent7Z0/f35VVZV1Kl6zBwAAMsi4UancBwcH8/Ly+KOQW7ZsGRgYEGug5w4AAJGQcaNSucsAuQMAgDsyboTcAQAgYMi4EXIHAICAIeNGyB0AAAKGjBshdwAACBgyboTcAQAgYMi4EXIHAICAIeNGyB0AAAKGjBshdwAACBgyboTcAQAgYMi4EXIHAICAIeNG3+V+9+7djIwM8+OxY8dSU1NTUlIOHTpkqTUM5A4AAO7IuNFfuVdUVMyYMSM9PZ1/7OzsnDhxYkdHR1dX1+TJk9vb20dWfwTkDgAA7si40V+5nzx5sry83JT74cOHs7Ky+HBOTo7wk78cyB0AANyRcaO/cieamppMuZeWlubn5/PhsrKyHTt2DNcbAnIHAAB3ZNzosdytL9XjY6xyLykp2b59Ox8muRcWFvJhK5A7AAC4I+NGj+Vuxyr36urqZcuW8eHNmzdXVlYO1xsCcgcAAHdk3KhU7h0dHYmJiaFQqLe3Nzk5ua2tzVoTr9kDAAAZZNyoVO7E0aNHpxvgUUgAABgdMm70Xe6Py/nz583htWvXvgMAAGAk5EaLNZ2JOrkDAAAYO5A7AADEIJA7AADEIFEtd/78jDJ27NghjlIC4qpBV9zj+kIjrhrUx7X+bzIcUS13xRy3PKijEsRVg664TF9oxFWDrrjuQO7DyJwM/QBx1aArLtMXGnHVoCuuO5A7AADEIJA7AADEIJA7AADEIJA7AADEIJD7fxgcHOzr6xPH+s+ggTjWf3TFjUN+/vnnc+fOPXjwQJzgM7riEqFQqKurSxzrP1ri0nFEm1ocGwVA7o/48ssvk5KSXnrppYyMjEuXLomTfaO2tjYxMXH8+PErV65sbm4WJ/uGrrjM2NSNjY3iWP/RFffQoUOvvvrq9OnTU1JSuru7xcm+oSsuceTIkVdeeeW5557buXOnOM1PdMW9ceMGBT148KA4QTeQO/vll1/S0tLoAHj48OGOHTueeuopxx+a95xff/01NTW12+CTTz55+eWXYzsu5+zZs88888zu3bsVXzdoidvb20tu5S+uoV2roKBArOEPuuIS7e3ttHfRX74ObW1tFy9eFCv5gK64HBLIjBkzVqxYQcdUX1+f4rNpOCB39u9//3v58uV8mDp3q1atov5OTU3NyFreQ/vftGnTzI+3bt2ijwcOHLBU8QVdcTl0yCUkJCxZsoQuku7cuSNO9g0tca9evTp79mw+XF9fv2bNGj7s9wlGV1zi9OnT7xi/RktdJboanjdvHqmWj/EVXXE5xcXFdGlYWFhIF8RZWVl79+4Va+gAcn/Uk33xxRfpmo4GPvjgg6qqqtu3b9P+IdbzFH4/dNGiRaWlpebIjo6OSZMm3bt3z1LRY/TGffDgwTfffEOdaBqzf/9+si0dEmJVT9EVlxmhz5w588Ybbxw7dow+0vDGjRtpoKenh3p51MEUZ/AIjXFpU3d1dZHg6OzS2tpKyuP/yiLPXr58WZzBI/TG5f/SaG5u5mdQOqyefPLJjz/+uL+/X5xBOXEtd/M+bENDA/Ven3/++ZycnIGBARozdepU//6/at4PTU5Opr8bNmwgvfJJCxcuFF5Q5SHa4wr3f69du0bbmdTj06bWFZeN3NRXrlxhxjfU6ZhnxmsWyD7iDB6hPS5tajKscIkwc+ZMGmkd4xXREJfvWnPnzm1paeGrsXr1apW3OsMR13J3vA9bU1NDl1d0bWWp6CXC/dBt27Zt2rSJziu5ubl5eXkrVqwQZ/CIKIkr3P8lve7Zs4cupa0jPUFXXBYm9LfffksbmaQwZ84c3oHwnKiKy4w+U11dXUVFxeLFi0fM4BFRFbesrIx0X1tby+souAMWkbiWu/0+LDUYKY9aKxQKibU9wvF+KJ3z9+/ff/jwYf+u5qIqLvN/79cVl4UJTdfvZATa327dujWitndEVVxmPJSVmZlJvYf79+8P1/aOqIpL3YUjR46MqKebuJa7+vuwzDjY6GpR8f1Qhriq4rLwodPS0syenR9EW1y/N3W8xX1c4lHuxtd3xO6bgvuwZtyOjg7+rQc190PZUGjEVROXKW9iXXGZ7k0dP3FHQdzJ3eX7O77eh3WMq+B+KHMKjbh+YI/LlITWFZc5hUbc6CG+5K7r+zvh4iq4H+oYGnE9xzEu87+JdcVlYUIjbvQQX3LX9f0dl7g3b978+uuvh6t6TbjQiOst4eIyn5tYV1wWPjTiRgnxJXdi8eLFir+/w9EVl+kLjbixHZfpCx1vcUdHHMmdf6Ps9u3br7/+urLv7zDdcemykSKqDB1vcZnuJtYVV/2mjre4YyRe5G79RtmdO3fUfH+HRUfc7u5u6lyoCR1vcVl0NLGuuCo3dbzFHTtxIXfHb5S1tLQcOHDA1+/vRFVc5n/oeIvLwoSOt7jM/9DxFtcT4kLujt8oY/5/WRFx+XCsxmX6QiMuH47VuJ4Q+3KnU6uWb5Qhrpq4zHhGTUtcXSnHW1ymr4l1xfWE2Jf7+++/Tztlh/JvlCGumrjMCN3W1qYlrpaU4y0u09rEWuJ6QuzLnS6szDtlTOE3yhBXTVw2MrSuuExh6HiLy6KjiVXG9YTYlzvx2WefnTp1ig+r/EYZ4qqJyyyhdcVlakPHW1wWBU2sOO7YiVm5m4+m8o/Z2dnmy9X8/kZZe3v7jRs3+LDKuNaUVcaNhnyZJbTfca35Mn0pq4yLJlYT11tiU+7Co6nM+B/IunXrFFxMVVdXJyYmvv7667R/MIVxhZSVxY2SfJmq0EK+TFVcZktZWVw0sZq4nhODcg/3aGpDQ8OuXbtGVPUaav60tDT+oo9r16598sknn3/++fnz5/2O65hyvOXL/E/ZMV/qV/odl4VJWUFcx5TRxIEgBuXu8mhqWVlZa2vrcFWvoRC0R9Jf2i1ee+214uLiefPmLVq0yO+44VLevXu3r3GjLV+/mzhcvsx4y5p/cVn4lNHE3hIuX+Z/E3tODMr9QfhHcf17ed6gAQ1s2LChqKho27Zt/L1O/f391BG4dOmSOIOnuKTs39O4POVoy9fvJnbM9/Lly7z1/cMlZZ+aOGp36VhtYs+JKblTYzQ2NjLl76OptfyEP63ArFmzaNh8aV9mZiZ/D73nmPkyfSlnZWVNnz5dTb4sCppYV75Mbcq6dmkWf03sHzEl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US TREASURY N/B 4,125% 15/06/2026 Compra Futuro|US TREASURY N/B 4,125% 15/06/2026|20 28668412 02 US TREASURY N/B 4,625 31/01/2029 Compra Futuro|US TREASURY N/B 4,625 31/01/2029|100 30807324 02 59475736 EUR/USD SPOT (SUBYACENTE) Compra Futuro|EUR/USD SPOT (SUBYACENTE)|125000| 3778750 01 3778750 63254486 