AZVALOR INTERNACIONAL FI 1.0.0 2017-07-01 2017-09-30 AZVALOR INTERNACIONAL FI 1.0.0 2017-04-01 2017-06-30 AZVALOR INTERNACIONAL FI 1.0.0 2017-01-01 2017-09-30 AZVALOR INTERNACIONAL FI 1.0.0 2016-01-01 2016-12-31 AZVALOR INTERNACIONAL FI 1.0.0 2017-01-01 2017-03-31 AZVALOR INTERNACIONAL FI 1.0.0 2016-10-01 2016-12-31 AZVALOR INTERNACIONAL FI 1.0.0 2015-01-01 2015-12-31 AZVALOR INTERNACIONAL FI 1.0.0 2014-01-01 2014-12-31 AZVALOR INTERNACIONAL FI 1.0.0 2012-01-01 2012-12-31 AZVALOR INTERNACIONAL FI 1.0.0 2014-01-01 2016-12-31 AZVALOR INTERNACIONAL FI 1.0.0 2012-01-01 2016-12-31 AZVALOR INTERNACIONAL FI 1.0.0 2017-09-30 AZVALOR INTERNACIONAL FI 1.0.0 2017-06-30 AZVALOR INTERNACIONAL FI 1.0.0 2016-12-31 AZVALOR INTERNACIONAL FI 1.0.0 2015-12-31 AZVALOR INTERNACIONAL FI 1.0.0 2014-12-31 iso4217:EUR xbrli:pure AZVALOR INTERNACIONAL FI 4918 01 03 2017 EUR A+ false Paseo de la Castellana 110 ,3º 28046 Madrid EM sac@azvalor.com www.azvalor.com 05 PASEO DE LA CASTELLANA, 110 3º - 28046 MADRID (MADRID) EM sac@azvalor.com 2015-10-23 08 09 7 en una escala del 1 al 7. La gestión toma como referencia la rentabilidad del índice MSCI Europe Total Return Net. Fondo de autor con alta vinculación a los gestores, Álvaro Guzmán de Lázaro Mateo y Fernando Bernad Marrasé, cuya sustitución supondría un cambio en la política de inversión. El objetivo de gestión es obtener una rentabilidad satisfactoria y sostenida en el tiempo, aplicando una filosofía de inversión en valor, seleccionando activos infravalorados por el mercado, con alto potencial de revalorización. Al menos un 75% de la exposición total se invertirá en renta variable de cualquier capitalización y sector, principalmente de emisores/mercados de la OCDE (excepto emisores españoles), pudiendo invertir hasta un 35% de la exposición total en emisores/mercados de países emergentes. La exposición al riesgo divisa será del 0-100% de la exposición total. El resto de la exposición total se invertirá en renta fija principalmente pública aunque también privada (incluyendo instrumentos de mercado monetario cotizados o no, líquidos) de emisores/mercados de la zona Euro, en emisiones con calificación crediticia igual o superior a la que tenga el Reino de España en cada momento. Para emisiones no calificadas se tendrá en cuenta la calificación del propio emisor. La duración media de la cartera de renta fija será inferior a 18 meses. La metodología aplicada para calcular la exposición total al riesgo de mercado es el método del compromiso 01 0.42 0.57 1.63 2.28 0.00 0.00 0.00 0.00 EUR 8373062.64 8573704.99 10336 10308 0.00 0.00 false 5.000,00 Euros 998442125 912170282 162040096 119.2446 