GLOBAL PRIVATE INCOME PRG, FIL 1.0.0 2026-01-01 2026-06-30 GLOBAL PRIVATE INCOME PRG, FIL 1.0.0 2025-07-01 2025-12-31 GLOBAL PRIVATE INCOME PRG, FIL 1.0.0 2026-01-01 2026-06-30 GLOBAL PRIVATE INCOME PRG, FIL 1.0.0 2025-01-01 2025-12-31 GLOBAL PRIVATE INCOME PRG, FIL 1.0.0 2026-04-01 2026-06-30 GLOBAL PRIVATE INCOME PRG, FIL 1.0.0 2026-01-01 2026-03-31 GLOBAL PRIVATE INCOME PRG, FIL 1.0.0 2025-10-01 2025-12-31 GLOBAL PRIVATE INCOME PRG, FIL 1.0.0 2025-07-01 2025-09-30 GLOBAL PRIVATE INCOME PRG, FIL 1.0.0 2024-01-01 2024-12-31 GLOBAL PRIVATE INCOME PRG, FIL 1.0.0 2023-01-01 2023-12-31 GLOBAL PRIVATE INCOME PRG, FIL 1.0.0 2021-01-01 2021-12-31 GLOBAL PRIVATE INCOME PRG, FIL 1.0.0 2023-01-01 2025-12-31 GLOBAL PRIVATE INCOME PRG, FIL 1.0.0 2021-01-01 2025-12-31 GLOBAL PRIVATE INCOME PRG, FIL 1.0.0 2026-06-30 GLOBAL PRIVATE INCOME PRG, FIL 1.0.0 2025-12-31 GLOBAL PRIVATE INCOME PRG, FIL 1.0.0 2024-12-31 GLOBAL PRIVATE INCOME PRG, FIL 1.0.0 2023-12-31 iso4217:EUR xbrli:pure GLOBAL PRIVATE INCOME PRG, FIL 135 02 02 2026 EUR AA- (FITCH) false CALLE VELAZQUEZ 166, 28002, MADRID, ESPAÑA EM ops@amchor.es www.cnmv.es/portal/Consultas/IIC/Fondo.aspx?nif=V883 85935 05 CALLE VELAZQUEZ 166, 28002, MADRID, ESPAÑA EM ops@amchor.es 2025-07-11 01 Fondo de Inversión Libre. RENTA FIJA INTERNACIONAL. Moderado El FIL invertirá como mínimo un 90% de su patrimonio en ECR, IICIL y EICC españolas y en entidades extranjeras similares, así como en FCREs y FILPEs, gestionadas por entidades sujetas a supervisión, domiciliadas en la UE y/o países OCDE, pertenecientes o no al grupo de la Gestora, con al menos 1.000 millones de activos bajo gestión y experiencia mínima de 5 años. Se invertirá,a través de los vehículos de inversión anteriores (los Fondos Subyacentes o FS), en estrategias de mercados privados de RF no cotizada (y residualmente cotizada) incluyendo inversión y concesión de préstamos senior (mínimo 75% de la exposición total) y deuda subordinada (máximo de un 25% de la exposición total). Tanto la deuda senior como la deuda subordinada podrá estar garantizada mediante un colateral que consistirá en activos reales y residualmente en activos financieros. El FIL invertirá como mínimo en 5 FS La concentración en un mismo FS será como máximo del 25% del patrimonio, sin perjuicio de que durante el proceso de construcción de la cartera puedan existir situaciones transitorias en las que como máximo se llegue a un 50% en un solo FS. El FIL podrá operar con derivados negociados en mercados organizados y no organizados de derivados con la finalidad de cobertura de divisas. Los FS podrán operar con derivados negociados en mercados organizados y no organizados de derivados con la finalidad de cobertura e inversión. 