false false false false false false false false false false No aplica true false false true true false false true a) Participes significativos a 30 de Junio de 2024. Partícipe (persona jurídica) con una inversión en la Clase I del fondo de 92.939,504028 participaciones, lo que representa un 90,08 % del patrimonio del mismo. d) La entidad depositaria ha actuado como vendedor o comprador para el Fondo en las siguientes operaciones:TOTAL COMPRAS ACTIVOS RENTA FIJA: 2.954.389,17 EUR (2,86 % del patrimonio medio del Fondo)TOTAL VENTAS ACTIVOS RENTA FIJA:6.476.501,20 EUR (6,26 % del patrimonio medio del Fondo) e)La entidad depositaria ha actuado como colocador en una emisión de Renta Fija, suscrita por el Fondo en mercado primario por importe de 399.631,00 EUR (0,38% del patrimonio medio del Fondo). La entidad depositaria ha actuado como emisor/avalista para el Fondo en las siguientes operaciones: TOTAL COMPRAS ACTIVOS RENTA VARIABLE: 628.531,33 EUR (0,61% 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.Los mercados iniciaron el 2024 con apetito por el riesgo, gracias a una evolución positiva de los datos macroeconómicos en las economías avanzadas y a la continuación del movimiento iniciado en 2023 en determinados sectores como el de la inteligencia artificial, que continúa acaparando la atención y el capital de los inversores. Con la visión de que los bancos centrales han conseguido reducir la inflación sin un deterioro fuerte de la actividad económica y el empleo por ahora, los principales índices de renta variable han terminado el semestre con rentabilidades de doble dígito.Al otro lado del Atlántico, las principales referencias de Wall Street, Nasdaq 100 y el S&P 500, cierran el semestre con ganancias del 17,3 y del 15,2%, respectivamente, gracias a unos buenos resultados empresariales y al auge de la inteligencia artificial. Destacar que el buen comportamiento de los índices se debe a la evolución de unas pocas acciones tecnológicas de gran capitalización, las magníficas 7, que concentran un 35% del S&P. Nvidia se convirtió en la empresa más valiosa no solo del Nasdaq sino del mundo, al alcanzar los 3,34 billones de dólares en capitalización, superando a Apple y Microsoft. En el Viejo Continente el Eurostoxx cierra en el 10,5%, mientras que el selectivo español se aúpa hasta el 11,02% con dividendos. La mayor actividad económica ha impulsado la revisión agresiva de los tipos de interés durante la mayor parte de 2024: a mediados de enero, los futuros de los tipos americanos descontaban un recorte de 168 puntos básicos para finales de 2024, mientras que ahora descuentan 45. Si bien es poco probable que la Fed recorte las tasas en la próxima reunión del 31 de julio, su mensaje podría ser más moderado. Dada la tendencia continua de desinflación y los datos económicos que han mostrado cierta desaceleración en las últimas semanas del período, la Fed puede tener una excusa para indicar un recorte de tipos en la próxima reunión septiembre. El BCE, por su parte, recortó los tipos en 25 puntos básicos en su reunión de junio a pesar de revisar al alza la inflación general y subyacente en 2024 y 2025. No obstante, se expresó la voluntad de aprobar la propuesta del recorte a pesar de algún argumento en contra de una minoría del Consejo.La rentabilidad del bono americano a 10 años cerraba el semestre en el 4,40% y el alemán en el 2,5%, habiendo superado niveles del 4,70% y el 2,7%, respectivamente, en el periodo. Esta ligera disminución de rentabilidades al término