115.4616 95.9948 0.45 1.35 0.45 1.35 01 0.01 0.02 01 3.28 3.96 -5.05 4.63 1.77 20.28 -1.13 -1.64 2017-09-08 2017-06-27 1.61 1.61 2017-09-25 2017-09-25 01 9.18 10.58 8.68 8.02 9.28 16.95 12.47 12.08 13.76 11.46 14.65 26.15 0.67 1.10 0.39 0.15 0.37 0.70 100% MSCI EUROPA TOTAL RETURNS 6.16 5.73 7.01 5.75 7.22 12.86 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1.39 0.46 0.46 0.46 0.48 1.89 0.44 false GraficaVL.png png 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9XXN/fzcvkdklOGqbABEGQ+yXIwmZzgrymz/1fPuNZ3MFXFd/NlbH/7Ox2X385SKAGWM6cSJE7RuAEQZ7WP9SOdGmb8MDrEYZaq/vs0Fc8wxXY9H63u7/q5WrmNKS0ujgQMgymjfbrGNkOHEKFN6ez/zHFN3380Gg5dLhZiz/+ryYnXfzlmCoP21cNdU5cAMa2UDIMpo3xoxlZDhrCjjPU+v9/Y2jzL/SLzLpXLM72v6uPKIko3rmI4dO0YbB0CU0bLLQjdGeBMynBVlhs38q4XpZLy86s7d7CIhJre+1+Nnb3W7XT2muWtU7BoZZRITE2nmAIgyWnZYfEDCcGKUWTh5m3mUqZge4Aohpl7vHV4Z4C4jSub1Qups5cAM1zEBIMpo2Xoxl4ThxCiT8KsF5lGm9EA/p+eYBNe+RsmeeurYcCXK5Ofn09IBEGU0a6YIImE4McocGvyQSY5p6tWtqambE0NM3sXeTzhjUWuH1/j6XmtjoriOCQBRRsu+EYXEC+dGmXO33Gp6SCbSaYdkmgxer525w31HlMwrPGGBjDLr1q3T6/W0dwBEGQ1KF78lXjgxyvSYozO/fKmi0DknyiScuWPSpV4a2+HKtL9SSUkJ7R0AUUaD1orpxAsnRpnRTxxyhelk/t+3PWfU3azJHT6t5C4lyuzbt4/2DoAoo0EzRADxwolR5pXQ9c6dTub85Rsiz9wxprmrVnf4w403KlFm8+bNBoOBJg+AKKMpl0Qt2cK5Ueb9X84yzjFXunTpzOlk/nzmjnGXb9D8Pn95+0IlzVRVVdHqARBlNIXVsJ0eZY4NGG4cZaoeu73T1lGaed7fQ/b5rzPHMe0vAKKMNr0tlpItnBtlam/2+9HoUubPOjrEXPjOZ/XpOzU8omReTxTcp0SZ1NRUWj0AooymLBOjyBZOjDK3zj5v8PJSc0zzzTd29HQyqdW3ecKIkkk9UuunRJkNGzbQ6gEQZTRlguhBtnBilJnx+KfGh2SqXx/UcSHmeMNNs87d6rG7/bV1kUqaqampoeG7Hd134o0/Vy2JO7J4fWb01qzikgr2CYgyuKpcFBMsnBtlNkx6wzjK1H79044IMZeau0b+42damvWuDbUi6VklyuTm5tL23UutTkxdk3vv4iK14QSvKs48dNT2oz7//POhQ4d26dKlf//+Bw4c+FFfZeT66683/q/Y2Fj5TZOn+vTTT2+44Yb9+/fL2/n5+SNHjrTQ/5k9yvg74eHh3a9ZsWKFOlWj8R3U28Y3JLn9yuuab7lyz+vM8IEhyngWVpF0epTZHfyMmmMu3HnLlStdOuIapQk6jr39MFFeeno6bd+9LNhaZZxjlJq/ubi8vNzGo2SC+eyzz+QNmWP69Olj8T4bN25MSUkxzjHbtm0zTwMyT8TExMivV49kT5igPK39UUY+Vn7wDAaDTqeTtyMjI+2MMvKrzDFqirL4KsbWr1+/bt06PjBEGc+SIFbRwzk3ynx9zwNqlPm/Dfc6NsT89dueT1ffxg5XataJB5Qos2XLFtq+e5kSmWOSY2T1eVFkZ2fb8/CGhobAwEDz78uIM3fuXJMcYzEuqFHm+PHjwcHBlvs/61EmICCgublZ/b6aq+yJMkqaUVKU7Sgjt19GGT4tRBmP86qYRA/n3Cij633zD0dlqh12GXaj3vt/ygM9fETJpB47dXf094z7Fbi+sFcyzKNMt+dEVlaWPQ+fPXu2yQCTpNfrBw4ceOHCBZMcYzEuKIdGPv3009DQ0DVr1hgfJrEnyqhBROHj49OqKGM+6mQ+liST1ltvvcVHhSjjiaaJPvRwTowyt845+8N0Mo/0dVSOee/srYwomVdow01qlLE9MAFX82S0haMyg1e3fFRGZtb58+ebxw4pMTFx2bJlxlmhxTNOvvzyy9GjRxsPNtkZZQIDA5uamuSNkpISGaGGDBmiRhxl+mn51fy4i/1HZeT2bNy4kc8JUcYTXRF6ujfnRpnpUz/4YTqZdAdMJ1Pwbc9nztzBHrZWa2OimCjPHaVkVQ1ZanquzPZdLZwrc/DgwVGjRllbQ3TixInyDnYOFSlCQkJkmmlDlJH3j4qKknll1qxZsbGxe/fuVb4/bNiw5ORkJVcNHz7cYpRRzjiWX629ivw8b9q0iQ8JUcZDcfmS06NM3H+HKzmmqVu3f37