4 GLOBAL PRIVATE INCOME PR A.ACC EUR 57041 38 0.00 false 5718317.00 4933346.00 false 2026-03-31 100.2485 0.0000 100.0000 true 0.16 0.16 0.16 0.16 01 0.01 0.01 01 0.25 04 LET. TESORO 1 AÑO 0.46 0.40 true GraficaVL.png png 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iVBORw0KGgoAAAANSUhEUgAAAfQAAAEsCAIAAAC62dafAAAi+klEQVR4Xu3d/V8U9d7H8X6+/oHr1+tx/RHXz5xOx87JbiwCFeGkmZ7sxqJjqZB36TFNCgFNuYkSSdBUCI+AwjkkdRIrQ4syszp5QxlwdkmXwJCd63P2m3OG2dlt0J0ZZub1fPjwMXy/M/vZ7+zue76zDLu3aQCAwLnN3AAA8D/CHQACiHAHgAAi3AEggAh3AAggwh0AAohwB4AAItwBIIAIdwAIoOkb7r29vfryhg0b1gIAEiQSDWFpbfqG+zvvvKMvy2AMPQAQanYikXAHAJ+xE4mEOwD4jJ1IJNwBwGfsRCLhDgA+YycSCXcA8Bk7kUi4A4DP2IlEwh0AfMZOJBLuAOAzdiKRcAcAn7ETiYQ7APiMnUgk3AHAZ+xEIuEOAD5jJxIJdwDwGTuR6H24x+Nxc1MC4Q4AluxEorPh3tnZWVBQkJ+f39bWZu5LqK6u3rZtm7k1gXAHAEt2ItHBcI9Gozk5OZFIZHh4eM6cOUNDQ6YVTp8+PXPmTMIdAKbETiQ6GO7t7e1FRUVquaysrKWlxdgbi8WWLFlSV1dHuAPAlNiJRAfDvb6+vrKyUi03NDTU1tYae9evX9/T0yOJT7gDwJTYiUQHw11m5VVVVWpZwr2mpkbvOnr0aGlpqSwQ7gAwVXYi0cFwb21tLS4uVssVFRXNzc1618qVK3Nzc+fNmzdr1qyZM2du3rxZ79IR7gBgyU4kOhjukUhEEjwWi42MjOTl5Q0MDMTj8f7+/omJCX0dy5l7b2+vJHtjY6PeYmckABASdiLRwXAXHR0dCxPUpZCjo6NZWVmDg4P6CpbhrjBzBwBLdiLR2XBP1tTUNDY2Zm61QrgDgCU7kehquI+Pj3d3d5tbUyDcAcCSnUh0NdynhHAHAEt2IpFwBwCfsROJhDsA+IydSCTcAcBn7EQi4Q4APmMnEgl3APAZO5FIuAOAz9iJRMIdAHzGTiQS7gDgM3YikXAHAJ+xE4mEOwD4jJ1IJNwBIKPefVcyK92/Tz81bzJFdiKRcAeAjNq4UbvttnT/9uwxbzJFdiKRcAeAjCLc0yPcAfgS4Z4e4Q7Alwj39Ah3AL5EuKdHuAPwJcI9PcIdgC8R7ukR7gB8iXBPj3AH4EuEe3qEOwBfItzTI9wB+BLhnh7hDsCXwhDunZ2dBQUF+fn5bW1tpq4DBw5IV3Z2dklJyfXr1029GuEOwKcCH+7RaDQnJycSiQwPD8+ZM2doaEjvunDhwrx5865cuRKLxZYuXXro0CHDdr8g3AH4UuDDvb29vaioSC2XlZW1tLToXSdOnGhoaFDLslBVVaV36Qh3AL4U+HCvr6+vrKxUy5LgtbW1k/v/Tabz8+fP7+vrM3cQ7gB8KvDhXldXp0/JJdxramom92uHDx+eO3fue++9Z2pXCHcAvhT4cG9tbS0uLlbLFRUVzc3Nelc8Hl+3bt2aNWui0ajeaEK4A/ClwId7JBLJzc2NxWIjIyN5eXkDAwOS6f39/RMTE11dXcuXLzdvcENvb68ke2Njo95iZyQAMC0EPtxFR0fHwgR1KeTo6GhWVtbg4GB5efmMGTPuvqG6utq8JTN3AD4VhnBP1tTUNDY2Zm61QrgD8KUQhvv4+Hh3d7e5NQXCHYAvhTDcp4RwB+BLhHt6hDsAXyLc0yPcAfgS4Z4e4Q7Alwj39Ah3AL5EuKdHuAPwJcI9PcIdgC8R7ukR7gB8iXBPj3AH4EuEe3qEOwBfItzTI9wB+BLhnh7hDsCXfBfu8Xjc3OQkwh2AL/kl3K9evVpXV/fSSy9tTHj55Zc//PBD80oOINwB+JJfwr25uXl4eNjYcurUqdOnTxtbnEC4A/Alv4S77vvvv9++fXtra6u5wxmEOwBf8ku49/f3q4V9+/ZFIpGdO3dO7ncK4Q7Al/wS7h9//HF1dfW3337LzB0Afp1fwl1LXCdz5MiRXbt2DQ0NmfscQ7gD8CW/hPv58+fLy8sPHjw4NjZ24MCBffv2mddwBuEOwJf8Eu6S5v/617/0t9pNV844h3AH4Et+CXdJ9u3bt3d1dZk7HEa4A/Alv4T7wMCAqSUej7vw5jvhDsCX/BLuR44cqaysPHTo0MmTJ7u7u+vr62tqai5dumReL9MIdwC+5JdwF+Pj419++aWk/PHjxwcHB83dqXV2dhYUFOTn57e1tdnvUgh3AL7ko3C/OdFoNCcnJxKJDA8Pz5kzx/hOTpouHeEOwJcCH+7t7e1FRUVquaysrKWlxU6XjnAH4Et+Cfc1a9YsWrQoOzv7z3/+s0y3n376afMaKdTX11dWVqrlhoaG2tpaO106wh2AL/kl3MX69evHx8dlYWJi4i9/+Yu5O4W6urqqqiq1LAleU1Njp0tHuAPwJR+F+7Jlyy5evCgLly5dWr58ubk7hdbW1uLiYrVcUVHR3Nxsp0tHuAPwJR+F+9dffy2T92effXbDhg09PT3m7hQikUhubm4sFhsZGcnLyxsYGIjH4/39/TL9T+4ybtjb2yvJ3tjYqLfYGQkAZND/LNP+e2nKf//3gnn9/4jFtMuX0/0bHTVvMkV2ItFWuLe3t69YsWJ5QmFhobk7tY6OjoUJ6nrH0dHRrKwsdTGlqSsZM3cAHvqvxdpt81P++99nzeu7yU4k2gp39Z57aWnptWvXXnzxRXP3VDQ1NY2NjZlbrRDuADwUinB/7rnn+vv7161bJ/9v2LDB3G2bHCG6u7vNrSkQ7gA8FIpwv3jx4tmzZ//5z3+WlJQcP37c3O0Mwh2Ah4If7jd9nfstItwBeCj44a7d7HXut4hwB+ChUIT7zV3nfosIdwAeCkW4G69z/+abb8zdziDcAXgo+OF+/vz5ryYzr+EMwh2Ah4If7m+//faeycxrOINwB+Ch4If72STmNZxBuAPwUPDD3TRtZ+YOIAyCH+685w4ghIIf7uo99127du3cubOuro6ZO4AwCH64i927dz/11FNbt2595pln9u/fb+52BuEOwEOhCPfVq1fryy+8kOZjjDOJcAfgoeCHeyQS2bRpk0TtxYsXjx07ZudGM4JwB+Ch4Id72WQbN240r+EMwh2Ah4If7totfBPTrSDcAXgoFOGewW9iso9wB+ChUIR7pr6JaUoIdwAeCkW4X7hw4eyNb2J6//33zd3OINwBeCjg4T46Onrs2LGioqJjCRK4fJ47gDAIRbhv3LhRhbvo6+szr+QMwh2AhwIe7kpdXZ1M2NfcYO52BuEOwEOhCHc7N5RxhDsAD4Ui3FeuXNnc3NzX1/d5grk7tc7OzoKCgvz8/La2NlPXgQMHpCs7O7ukpOT69eumXo1wB+CpUIT73oQ9e/aoBXN3CtFoNCcnJxKJDA8Pz5kzZ2hoSO+6cOHCvHnzrly5EovFli5deujQIcN2vyDcAXgoFOHe2tpaWFi4Y8eON998Uybj5u4U2tvbi4qK1HJZWVlLS4vedeLEiYaGBrUsC1VVVXqXjnAH4KFQhPvzzz8v/0u4y//2/0K1vr6+srJSLUuC19bWTu7/N5nOz58/3/IKHMIdgIdCEe7Lly8/c+ZMeXn5Z599poI+lcOHDz+WEI1G6+rq9Cm5hHtNTc3kdf+98ty5c9977z1Tu0K4A/BQKMJd5tc7d+5ct25ddXW18a3z9FpbW4uLi9VyRUVFc3Oz3hWPx+XW1qxZI8cAvdGEcAfgoeCHuwTxhQsXxsbGZPnatWuWb6FYikQiubm5sVhsZGQkLy9vYGBAbqq/v39iYqKrq+tX/9KVcAfgoeCHu9xKUVHR008/XVJSIgtbt241r5FaR0fHwgR1KeTo6GhWVtbg4GB5efmMGTPuvkFOCIxb9fb2SrI3NjbqLXZGAgAZFPxwV1PsaDT6q3NtO5qamtRJwK9i5g7AQ8EPd/1LU2/921PHx8e7u7vNrSkQ7gA8FPxwf/jhh3cn6AvmNZxBuAPwUPDD/WQS8xrOINwBeCj44e4Vwh2Ahwh3pxDuADxEuDuFcAfgIcLdKYQ7AA8R7k4h3AF4iHB3CuEOwEOEu1MIdwAeItydQrgD8BDh7hTCHYCHCHenEO4APES4O4VwB+Ahwt0phDsADxHuTiHcAXiIcHcK4Q7AQ4S7Uwh3AB4i3J1CuAPwEOHuFMIdgIcId6cQ7gA8RLg7hXAH4CHC3SmEOwAPEe5OIdwBeIhwv1XxeNzclEC4A/AQ4Z5OZ2dnQUFBfn5+W1ubuS+hurp627Zt5tYEwh2Ahwj3lKLRaE5OTiQSGR4enjNnztDQkGmF06dPz5w5k3AHMA0R7im1t7cXFRWp5bKyspaWFmNvLBZbsmRJXV0d4Q5gGiLcU6qvr6+srFTLDQ0NtbW1xt7169f39PRI4hPuAKYhwn2Sw4cPP5YQjUZlVl5VVaXaJdxramr01Y4ePVpaWioLhDuA6YlwT6m1tbW4uFgtV1RUNDc3610rV67Mzc2dN2/erFmzZs6cuXnzZr1LR7gD8BDhnlIkEpEEj8ViIyMjeXl5AwMD8Xi8v79/YmJCX8dy5t7b2yvJ3tjYqLfYGQkAZBDhnk5HR8fCBHUp5OjoaFZW1uDgoL6CZbgrzNwBeIhwn5qmpqaxsTFzqxXCHYCHCPcpGB8f7+7uNremQLgD8BDh7hTCHYCHCHenEO4APPSXQ9ra5pT/yo6a13eTnUgk3AHAZ+xEIuEOAD5jJxIJdwDwGTuRSLgDgM/YiUTCHQB8xk4kEu4A4DN2IpFwBwCfsROJhDsA+IydSCTcAcBn7EQi4Q4APmMnEgl3APAZO5FIuAOAz9iJRMIdAHzGTiQS7gDgM3YikXAHAJ+xE4mEOwD4jJ1IJNwBwGfsRCLhDgA+YycSCXcA8Bk7kUi4A4DP2IlEwh0AfMZOJBLuAOAzdiLR2XDv7OwsKCjIz89va2szdX3++eePPvrogw8+WF5ebupSCHcAsGQnEh0M92g0mpOTE4lEhoeH58yZMzQ0pHeNjY3NnTv30qVL165dk4jv6ekxbPcLwh0ALNmJRAfDvb29vaioSC2XlZW1tLToXV1dXZs2bVLL4wl6l45wBwBLdiLRwXCvr6+vrKxUyw0NDbW1tXqX/Lhq1apHHnkkOzt7y5YthDsA2GcnEjMc7ocPH34sIRqN1tXVVVVVqXZJ85qaGn21119/ffbs2QMDAyMjI4WFhc3NzXqXjnAHAEt2IjHD4W7U2tpaXFyslisqKowJLssyYVfL+/bte+WVV/QuHeEOAJbsRKKD4R6JRHJzc2OxmEzP8/LyZJ4ej8f7+/snJiYuX74sM/erV69K7xNPPHHkyBHjhr29vZLsjY2NeoudkQBASNiJRAfDXXR0dCxMUJdCjo6OZmVlDQ4OyrIE+vz58yXid+7cKaFv3pKZOwCkYCcSnQ33ZE1NTWNjY+ZWK4Q7AFiyE4muhvv4+Hh3d7e5NQXCHQAs2YlEV8N9Sgh3ALBkJxIJdwDwGTuRSLgDgM/YiUTCHQB8xk4kEu4A4DN2InH6hvupU6f05Q0bNqwFACRIJBrC0tr0DXcAwE0j3AEggAh3AAggf4S7+igxd9TW1pqbXEFdd1DXHdR1lPFXkqn4I9zd9I7hKh03Udcd1HUHdT1HuJvZOSQ6gbruoK47qOs5wh0AAohwB4AAItwBIIAIdwAIIMI97L777rve3t6ff/7Z3OEwr+rGYrHh4WFzq8M8KRqPx2Unm1ud52HdTZs2qW/xdNnQ0ND58+fNrV4j3Cfp7u7+4osvzK3O86puW1vbAw88sHDhwvz8/CtXrpi7HeNV3aNHj95///133nnnG2+8Ye5zjCdFhcSNFD106JC5w2Fe1W1oaHj22Wctv5DZUa2trbm5uYsXL5aIN/d5inCf5OTJk3fccceePXtcfop4UndkZESyNRqNynJtbW11dbV5DWd4VVdeewUFBfK/ugMDAwNnzpwxr5RpnhTVzZ8/f9GiRatWrZIj6LVr11w7jrpf9+zZsw8++GAkEpHlixcv1tXVSea6cF44MTEhg5UzM1n+5ptvXnvttb