del semestre, tras el pico marcado entre abril y mayo respectivamente, se debe a unos datos de inflación mejores de lo esperado y al debilitamiento de los datos económicos en junio. Aunque hubo cierta cautela entre los inversores sobre las elecciones francesas y sus posibles consecuencias sobre el déficit público en el país galo, y en torno al primer debate electoral entre Trump y Biden, las rentabilidades no llegaron a repuntar con fuerza y se mantuvieron relativamente estables tras los nuevos temores sobre el nivel de endeudamiento de dichas economías.En cuanto a divisas, el dólar acumula una revalorización cercana al 3% frente al euro en 2024, tras iniciar el año en niveles de 1,104 y cotizar ahora próximo a 1,07 EUR/USD. La apreciación del billete verde refleja el aterrizaje suave de su economía y un nivel de tipos elevado. A destacar también la evolución de las materias primas, en particular, los metales preciosos y básicos, que han tenido un muy buen inicio de año. Los metales preciosos y básicos como la plata, el cobre y el oro han superado las expectativas. Durante los períodos de tensiones geopolíticas repentinas y una mayor incertidumbre económica mundial, el oro se fortalece debido al sentimiento de huida hacia la seguridad. La inesperada resiliencia de la economía estadounidense y unas mejores perspectivas sobre la economía china a mitad de semestre han impulsado a los metales industriales como el cobre. b) Decisiones generales de inversión adoptadas. La exposición total a renta fija se sitúa en torno al 72% del patrimonio si tenemos en cuenta tanto renta fija corporativa, gubernamental y fondos de terceros con exposición al activo, niveles similares al cierre de 2023. El peso en deuda gubernamental española a corto plazo se sitúa en el 21% y la medio-largo plazo cercana al 10%, mientras que otra deuda gubernamental, principalmente Alemania e Italia pesa un 15%. La exposición a deuda corporativa es de un 17%, teniendo en cuenta los bonos en contado y la etf corporativa. Se ha mantenido una gestión muy activa y táctica en el período por la volatilidad del activo en este primer semestre. Iniciamos el año con una duración de 1,5 en enero, que nos permitió capear las pérdidas del activo en los primeros compases del año. Durante febrero, con rentabilidades en el entorno del 4,20 en el diez años americano (2.40% en el alemán), incrementamos duración con futuros europeos principalmente. Aunque los datos sorprendían al alza de forma general veíamos ciertos signos de menor dinamismo en la economía. La apuesta fue positiva y volvimos a reducir duración en marzo. Ha sido en mayo y junio cuando hemos vuelto a incrementar duración de manera importante, principalmente, con futuros de deuda americana a 2 y 10 años al ver menor dinamismo en su economía. Cerramos el semestre con una duración cercana a 4, donde los futuros sobre deuda americana son los principales contribuidores a dicha cifra, y un rating medio de cartera A-. El peso en liquidez se sitúa en el 10%. En cuanto a la renta variable, el primer semestre del año ha estado marcado por unos mercados muy sólidos sobre todo por la fiebre de la inteligencia artificial y sus implicaciones de mejor productividad. Cabe destacar que la amplitud del mercado ha ido mejorando sobre todo en los primeros cuatro meses del año, en gran parte ayudado por la mejora de números donde hemos notado un mejor comportamiento de Europa frente a EE. UU. Los resultados, en general, han sido mejor de lo esperado, igual que