bvZ0jStGngxhRsl0RWxcrUeaTTz7hN4B7iUvJfeDFQnVoacOfilu8Ei0wMND8KIt6Q+YD9Uoie6KMDDGhoaHGg03mjzK/tkj93xUrVshH+fr6BgcHjx07Vn3OIUOGyFQkv+bn51scS+IKJqIMbPmL+BN9m3OjTMbQ8UqUKZsf1J4ck3L+J4wo2VNLdj6uRJm0tDR+A7idsvKqnXtz3k/PyjiY3eYhwpCQEKf/IF988QXvJlEGjvGB2ETf5twoUxLQ/z8nyhS08USZ/2u8cV4NJzy1+nrs+Ph4fgMAIMq4vXixkL7NiVHGe55e7+0tc8y3P+1pMHi1NsR8p/deXX0bI0qtqmdygtUzf5XTLQGAKOPG1oip9G1OjDIPPnH8P9PJxN/d6nWUzvlPuuTLnmzzopLSuXPn+CUAgCjj3lhI0rlRZsnELf8ZXTrVitGl0sYb51Xezj5sW4WVB6pRpqioiF8CAIgy7u0pcRd9mxOjTNLIZ68uujQ2yM7RpX8avF6vCHj4u27swDbX+PpeapThemwARBm3N0Z407c5McocHTBCRpmzB+waXdp9/idT6nux69pZ43Q91Chj55z3AIgycF10bM6NMmdvuVXfzfu7ph62Q8zXuh7PVfVlpzl8ljwWlXQ7VWVlR9LTM1NTszIyKioq2CEgyni686KCXs2JUabHXJ3By6t8QaCNEPMvg1fc6TtD9Bw8c2St2rxciTJJSUn8HnAjuXFxRQ8++J/Zsbt1K9648ejRo7Yf8vnnnw8dOrRLly79+/c3WYOpqKho2LBhPj4+oaGh1dXVxv8VGxtrPsucMuWuMlVdfn7+yJEjLfR/3+vevXtiYqLJN02m6VMn/G1xcaXs7Gz5z8OHD9t4RYvLNpn80/bzmG+PwWAIDw+XP0vPnj0jIiJsv7qd60YZ7xlrzy93tXy/5Ls2aNAgi1tLlMEPvhYn6NWcGGVGPX5Etu+SQ3dZyzF/Of+TsLpb2FcOr1feeUGJMps3b+b3gNscj0lJKRoyRF3lQ6ni7dttT5Qne8TPPvtMXFsBW12MWnH//ffLoCNvFBYWPvroo8Y5Ztu2bTZWxpa3J0yYoDytedeu3CguLvb19bWYLdRvDhgwQJkOwEb4UEyePDkyMjIsLMzGK1r7jvE/bT+P+fZERUXJ+ysTIm/cuFE2mRZfXbS0QKbxnrH2/H5+fsePH5c35E4OCAggysCWfHGIXs2JUWbluN9827+nXu9tHmIqvvNZWnEHE8Z0UC1PnqtEmbi4OH4PuIucJ580yTFXa/BgO094amhoCAwMNIkm6u0bbrjBOMdY7KTVKCN72eDgYMv93/ePKioq8vf3t93fR0REKAtA2o4yZ86ckSFD3hg4cKC83eYo0+LzmG+PjBHqAvIXLlww2YFtizLGe8ba8w8dOjQpKcm5a9cTZYgylF1R5v1fzjr92zvNc8zm8sCx/+rCLuqEKMMseW4kIyzMQpTp1i0rK8ueh8+ePdtkgGnIkCEFBQXyRnJyshJr1BxjsZNW110KDQ1ds2aNOthkccDF19c3NTXV9ijMxYsX+/XrJ7tw21FGvpaSMDZt2hQVFWXtFVuMMi0+j/n2mKyXaXH5zNYOMBnvGWvPL7dBbuGoa5QjZ0QZWJUp3qNXc2KUOTZg+LlSf+MQc7guYPo5f3ZOR9eLKXPUKFNfX8+vAvc4KjNlioUo06dPi0dl5B/38+fPN48dJ0+eHDBggI+Pj+w1/fz8hH2LMn755ZejR4+2vTL26dOnQ0JCZDJo8dCFzBYrVqywEWX0er2/v7+6PfK2Sfi286iMnc9jsj19+/ZVD43IG/Kf9hyVkbtFeXL5Vd1FFvdMi89/5swZ828SZfDjPzLEu/RqTowyxRPvUaeTqbzc84UzgSH/vp490wm1KH2aGmXq6ur4VeAWqhYsKLr3XtNzZebPt32uzMGDB+Vf9iUlJeb/1b9/f5lL5I29e/cuWbLEnk5aXFuKUj7KdpSR0tLSFixY0GKUkZ29jFM2okxqauqiRYvUf8rbycnJ9kSZ3r17l5aWqqM5dj6PyfbInzE8PFx/jYw4dp4rM2zYMOXJExMThw8fbmPPWHv+wMBAZdXxU6dOca4MiDKuW4/sm1H6UT8lx7xbM2D8dyxq3Xm1cNdUNcqUlZXxq8A91NbmTp1aOHjwDzkmODg3I8P2g2SnaG0ERKYc+b8+Pj4zZ85saGiwp5OWISY0NNR4sMnGo0aOHJmfn9/iKMzu3bttRBn1SRQFBQUjRoywJ8r87ne/6969u6+vb0pKSquex2R7IiIievbsKZ9K3jAfjbX4o8m9NGTIEJnz5Ff1Ra39UBaf//Dhw0OHDr3++utl3JRvE1EGRBkXrbm7//vyP2/4ou7mx2r92BtEGdhFp6uKiclZtChr8eLsqKjyr75q29OEhISwL0GUIcpQ7a0lX927oiyIa5ScHmVKS0v5VQCAKEOUoSh3jTLKNSwAQJQhylCUW0YZ4xMIAIAoQ5ShKKIMAKIMOssXYi+9GkWU4VcBAKKMu2K2X4ooQ5QBQJQhylCUG0+RR5QBQJRxY6yMTbFwAVHGreiqqt44cmRJZubirKzoiopi9giIMp6uRpTRq1EeWC8lzifKuKHa3NypRUX3qmuWFRcHHz2aaX6/0tLSPn36