/+9a8u1LWDcJ9EXnjZ2dkrVqwoLCx08/zOk7pff/31448/rpZPnz69fv16tez0AcaruidOnFib+KDU69evz507d+nSpZK2qsU5nhTV7dq1S04Ka2pqZGpZVFT01ltvmddwhvt1q6qqnnvuOdnJ586dk6Op3IHlCeb1Mk2etPKAyv+S7A899JDUlYdYTiDM63mBcP83/f3fDz74QCbR0nLw4EFJW/tf531zvK0rc8lHH320s7NTWj788MMtW7bIwtWrV2XOJV3mbTLB27rDw8OSNXJouXz5srwI5QUpk0p5ZX755ZfmDTJE6h4/fjwnJ8fNoprheSVzWHXsrK+v/81vfvPqq6+Oj4+b184cD+t+/PHHW7duXbly5bp169S5kezqJ554QjLXvHbmqPG++OKLr7/++o4dO9TLVkYqc3lHH1+bCPeU7//K02LBggUSPfJqNKyeMdOh7oULF9Tvvt555x15BWqJLwGQDDJvkwnToa6ErOn8QA4z0mhsyRS9rkzYf/zxR2OXc0W1pOfVk08+eenSJTV2Cb7m5mbzBhkyHerK/P3222/XDyQyl//2228nr54xet28vLzFixfPmjVLn5PJGYOcQExe3QNhD/f07/9KvO7du1fO9YyNGTHd6n700UerVq2S56tMdiYmJiZtkwnTrW5fX19PT8+BAwfk9T9pgwyxrOt0Uc2qbkNDg2RQV1eXWsGh976mT92vvvpKlj/99FM5aXDubRlT3Z07d5aUlMh45Q5s27bNubpTEvZw9+r93+lWV71XkJ2d/f333/9n7cyZbnUldOQVWF5ePjY29p+1M8eyrpymOFpUs6ore7ijo8P955VXdWVBzhhkP1dWVrq5n7XEOfe+ffva29sdfQ/KvrCH+88//+zy+7/KNKwrU57333/fvEGGTMO6Xu1n6mZQ2OpOSajDPZ4QiURce/9XoW6A66qiskBd6norvOEuJ+a5ubmzZs1avXr1xYsXNeff/1WoG+C6yUU16jogbHVvTkjD/aeffiooKLiS8Nprr913333Nzc1yquXo+78adQNd17KoljiFp24Gha3uTQtpuA8MDDz88MP6j/KoyI9NTU39/f3Ovf+rUTfQdVMVlWXqZlDY6t60kIa7lrgGtr6+Xv8xEonMnj17dHTUsIojqBvgup4U1agb9Lo3J3Thrv8RnTwwixcv3rx5cyTxeRRi2bJlcnCevHrGUDcMdX/44Qc3i2rUDXrdWxGucDf9EZ0ccktLS++6667y8vKdO3euWrXKvEGGUDc8dQcHB90pqlE36HVvUYjCPfmP2VT7pUuXmpqanPvTA+qq9lDVdbqoRt2g1711IQp3yz8q07z7o1DqZhZ11TJ1M8ururcuROH+008/efJHZZ7UlQmFJ39ER13qOiFsdTMiROH+0ksvDQwMuP9HZZ7UlaLyvIy4/kd01KWuE8JWNyNCFO5yeqW/D+vmH5V5UtdYVKOuY6hL3WkrROEu3n777ePHj2uu/1GZJ3X1ohp1nURd6k5PwQ930xeTl5SUqO+xc/qPyvQLrtWPrtU1jlcvqjlf1zheN+syXrXsdN2wjTcWiw0PD6tlN+tmUMDDPfmLya9evbpx40anT6lMF1xrbtU1jdedolrSeF2ry3jdqRu28R49evT++++/884733jjDc3FupkV5HCfSPHF5H19fbt37zavnTmWF8ZqiS/icbSu5XhPnTrlaFEtxXidHqzGeBmvM+RAUlBQIP+rgQ8MDJw5c8aF8WZckMM9nvqLyRsaGi5fvmzeIEPSXBjraN1U43W0qJZ6vHv27HG0LuNlvE44ceLE2rVrZeH69etz586VonI3pMXpuhkX2HCPJ2zevNnyi8kd/QOENBfGqmmIE9KM9+zZs+a1MyrNeB26EFgNVhYYL+PNIFVXBpWbmyuHNIlyOaJIi/oySOfqOiSY4d514zP1i4qKFi5c6NoXk0uVL774QnP9W1o8Ga8+WM3d8eqDXb16tdyBJUuWMN7JW2RG2MZrrNvb26uOLjo5vEncG1umvwCGu+kz9e+9994nn3zSnS8mP3ny5B133CGnq/ozw4ULY70ab/JgNefHm/yFCfv373fni+cZrxbc8SbXVV/E0dfX19PTc+DAgeeee868zbQXwHC3/Ez9mpqat956y+kP+jlz5kx2dvaKFSsKCwvVtVMuXBjr1XiTB6s5P17LwTY1NX3zzTeMN7NCNd5UdeVMRQ4n5eXlY2NjhtX9IWjhrh579z9TX9X94IMPZL4jCwcPHpQXgDqXdPTCWA/HazlYzfnxuj9YzaPxevjgaimezFpwx+t+XacFLdz1z4Jw+TP1VV1ji8w1FixYsGXLlmvXrhnbM2uajNedwWo3PqjH5cFqHo13mjy4WjjG635dpwUt3PXPgnDtixoU02dQKPJK2Lt37/Xr103tGTR9xuvCYLUbdV0erObReKfPg6uFY7wu13Va0MJdm/xZEG5+pr6xrptCO143B6t5NN7QPriad+N1s66jAhLu+oWxivGzINzkWl3G605dE9fqGsfrWlETN+uGbbzuCEK4Gy9QvXjxoubWZ0EYLwRW3KnLeN2pO03G605RLWm8rtUN23hd4/twT3OBqtOfBWF5IbDTdRlvCMfrdFElebwu1A3beN3k+3BPdYGq5vAHyGgpLgTWHK7LeMM5XkeLKpbjdbpu2MbrJt+Hu5b6AlXjhMsJqS4Edrou4w3heGWGa1jFEZbjdXqwWvjG6xp/h7v6QH33L1A1fpC/4s6FwIxXtTPeDEoerObKePW6IRmv+3wc7sYP1HfzAlXTB/nrnL4QmPEy3oxLNVjN4fGa6gZ+vJ7wa7hbfqC+CxeoWtY1r+QAy7qMN+Ms65pXcoBlXafHa1nUvJIDUtUN6ni94tdwT/WB+ub1Mo261HWCJ3U9KaqFr65XbjM3+ESqD9T/8ssvzatmFHWp6wRP6npSVAtfXa/4NdyFPEKmX22784H61KWuEzyp60lRLXx1PeHjcNd59YH61HUHdV