H1 2023. Las previsiones de crecimiento para la Zona euro, según consenso para 2024, es de 0,7%, estable desde el mes pasado, para EEUU es 2,3%, ligeramente peor que hace un mes en niveles de 2,4%, y para China está en +4,94%. Igual que el año pasado volvemos a escribir que, según datos históricos, las subidas de doble digito en H1 implican una probabilidad muy alta que H2 presente alzas en el mercado de doble digito. Llevamos desde principios de abril en un mercado muy lateral y con muy poca volatilidad hasta junio con la sorpresa de Macron. La volatilidad, en consecuencia, subió a niveles altos en junio, en comparación con los mínimos de mayo. Ahora, ante los resultados del segundo trimestre, es importante ver sorpresas positivas en las perspectivas de las compañías o dónde no haya sorpresas positivas que esté descontado en los precios de los activos. Si el crecimiento sigue sorprendiendo (tanto macro como micro) y con recortes de tipos en Europa podría ser un escenario idóneo. Seguimos pensando que value podría ser atractivo y es el factor más importante que pesa en los fondos ahora mismo, aunque exista diversificación. En termino generales, seguimos con una visión constructiva porque esperamos más revaloraciones sobre todo en Europa. Observamos sectores y compañías con múltiplos muy bajos y dividendos y recompras de acciones muy atractivos (por ejemplo, bancos). En el semestre los mejores sectores en Europa han sido tecnología, bancos y media. En el lado negativo, los peores sectores han sido las eléctricas, inmobiliario y consumo no cíclico.La exposición en renta variable, tanto en contado como en futuros, ha sido del 16,52% a cierre de semestre. c) Índice de referencia. Durante el período, la rentabilidad del índice de referencia -Bloomberg Barclays Series-E Euro Govt 1-3 Yr Bond Index (80%) y Eurostoxx Net Return (20%) fue del 2,33%, frente al 1,92% del fondo, en su clase institucional, y 1,82%, en su clase retail. El fondo utiliza el índice como referencia a la hora de contextualizar su comportamiento, aunque la composición de la cartera del fondo no está en absoluto indiciada al mismo. Por tanto, es muy probable que el fondo tenga un comportamiento distinto al del índice. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El patrimonio del fondo ha aumentado en 4.386.000 euros. El desglose de la variación patrimonial, en tanto por ciento sobre el patrimonio medio en el período, se resumiría en un -2,34% debido a suscripciones y reembolsos, un 2,17% debido a rendimientos de gestión y un -0,27% como consecuencia de los gastos repercutidos al fondo. El número de partícipes ha variado respecto al periodo anterior y pasa de 201 a 212.La rentabilidad media de la liquidez, en porcentaje anualizado, fue del 2,06 % 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 de la gestora, 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, durante el semestre hemos mantenido una estructura de cartera similar a la que teníamos a finales de año en cuanto a tipo de activo se refiere. En deuda corporativa, hemos añadido alguna emisión senior de nombres de calidad como Enagás, Coca-cola o Abertis. En el caso de las ventas, se ha vendido, entre otros, una perpetua de Abertis y una subordinada del banco portugués BCP y del banco austriaco Bawag. Donde hemos sido más activos ha sido con los futuros en deuda gubernamental, hemos considerado que una gestión más táctica con la volatilidad actual en tipos era lo más adecuado. Durante el semestre las posiciones en