KLd3797t6+vbpUuXAQMGyNvGd7t48WJYWJiPj09QUJAypaz8OnDgQHnnQYMGHT582ORpP/30U3UJSfmxGTlypIX+73vdu3dPTEw0+abJbL979+5Vb9u4p5SdnS3/ab5JoaGhhYWF6j8LCgomTpxo7SHWts3Gqxiv2ZSUlGT+ENubbfvHN76DjS00GAzh4eHyOz179oyIiDDf5/KeyroTFl9o/vz5yqTMO3futLg8hbUtJ8q4jUuill6N8sBatXk5UcbtVFUtMM4x36cZ0zWY1q9fP3z4cLVbCgkJ+fjjj8W1RYgmT55sfE/ZsSnhRiaYfv36yRt+fn6nT58W11Y9NF/6x3jdpQkTJnz22WcWo4xyo7i4WEYoa32/8k2ZrpSp+m2vjC3JLY+MjJTBy+T7aWlpL774ovpPeXvHjh3WHtLittl4iAxJMsbZiDK2Dm9YX4LKPMqYb2FUVJTcKr1eL66tdmmyDpSMrcOGDVP+1+ILNTU1jR49Wm7/jBkz7Nw2ooz7oVejPLAi415mijy3k5MzxSTHXCvTlbHl3+gyH6hdlPxrXl2lWf5Zb3xPf3//NWvWyB5a5piTJ0/K78gblZWV8ob8qoQbi1Hm+PHjwcHBtrttdR1HG315RESE7JtbjDJnzpyRoUfeGDhwoLxt/F+yCw8MDFQ6cuW28sNafIjtbbP9kMLCQnU1yk6IMsZbKDOlunr2hQsX5M9o/Dxyq2wcLlKcOnVq1KhR6nLcRBkNmiR60bFRnlbRRli4wF1kZIRZijLdsrKybHRR119/vXEWMb6P/K/f//73Sscp/7JXDs/IZCMfK7+ar2KoLiEZGhqqZCBlsMnigIWvr29qaqrtERbZucrAJLtn21FGvpaSeDZt2hQVFWXyikuWLFEWjExOTl62bJmNh1jbNnseIsk7dNoAk/EWmrxrJv/s06ePuhSotc04cODA/fffr6RVBpi0aY64h46N8qgKbbjJOMpUVFTwe8BNjso8aSnKDDY5KmPSO8rAYe2ojDpionaQ8i/+6upqZYDJ5K9/1Zdffjl69GjjwSbz15UPDwkJUQ8D2DgsIdPDihUrbEQZvV7v7+9vfM6KyfLUsoeW2yNvBAcHK721tYfY2DbbD5HOnj3r4+PjwKMyctep74u6Gy1uYd++fdWjMvKG/Ke1ZGPxhc6cOTN79uympqaxY8eeP3+eozLaFC7G0rdRHlVh5YHGUaa+vp7fA26hqiqlqGiI2bky203OlTHpokJDQ5UTYvbu3WuyIPaMGTOUP/0LCgpGjBih9JrK2EplZaWfn5/FzZBPItOM7Sgjrp3FsmDBghajjOzIBwwYYCPKyC1UR3aU8ZTk5GSTpxoyZMiBAwfkV9sPsbFtLT5EhiQ12zkkygwbNkx5icTExOHDh9vYe3I/h4eH66+Rsc/kXJk+ffpcuHDB2gvJ6DNx4kSZw+TtkpISedskCBJlNOINMZu+jfKoeqLgPuMoo9Pp+D3gLnJz4woLH1CHloqLN+Tm5truPj/66KPu3bvLf/bu3dvkiqHq6mrl+IrsVouLr17XnZ2dPWjQIGtXMCmHZGQ2Mh5sstFtjxw5Ujmp3PYIi0xaNqKM+iQKNXUZ27hxY1BQkDI8ZOMh1rbN9kMU8vnVH9b8x2nDAJPckzJ7yV0tv6ovbe0Hj4iI6Nmzp3wf5Q2TLLJkyRJllNDiC8k8pJz0rSYk9VonBpg0JUGsom+jPKqeyQk2jjL8EnC3YzNlOTk7s7Lez87OsHg8xh4mh2fgvk6fPi1zp3Lis2MRZdwJK0pSnlbP75mi5pj4+Hh+CQBuLSkpST3fmSjjoU6Kg/RtlMdO9atexgkARBl3xYS/lKdVxNbFapRJT0/nlwAAoox7axZNY4Q33RvlITWmuevamCg1yli8jhcAiDJuZr74OT0c5SE1vr6X8Tm/eXl5/AYAQJRxeyvFeHo4ykNqWsldTPULgCijNVyPTXlOzTkyyjjKnDt3jt8A7uV0VdneI+k7M1MPZGUwUzOIMviPw+IDejjKQ2p+xng1x6xbt85kui24+t9duXFPFz2ovJXjRLd3izcePXrU+A4HDx4cOHCg8Rx3BQUF999/v8VZ7y5evBgWFubj4xMUFGSy4lJsbKz5VG+ffvqpuu5Sfn7+yJEjLfR/3+vevXtiYqLJN02myDOZsk9Yn7EtOztb/tN81r7Q0NDCwkL1n/KHnThxorWHWNs2G69ivJSBjVUbW5wiz/wnlU0vPDxcbknPnj0jIiJs7En7V24y/rlafH6ijNZUihJ6OMpDakXSs2qU2bx5M83fjeytSnmiaIjJG7rjxwsX+Pn5nT59WlybOS0gIEDekAnmo48+kjc+++wzk7UIlixZoqxpIHOM8TrYMsds27bNvEs2XqxgwoQJ8gktdsDKjeLiYl9fX2t9v/LNAQMGmCx1ZO3+kydPjoyMlMHL5PtpaWkvvvii+k95e8eOHdYe0uK22XiIDEnqklVtWLjA/CeNioqSr6VMbbdx40bzySrbsJ628c/V4vMTZTQoTPjRyVGeUK+ti1SjjLr0LtxCeM6T5m/ovB8vJykTSWVlpbi2iJJxOpH96N69ewcOHGj8hP7+/soC1/Ke6rLJSo6x2JWqUeb48ePBwcHWum3lRlFRkXx+271yRESEstqA7Shz5swZGQXkDbn9yhJRKtlVBwYGKh22cltJDBYfYnvbbD+ksLBQXaSpDVHG/CeVQVNdJPLChQvmi3e2IcoY/1wtPj9RRoOWiVF0cpTm65FaP+MTZbKysmj7bmRRRpj5ezpOdDN+Hw8ePCijiezb5Fd1zEj28coyTG+99ZbxE15//fXK8j2yCxw2bJhxjrHYlarrLoWGhioZSBlssjgs4uvrq2Zla2MlFy9elClKdrS2o4x8LSUHbNq0KSoqyuQVlyxZkpKSIm8kJyerk95afIi1bbPnIZK8Q5sHmMx/UpOVOC0uzNnaASbjn6vF5yfKaNA28TL9HOVpC0manGYBF7ckZ4qFS9JEH+OjMvKP7+rqamWAyeQP8YKCAh8fH+PvqCMmald3nRnzzfjyyy+VRShtrIwtXz0kJET23y0eYJDpYcWKFTaijMxh/v7+xuesmJzgdfLkSbk98kZwcLBybMnaQ2xsm+2HSGfPnlX3XttWxjb5Sfv27aseNZE35D/teU65w5UNk1/VnW/x52rx+YkyGpQp3qOfozRfv84cZxxl2rwYIZxiXdWCGUX3mryn/1M83/h9lD2WMjhSWVmpnBnTv39/GWLkjdLSUpNwM2PGDOWPeIvLTVvrnmV/KdOM7Sgjrp3FsmDBghajjOySBwwYYCPKyC1UR3auHppatCg5OdnkqYYMGXLgwAH51fZDbGxbiw+RIUnde22LMiY/qdx74eHh+mtkxLHzXJlhw4YpG5aYmDh8+HAb+7zF5yfKaNB5UcGcv5Tm6+XtC42jjPpHG9zCJVG7LHfq44WDf7gerTj4YG6G8X2ys7MHDRpkfL2SjB3Kd+6///7jx48bd37V1dXK8RXZQRYXF9vTlcpnCw0NNR5ssvGokSNH5ufntzhWsnv3bhtRRn0S9diSeerauHFjUFCQMjxk4yHWts32QxTy+dUf1vzHaXGAyeJPGhER0bNnz+7du8sb5tcSWnxOuf9lYpNvmfyqbrC13WX7+Yky2jRPDKarozRc43Q9jHPMli1baPVu57LQ/aEqZm3OoqisxfHZUX8v/6ptzxMSEsLOBFFGg94Qs+ntKA3XY6fuNo4yLCQJgCijNfvFu/R2lIdMjifl5ubS6gEQZTTlvKigt6M0XBFbFxtHmZqaGlo9AKKM1kwTfejwKE1WaMNNa2Oi1BwTFxdHewdAlNGgLWI5fR7lCTPKpKWl0d4BEGU06KQ4SJ9HabIW7prK5HgAiDLa1yyaWIyJ0l49ZPCKjHvZOMqcO3eO9g6AKKNNa8V0ej5KYzWlIsA4x8THx7dhviwARBm4B1YwoLRXz2aNZUYZAEQZT3FZ6FjBgNLY6NIr77xgHGWMJ2gHAKKMBq0U4+n/KK2OLsXExOh0Opo5AKKMlu0W2+j/KM3Ugk8mGUeZxMRE2jgAoozGMcZEaalWbV5uHGWOHDlCGwdAlNG+NWIqXSClgZpaFmQyulRXV0cDB0CU0b4vxF56QUoDtSh9GqNLAIgyHoq58ih3rzHNXdesX2UcZU6cOEHTBkCU8RRvi6X0hZRb18z8n0f/WH19PU0bAFHGU3wjCjn5l3LrCk9YYJxjkpOTadcAiDKeJVyMpTuk3LTCygNNDskUFBTQqAEQZTzLEfExPSKljaWw161b19TURKMGQJTxLFeE/ilxF50i5XY1TtcjKnaNcZTZtWsXLRoAUcYTvS/epF+k3K6eyQk2GV2qqqqiOQMgynginaifJHrRNVLudQ32q/EvGeeYpKQk2jIAooznelespXek3KjmHBllckiGpbABEGU82iVRO050o4Ok3KJC9N4rtyw1zjFxcXF6vZ6GDIAo49HixUL6SMotavbRESaHZLKzs2nCAIgynq5O1EwQPegmKRevhwxer7zzgsk12A0NDTRhAEQZsI4B5Qb11LHhJodksrKyaLwAiDK4ijNmKNc/JGNylkxsbGxtbS2NFwBRBv+xTbxMf0m5bM068YDJIZmMjAyaLQCiDH6gE/XTRB+6TMo1L1wyOUsmJiamrq6OZguAKIMf2SHeotekXLCezh1pckhm3759NFgARBmYYlUmygVrbFO3NetXmRyS4SwZAEQZWHZYfEDfSblUPb9niskhmU8++YSmCoAoA6sWixF0n5SL1OSqvmtjokwuXOIsGQBEGdhSIvLHCG86UcoVKjxhgckhmczMTBopAKIMWvCWmE8nSjm9nsz7hUmOWb9+fVNTEy0UAFEGLdCJ+hkigK6UcmKN0/UwOdtXysvLo3kCIMrALpz/Szm3lux83CTHJCQkGAwG2iYAogzstUZMpUOlnFKPnbrb5GxfqaqqilYJgCiDVrgsdMz/SzllIplVm5eb5Jg9e/bQJAEQZdBqx8R+rmaiOrkWpU8zyTFxcXGc7QuAKIM2ihEz6VypTqvHCwdHmykqKqIlAiDKoI3qRA3DTFSnXbX0avxLJjkmLS2Ns30BEGXQLvniEL0s1Qn1Ysoc84lk6uvraYMAiDJorxTxOh0t1aH1TE6w+dBSQUEBrQ8AUQaO8aqYRHdLdebV1x9++CHtDgBRBg6jE/XT/307nS7VOVdfx8XFNTQ00O4AEGXgSEXiaMi/r6frpRxYDxm8ViQ9az60VFpaSosDQJSB4+0X79L7Ug6shbummueY7