3gSVEtfHXdFIRw9+oD9anrDuq6wJOiWvjquikI4Q4AMCHcASCACHcACCDCHQACiHAHgAAi3AEggAh3AAggwh0AAohwB4AAItwBIIAIdwAIIMLdbbcBoWR+JcBh7HG3TZ9n+datW1etWrV06dIrV66Y+4CMmj5P+/Bgj7tt+jzLg/R1kZjmps/TPjzY426b6rP87NmzNj9yemxsbGhoyNyacOjQoaysrB9++EH9eOrUqT/84Q/6yvv379+7d6+W+JLJtWvXPvTQQwsWLNi+fXvyN8FLS3l5efJdmpiYuPvuu2Xh888/l1uWzfPz8+fNm3fy5Elp/PHHH++4444FCdnZ2cXFxXI7g4ODv/vd71SjePzxx403ePny5RkzZkj7H//4x0ceeeTDDz+UxvSbWFbR71iqbZubmwsKChYuXLhs2TJ9/8jC888/n5eXJ9W3bNmifyqs5f6RfXvu3Dm1wk2wvNvmlazI+dbx48fNrQl79uzp6Ogwtvz973/fvXv3sWPHXnvtNbVs7JXSxh8tmdbRd6y+IL777rvly5fPnz9fHv2Ghgbj+lN92uPWscfdNtVneXKSWorH47W1tSqjk0lyPfbYYwcOHFA/Srjfc889GzduVD+qcB8fH5fY6u7u1hKv2Orq6hdeeEG/BWXfvn2ffvpp8l0yhrveJYn88MMPa4n8kpRUjVLliSeeaG9vl7RNkykS7pLparm/v3/u3LkSrOk3saxiDPfkbS9cuDB79uzR0VFZ/vjjj5cuXaran376aYls2aWy+auvvlpaWqolbtNy/0j063vyJlje7cmrWJM7v2bNGnNrQnK4yy3//PPPKtzVsrE3ec8k+9Vwl921aNGiDz74QJZ/+uknWVaHZGWqT3vcOva426b6LE9OUksSTPfdd59luMsUT6aE8kqTzFItEu6SR48++qhksXYj3I8cOVJSUqJvJa9V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false 65797121 63356163 0 0 65797121 63356163 0 0 0 0 2196668 1595243 9587399 -81756 77581188 64869650 64869649.91 0 64869649.91 16.23 245.30 16.23 -80.43 0 0 0 0 0.16 1.89 0.16 -75.90 0.39 2.28 0.39 -50.03 -0.23 -0.39 -0.23 73.79 -0.21 -0.21 -0.21 192.18 0 0 0 0 -0.02 -0.18 -0.02 -62.33 0 0 0 0 77581188.46 64869649.91 77581188.46 Global Private Income Program FIL (en adelante, el Fondo) fue aprobado por la Dirección General de Entidades de la CNMV el 11 de julio de 2025. El Fondo tiene por objeto principal lograr rentabilidades atractivas a través de vehículos de inversión. El Fondo no tiene índice de referencia (fondo activo). Cumpliendo con la Circular 3/2008, las inversiones están valoradas al Valor de Mercado o Valor Razonable. Dicho valor resulta de corregir el Coste de Adquisición con las variaciones en el Valor Razonable existentes en cada fecha de valoración, ya sean positivas o negativas (Plusvalías/Provisiones). Los inversores cuentan con más detalle sobre la cartera y contabilidad del Fondo a través de la información compartida periódicamente por AMCHOR false false false false false false false false false false No aplica false false false false false false false false false false No aplica 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. Durante el primer semestre de 2026, los mercados han estado condicionados por la volatilidad generada por la política comercial estadounidense, la persistencia de diferentes focos de tensión geopolítica y la incertidumbre en torno al ritmo de normalización de los tipos de interés. A pesar de ello, la actividad económica ha mostrado una notable resiliencia tanto en Estados Unidos como en Europa, favoreciendo un entorno razonablemente positivo para los mercados de crédito privado. En este contexto, la deuda privada ha seguido destacando por su capacidad para generar rentas recurrentes y ofrecer una rentabilidad ajustada al riesgo atractiva frente a otras alternativas de inversión. La combinación de préstamos a tipo