futuros sobre el diez años italiano (vencimiento marzo y junio) y alemán (junio) son los activos que más han aportado a la cartera en la parte de renta fija. En el lado contrario, los futuros del diez años americano (vencimiento marzo y junio) y del de 2 años (septiembre) son los principales detractores de rentabilidad. Respecto a la renta variable, a lo largo del semestre hemos comprado Centrica, Smith & Nephew, RWE, Vonovia, Kerry, Total Energies, Heienkein, Anglo American, EON y Deutsche Telekom, entre otros. En el lado de ventas, hemos vendido posiciones en Prysmian, Vodafone, Adidas, Vonovia, Siemens Energy, Kering, Soitec y KPN, entre otros. Los valores que más han contribuido a la rentabilidad positiva del fondo han sido Prosus, Unicaja, Agnico Eagle Mines, Henkel, Anglo American, Smurfit Kappa, Unilever y Prysmian. Por el otro lado, lo que ha contribuido negativamente al fondo ha sido RWE, Soitec, Baidu, Pernod Ricard, NIO y STMicroelectronics. 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, el importe comprometido en dichas posiciones era de 63.254.000 euros. El grado de cobertura medio durante el periodo ha sido del 97,72%. El nivel medio de apalancamiento durante el periodo ha sido del 43,48%. A cierre del semestre, el fondo mantenía coberturas totales de las inversiones de cartera y liquidez denominadas en divisa USD, a través del futuro Euro FX. 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 a lo largo del semestre ha sido del 3,58, frente al 2,64 del índice y del 0,51 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.U. 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 o una sociedad con domicilio en un Estado miembro, cotizada en un mercado regulado situado o que opere en la Unión Europea, 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. Durante este semestre, Loreto Inversiones, SGIIC, S.A.U. ha ejercido los derechos de los valores en cuatro compañías que integran el conjunto de los Fondos gestionados, dándose cumplimiento a lo previsto en los procedimientos. 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. El primer semestre del 2024 ha sido un período fuerte para la economía mundial. Las previsiones de crecimiento han mejorado continuamente, mientras que los activos de riesgo se han comportado muy bien y muchos índices de renta variable han alcanzado máximos históricos. Pero a medida que comenzamos el segundo semestre, los riesgos parecen incrementarse, los datos globales con sorpresas a la baja en las últimas semanas, el riesgo de la política fiscal, la inflación que sigue manteniéndose por encima del objetivo o las elecciones americanas son algunos de los acontecimientos a tener en cuenta durante las próximas semanas. En el lado positivo se encuentra una posible política monetaria menos restrictiva tanto de la FED como el BCE. Si los datos de inflación continúan mostrando desaceleración, las autoridades monetarias recortarán un poco más de lo que actualmente se descuenta en los mercados si la economía muestra signos de desaceleración. Esta circunstancia pone cierto suelo a las valoraciones actuales, si bien el aumento de la incertidumbre a medida que se acercan las elecciones americanas podría generar una mejor oportunidad de entrada. No aplica No aplica 0 0 0.00 0 0 0.00 103454850 206 1.91 0 0 0.00 71360931 195 -0.67 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 118392272 270 -1.36 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 22448342 140 1.49 0 0 0.00 0 0 0.00 315656395 811 0.07