Oxs2hoAogw6yhaxnA6Yckg9nTvSPMdw9TUAogw63CuGR+iGqXbW1LIg81N9ufoaAFEGnUEn6p/51yA6Y6rN9Uit3+oNK01yTExMTHl5Oe0LAFEGneG8qJjW3JcumWrbrL7mlyxJ+fn5tCwARBl0niJxdKyhKx0z1aoK0Xu/lDjfPMdkZmbSpgAQZdDZToqDY650oXum7M8xL6TONs8xycnJnOoLgCgD58j4V8pDBi86acqeKWSWpc0yzzFbtmxpbGykKQEgysBp0i9vJc1QLdbSHTPNc0xcXByXLAEgysD5tl5aRZqhbNTze6aY55jY2NiKigqaDwCiDFzC9gtr6LApizU/Y7zFHFNSUkLDAUCUgQv5zblFdNuUST2bNdY8x8TExJw6dYomA4AoA9dLM9WL6bwp2+NKUnFxMY0FAFEGrppmSpfRhVMPGbwWpU+zmGPy8vJoJgCIMnBpm79ZyVnAHp5jrB2POXr0KA0EAFEGbuDd/E0PN95Ip+6BNaa5q8V58KQjR47QNAAQZeA2Pjrx3vj6XnTtHlWhDTeFJyxgXAkAUQYakXnyk6llQXTwHlITz/lbXCcyJiamoKCA5gCAKAO3dDQvd+ZXQ+nmNV8ziu5dvWGlxRzD8RgARBm4t7KysudyH+ZEYE+bPEZat24d8+ABIMpAC2pra1/eN2dsUzd6fe2d5Lv4w+kWc0x8fHxVVRUffgBEGWiETqf73c74R2r96P61dJLvyi1LLeaYrVu3sk4kAKIMtEav1/95T9pTx4Yz2KSBmpn/8zXrV1nMMTt37mxsbOQDD4AoA206dOjQ4o8fC9F7kwbcd1Bp4a6p0VYweQwAogy0r7Cw8LU/hE+u6ksscLuaUhFg8Ypr5SRf+c7y8QZAlIFHaGho+O3Wd57JCWawyY2WI/h15rio2DXWTvKtra3lgw2AKAMP0tzcvG/fvpUJiyfV9CEouP70dy9vX2htUGnXrl1NTU18pAEQZeCJCgoKXl8XM/fwaM6ecdkzY+S789q6SGuDSvn5+XyMARBl4NFqa2sTEhJWblk6reQuooNL1dSyIGtnxkiJiYlccQ2AKANcZTAYsrOzY2Jint8zhZn0XKEebrxRvhdrY6Ishhj5TuXm5ur1ej66AIgywA9qamq2b9++Zv2q2UdHcDqwE0/vfTp35KvxL1k7GLN161b5TvFxBUCUASwfnjl06FBsbOwr77zAeJNTRpTknrcWYtatWyffnebmZj6oAIgygC21tbWpqamy73wxZU5YeSAJoxNK7me5t6OtS05O5swYAEQZoBXy8vLWr18vO9GlO2ayeFPH1aSaPnIP2wgxGzZskO+FwWDgMwmAKAO0TlNTU0ZGRkxMjOxQF6VPm3jOn+Th2NliZIixNuudcnpvZmZmQ0MDH0UARBmg7erq6pTxJmnxh9MZcmp/PVLrJ/ektQuU1BEluef5+AEgygCOUVpampSUpPSyy9JmcVJw2+rR0n5y79kOMXI/y73NRw4AUQZwvOLi4i1btig97ivvvPBEwX1ME2znJdbTi++xfWKvtH37drmH+ZgBIMoAHaugoGDr1q1K77t6w8p52SGhDTeRV6xNdvd07kgbk/aqs8XIEMOsdwCIMkDnKSwsVIeclFGnGUX3yp6b+KIchpF7Y8nOx22c1avYsmWL3JNcoASAKAM4x6lTp9STgiXZcy/cNTWsPNBj5wueXNX3+T1TVm9YGd2SlJQUufcIMQCIMoDz1dXVpaenx8bGqv207Muf2/eIh5wdPKa562On7rYzwcTExOzYsYMTewEQZQCX09jYmJOTEx8fb9xzR8a9LPv46cX3yP5eYwlmbFO3xwsHL0qftmb9qmg7bNiwITMzk0l7ARBlAFd36tSpnTt3yp7bpC9/KXH+vOwQdx9+mnjO/+nckcvSZr22LtKeBBMTEyP3RlFREWf1AgBRBu5E9tz5+flJSUnKfMHGomLXyCgw58ioaSV3uf6ZwiF678lVfZ/M+8XCXVMj416OtltCQkJeXl5jYyMfBgAgysCNyb782LFjxmcHm8SaFUnPzs8Y/0TBfRPP+bvCARs1uyz4ZFJ4woIWr0IyWb86LS2NBAMARBlokE6nk338jh07ZH9vIw28Gv/S0h0zZYyYfXTEo6X9OjTfyGcObbhpSkXAjKJ752WHLEqf1trsoli/fv2HH35YUFDQ1NTEGw0ARBloX0VFRU5OjsXhJ4si416O2Lp48YfTF+6aKjOHTDkz83/+2Km7p5YFyZpc1Xd8fS+LJWOKvMP04nvk/eWj5h4e/dy+R5bsfHxF0rOvvPOCnee72JjaLjMz89SpU83NzbynAECUgSfS6/UyCmRlZaWmppqfKexqYmNjExIS9uzZk5+fr9PpePsAgCgD/CjWlJeXHz16ND09fevWrXYesOmc7HLixImqqiquQgIAogzQCg0NDcXFxTJGZGRkpKSkdGi+kc8cHx+fmJi4c+fOnJycgoICsgsAEGUAx9PpdOfOnSssLMzPz5eZQ6acXbt2paWlJV+TkJCw2QoZU+QdduzYIe8vH3Xo0KFjx44VFRWVl5fX1dVxvgsAEGUAAACIMgAAgCgDAABAlAEAACDKAAAAogy7AAAAEGUAAACIMgAAAEQZAABAlAEAACDKAAAAEGUAAACIMgAAgCgDAABAlAEAACDKAAAAogwAAABRBgAAgCgDAABAlAEAAEQZAAAAogwAAABRBgAAgCgDAACIMgAAAEQZAAAAogwAACDKAAAAEGUAAACIMgAAAEQZAABAlAEAACDKAAAAOND/B5rRjKLX6PNjAAAAAElFTkSuQmCC