flotante, estructuras senior secured y una disciplina de originación exigente ha permitido mantener niveles de rendimiento atractivos, al tiempo que se preserva la calidad crediticia de las carteras. El mercado europeo ha continuado beneficiándose de una menor competencia bancaria en determinados segmentos del middle market, mientras que en Estados Unidos la actividad de refinanciación y financiación corporativa ha seguido generando oportunidades selectivas para los gestores especializados. Los niveles de impago permanecen contenidos y dentro de los rangos esperados, respaldados por fundamentales corporativos generalmente sólidos. b) Decisiones generales de inversión adoptadas. En este escenario, Global Private Income Program ha mantenido una evolución positiva, registrando una rentabilidad acumulada del 0,71% hasta abril de 2026, con una rentabilidad anualizada desde el lanzamiento del 4,04%. La cartera mantiene una elevada calidad crediticia, con un 89% de exposición a deuda senior, un LTV medio del 38%, más de 4.000 préstamos subyacentes y exposición mayoritaria a activos a tipo variable, lo que ha contribuido a preservar la capacidad de generación de rentas en un entorno de tipos todavía elevados. Asimismo, el fondo cuenta con aproximadamente 78 millones de euros bajo gestión y una diversificación geográfica equilibrada, con un 68% de exposición a Europa y un 32% a Estados Unidos. La cartera del fondo se ha mantenido aproximadamente invertida en un 70% en estrategias de deuda privada (principalmente direct lending) y un 30% en estrategias oportunísticas, manteniendo un enfoque prudente orientado a la preservación de capital y la generación sostenible de rentas. La combinación de diversificación, predominio de deuda senior y acceso a algunas de las principales gestoras especializadas de crédito privado continúa permitiendo a la estrategia generar ingresos recurrentes con una volatilidad significativamente inferior a la de los mercados cotizados. c) Índice de referencia. El fondo no cuenta con un indice de referencia d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. A fecha de publicación del presente informe, el Fondo cuenta con un Patrimonio Neto superior a los 77 millones de euros. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. NA 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Patrimonio invertido en ECR, IICIL y EICC españolas y en entidades extranjeras similares, así como en FCREs y FILPEs, gestionadas por entidades sujetas a supervisión, domiciliadas en la UE y/o países OCDE, pertenecientes o no al grupo de la Gestora, con al menos 1.000 millones de activos bajo gestión y experiencia mínima de 5 años. b) Operativa de préstamo de valores. NA c) Operativa en derivados y adquisición temporal de activos. Una información más detallada sobre la política de inversión del Fondo se puede encontrar en su folleto informativo. d) Otra información sobre inversiones. La rentabilidad de Global Private Income Program, FIL está determinada por la rentabilidad obtenida de los fondos subyacentes. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. La rentabilidad acumulada del Fondo a lo largo del ejercicio 2026 es de entorno al 0,7%. El fondo comenzo su actividad en septiembre del año 2025. 4. RIESGO ASUMIDO POR EL FONDO. Riesgo de mercado El valor liquidativo de la participación puede presentar puntualmente una volatilidad superior a la inicialmente proyectada. Las inversiones de los FS pueden verse influidas por la volatilidad de los mercados donde inviertan y por las fluctuaciones de los tipos de interés. -R. Mercado: Derivado de la volatilidad de los mercados en los que se invierte, fluctuaciones de los tipos de interés (las variaciones o fluctuaciones afectan al precio de los activos de RF). -R. divisa: El FIL prevé la inversión en monedas distintas al euro y su valor puede oscilar por el tipo de cambio. -R. Concentración: podrá existir concentración sectorial o geográfica, por lo que las fluctuaciones en los precios podrían afectar negativamente a los retornos más que si hubiera diversificación. -R. de gestión: El éxito del FIL dependerá de la aptitud de la Gestora para identificar, seleccionar e invertir en los FS. No existe garantía de que las inversiones realizadas vayan a resultar exitosas. -R. de Valoración: El VL del FIL dependerá de las valoraciones aportadas por los FS. -R. de Apalancamiento: resultante del apalancamiento del FIL y de los FS. Las operaciones apalancadas tienen un elevado nivel de riesgo financiero. -R. Crédito: al invertirse en emisiones con una baja calificación crediticia o high yield. El riesgo de crédito consiste en que el emisor no pueda hacer frente al pago del principal y el interés. -R. Liquidez: Falta de liquidez de las inversiones que influya negativamente en las condiciones de precio en las que el FIL pueda verse obligado a modificar sus posiciones. No se pueden reembolsar/traspasar participaciones durante la vida del FIL. -R. Derivados: Porque la cobertura no sea perfecta, o por apalancamiento o por riesgo de que la contraparte incumpla por no existir cámara de compensación en derivados OTC. -R. inversión en países emergentes: Los mercados emergentes pueden ser más volátiles que los mercados desarrollados. -R. Jurídicos y fiscales: Durante la vida del FIL pueden acontecer cambios normativos o interpretativos que podrían tener un efecto adverso. -Otros riesgos: Riesgo Operacional (fallos en la organización de los FS), de fraude (manipulación en la valoración de FS). -R. Sostenibilidad: La Sociedad Gestora integra los riesgos de sostenibilidad durante su proceso de inversión en fondos subyacentes mediante la realización de un análisis en materia ESG. Dicho análisis se realiza fundamentalmente mediante la inclusión de cuestiones específicas relativas a ESG en el proceso de análisis y due diligence de los fondos en los que invierte. Si como resultado del análisis realizado se identificasen posibles contingencias de ESG, dichas contingencias serían tenidas en cuenta