false false false false false false false false false false No aplicable. false false false false false true false true F. Se han realizado operaciones durante el periodo por un volumen de 3.843.137,11 € en las que una empresa del grupo del depositario ha actuado como contrapartida. Existen operaciones vinculadas repetitivas y sometidas a un procedimiento de autorización simplificado, relativas a compraventa de Divisas, que realiza la Gestora con el Depositario. H. Se han realizado operaciones vinculadas con otras IICs, gestionadas, debidamente autorizadas por el Órgano de Seguimiento, de conformidad con el procedimiento implantado para su control, el importe en miles de euros de las adquisiciones durante el periodo ha sido de : 354. El valor liquidativo de azValor Internacional FI aumentó desde el 30 de junio de 2017 hasta el 30 de septiembre de 2017 un 3,96% hasta 119,25 euros. En este mismo periodo, su índice de referencia MSCI Europe Total Return Net Index aumentó hasta un 2,69%. El patrimonio del fondo aumentó hasta alcanzar 998.442.000 euros y el número de partícipes asciende a 10.336. El impacto de los gastos soportados por el fondo ha sido de un 0,46%. La liquidez del fondo se ha remunerado a un tipo medio del -0,4 en el periodo. El tercer trimestre del año se ha saldado con una rentabilidad acumulada en el año del +3,28%, inferior al comportamiento de los índices de referencia, debido principalmente al efecto divisa no Euro. Durante el último trimestre hemos aprovechado algunas oportunidades que el mercado nos ha ofrecido para comprar compañías que tras las caídas de su cotización han tocado interesantes niveles de entrada, además se ha incrementado el peso en posiciones existentes a precios muy atractivos, reduciendo el nivel de liquidez por debajo del 6%. Las principales posiciones son Compañía de Minas Buenaventura, Consol Energy, Grupo México, Tullow Oil y Cameco. Las posiciones relevantes que más han aportado al fondo han sido Tullow Oil, Consol Energy y Compañía de Minas Buenaventura, las que más han restado han sido Hyundai, Ophir y Teekay Tankers. Las principales entradas durante el periodo han sido Gaslog y Range Resources. Se han liquidado completamente Vivendi, Ryanair, Samsung y Dassault, entre otras, todas ellas con buenos retornos sobre la inversión realizada. Se ha aumentado el peso principalmente en Consol Energy, Cameco, Tullow Oil y Buenaventura y se ha reducido el peso principalmente en Howden Joinery. La primera