durante las negociaciones con la sociedad gestora del fondo subyacente antes de materializarse la inversión en cuestión y se tratará de obtener algún tipo compromiso de mitigación al respecto. Entendemos por Riesgo de Sostenibilidad todo acontecimiento o estado medioambiental, social o de gobernanza que, de ocurrir, pudiera surtir un efecto material negativo real o posible sobre el valor de la inversión. El riesgo de sostenibilidad dependerá, entre otros, del tipo de emisor, del sector de actividad o su localización geográfica de los fondos subyacentes. De este modo, las inversiones que presenten un mayor riesgo de sostenibilidad pueden ocasionar una disminución del precio de los fondos subyacentes y, por tanto, afectar negativamente al valor liquidativo de la participación en el fondo. Principales incidencias adversas de las decisiones de inversión sobre los factores de sostenibilidad: La Gestora para este fondo no tiene en cuenta las principales incidencias adversas en sus decisiones de inversión ya que no tiene procedimientos de diligencia debida en relación con estas. 5. EJERCICIO DERECHOS POLITICOS. El Fondo es una IIC configurada como patrimonio separado sin personalidad jurídica, perteneciente a una pluralidad de inversores cuya gestión y representación corresponde a una Sociedad Gestora, que ejerce las facultades de dominio sin ser propietaria del Fondo, con el concurso de un Depositario y cuyo objeto es la captación de fondos, bienes o derechos del público para gestionarlos e invertirlos en bienes, derechos, valores u otros instrumentos financieros, estableciéndose el rendimiento del inversor en función de los resultados colectivos La condición de partícipe, que se adquiere mediante la realización de la aportación al patrimonio común, confiere los derechos establecidos en la LIIC, en su normativa de desarrollo y en el presente Reglamento de Gestión. Como mínimo, el partícipe tendrá derecho a: a) Solicitar y obtener el reembolso del valor de sus participaciones, que se ejercerá sin deducción de comisión o gasto alguno en los supuestos establecidos en la LIIC. b) Solicitar y obtener el traspaso de sus inversiones entre IIC, en los términos establecidos en la LIIC. c) Obtener información completa, veraz, precisa y permanente sobre el Fondo, el valor de las participaciones así como sobre su posición en el Fondo. d) Exigir responsabilidades a la Sociedad Gestora y al Depositario por el incumplimiento de sus obligaciones legales y reglamentarias. e) Acudir al departamento de atención al cliente o al defensor del cliente, así como, en su caso, al Comisionado de Defensa del Inversor en los términos establecidos en la normativa específica sobre atención y defensa del cliente. 6. INFORMACION Y ADVERTENCIAS CNMV. NA 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. NA 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. NA 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). NA 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. No aplica No aplica