posición de la cartera es Buenaventura, uno de os productores de oro más eficientes del mundo con una participación importante en la tercera mina de cobre más grande del mundo. Otras compañías en cartera son: Grupo Méjico, que posee el 89% de Southern Copper, la empresa que produce cobre más barato y que más reservas tiene en el mundo. Consol Energy, que hoy ya produce gas de forma rentable en la cuenca de menor coste de Estados Unidos (Marcellus/Uttica). Tullow Oil, que produce en Ghana más de 100k barriles al día a un coste total inferior a los 35$/barril. Cameco, que tiene la mina de Uranio más grande y de las más rentables del mundo. Desde inicios de año se ha desinvertido en las compañías en las que el precio se ha aproximado al valor intrínseco habiendo obtenido unas tasas internas de retorno muy elevadas. Durante este periodo se han liquidado 34 compañías de las cuales solamente una, Fairfax Financials Holding, ha presentado pérdidas. Con la liquidez obtenida con la venta de dichas posiciones, se han realizado nuevas compras invirtiendo en sectores muy castigados, cuyo peso en los índices se sitúa en mínimos de los últimos 40 años. Como consecuencia de haber vendido las compañías que más han subido y con menos margen de apreciación sobre su valor intrínseco (calculado por azValor), y sobreponderar posiciones existentes, se ha producido un efecto de concentración, pasando de tener 77 a 40 compañías en cartera. En cuanto a la exposición por divisa, es de un 12% al Euro y del 88% a no-Euro, donde el dólar supone prácticamente un 50%. El resto de divisas lo componen principalmente la libra esterlina, el dólar canadiense y el peso mejicano. No hay activos que se encuentren en circunstancias excepcionales (concurso, suspensión, litigio). Nuestra política de ejercicio de derechos de voto es que siempre delegamos el mismo, salvo que alguna situación especial requiera lo contrario. El valor liquidativo alcanzó su mínimo el 20 de enero de 2016, siendo éste 81,16 euros. Desde entonces y al cierre de septiembre de 2017 el fondo acumula una rentabilidad positiva del 46,93%. Los gastos totales soportados por el fondo han sido de un 1,39% anualizado, siendo la comisión de gestión 1,8% anual. El potencial del fondo se ha incrementado significativamente. El fondo cotiza con un potencial alcista del 85% lo que significa pagar 54 céntimos por cada euro del fondo (valor estimado por azValor). No aplicable. 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 43563205 505 -0.50 0 0 0.00 0 0 0.00 0 0 0.00 140619878 2215 1.29 996153707 10618 3.97 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 1180336790 13338 3.49