GEST. R.F. CORTO PLAZO, FI 1.0.0 2022-01-01 2022-06-30 GEST. R.F. CORTO PLAZO, FI 1.0.0 2021-07-01 2021-12-31 GEST. R.F. CORTO PLAZO, FI 1.0.0 2022-01-01 2022-06-30 GEST. R.F. CORTO PLAZO, FI 1.0.0 2021-01-01 2021-12-31 GEST. R.F. CORTO PLAZO, FI 1.0.0 2022-04-01 2022-06-30 GEST. R.F. CORTO PLAZO, FI 1.0.0 2022-01-01 2022-03-31 GEST. R.F. CORTO PLAZO, FI 1.0.0 2021-10-01 2021-12-31 GEST. R.F. CORTO PLAZO, FI 1.0.0 2021-07-01 2021-09-30 GEST. R.F. CORTO PLAZO, FI 1.0.0 2020-01-01 2020-12-31 GEST. R.F. CORTO PLAZO, FI 1.0.0 2019-01-01 2019-12-31 GEST. R.F. CORTO PLAZO, FI 1.0.0 2017-01-01 2017-12-31 GEST. R.F. CORTO PLAZO, FI 1.0.0 2019-01-01 2021-12-31 GEST. R.F. CORTO PLAZO, FI 1.0.0 2017-01-01 2021-12-31 GEST. R.F. CORTO PLAZO, FI 1.0.0 2022-06-30 GEST. R.F. CORTO PLAZO, FI 1.0.0 2021-12-31 GEST. R.F. CORTO PLAZO, FI 1.0.0 2020-12-31 GEST. R.F. CORTO PLAZO, FI 1.0.0 2019-12-31 iso4217:EUR xbrli:pure GEST. R.F. CORTO PLAZO, FI 3449 02 02 2022 EUR n.d. false ALMAGRO 8, MADRID 28010 EM fondos@gestifonsa.es www.bancocaminos.es 05 ALMAGRO 8, MADRID 28010 EM atencionalcliente@bancocaminos.es 2006-04-28 08 20 BAJO Se invierte el 100% de la exposición total en renta fija pública y/o privada (incluyendo depósitos e instrumentos del mercado monetario cotizados o no, líquidos), principalmente emisores/mercados de la OCDE, hasta un 10% en emisores/mercados de países emergentes. La duración media de la cartera será igual o inferior a un año. Se invertirá como mínimo un 51% de la exposición total en activos con calidad crediticia tanto alta (mínimo A-), como media (entre BBB+ y BBB-) o, si fuera inferior, el rating que tenga el Reino de España en cada momento. Si la emisión no tiene rating, se atenderá al rating del emisor. El resto de la exposición total podrá invertirse en renta fija de baja calidad crediticia (inferior a BBB-) o, incluso, sin rating, lo que puede influir negativamente en la liquidez del fondo. Se podrá invertir hasta un 4% de la exposición total en bonos contingentes (se emiten normalmente a perpetuidad con opciones de recompra para el emisor y en caso de producirse la contingencia, pueden aplicar una quita al principal del bono, lo cual afectará negativamente al valor liquidativo del fondo). La exposición a riesgo divisa será como máximo del 10%. Se podrá invertir más del 35% del patrimonio en valores emitidos o avalados por un Estado de la UE, una Comunidad Autónoma, una Entidad Local, los Organismos Internacionales de los que España sea miembro y Estados con solvencia no inferior a la de España. Gestifonsa Renta Fija Corto Plazo no ha operado con instrumentos finacieros derivados en el periodo objeto de este informe. 01 0.15 0.00 0.15 0.10 0.00 0.00 0.00 0.00 1 RENTA FIJA CORTO PLAZO BASE EUR 59328.84 39341.35 687 612 0.00 0.00 false 6,00 Euros 72887882 49609327 48221578 58570123 1228.5405 1260.9970 1255.1468 1254.3903 0.05 0.05 0.05 0.05 01 0.02 0.02 01 -2.57 -1.66 -0.93 0.01 0.15 0.47 -0.30 -0.30 2022-06-13 2022-06-13 0.09 0.13 2022-06-15 2022-03-01 01 1.02 1.09 0.96 0.34 0.27 0.35 22.45 19.79 24.95 18.30 16.21 16.25 0.52 0.61 0.41 0.24 0.28 0.27 EURIBOR 12 MESES 0.01 0.01 0.01 0.01 0.01 0.01 -1.78 -1.78 -1.68 -1.62 -1.67 -1.62 0.09 0.04 0.04 0.04 0.05 0.18 0.18 0.17 0.22 false F002vl.png png 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 true La Política de Inversión de la IIC ha sido cambiada el 17 de Enero de 2020 2 RENTA FIJA CORTO PLAZO CARTERA EUR 6000.35 3145.42 320 320 0.00 0.00 false 6,00 Euros 7383061 3971702 6847930 9397282 1230.4389 1262.6951 1256.0963 1254.9032 0.03 0.03 0.03 0.03 01 0.02 0.02 01 -2.55 -1.65 -0.92 0.02 0.17 0.53 -0.30 -0.30 2022-06-13 2022-06-13 0.09 0.14 2022-06-15 2022-03-01 01 1.02 1.09 0.96 0.34 0.28 0.35 22.45 19.79 24.95 18.30 16.21 16.25 0.52 0.61 0.41 0.24 0.28 0.27 EURIBOR 12 MESES 0.01 0.01 0.01 0.01 0.01 0.01 -1.77 -1.77 -1.67 -1.61 -1.67 -1.61 0.07 0.03 0.03 0.03 0.04 0.14 0.14 0.07 false F002vl.png png 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iVBORw0KGgoAAAANSUhEUgAAAfQAAAFeCAIAAAD8M3pVAABAYElEQVR42u2dCVAUZ/73U9F4ZNWYrOu6FmX5d2PMRpPXxKyvf9fXZYmJV4xGYw5PYvBARAXknpmeewaGAQEHEJBLwQsiqOiCCGK8jyJKWO8QQjAeiKGmqKkpisr7k97tzM4MwwDDMMf3U7+ypnue6R7aeT7966effp7nfgUAAOByPIdDAAAAkDsAAADIHQAAAOQOgG0pKip6rh2pVIqjASB3APr0R/nfvPDCC0OHDp09e/a+ffu6tJ2mpqZRo0bB7AByB8AR5W7Izp07rd/OihUrYHYAuQPgcHJnF3/66Sdvb292zZtvvonjAwDkDlxB7kRrayvXRIPjAwDkDlxE7vfu3WPXjB49ml1z6dIlHx+fcePGke4HDhw4fvz4oKAgrVZreTssycnJU6ZMGTx4MH1wwYIFp06dMiqQk5Pj5eXFFvDw8PD3929sbOzqRgCA3AHoUO6UsxcVFU2YMIFdExERYVTGkI8//rhTuQuFQtMPGhZYsmSJaYG//OUvLS0t1m8EAMgdgA7lbgRl0zqdji0ze/bs4uJivV7f1tZWUFDAFujXr1+nch86dCi78tq1a7RI/5LNDfNx7jxB2TptPDg4mF2jVqut3AgAkDsAncidfE0mnT9/flZWlpXJvuWVAwcOZFfK5XI6Nxhth84f7Ls//fQTu4Zr7qfTiZUbAQByB8BaUxvx448/btmyZcKECYMHD+6obcTsSq7jDTFq1KjExETDd422ZgidY6zcCACQOwDdkfuVK1deeuklswrudDs6nY7t/84xderU+/fvs+/ShUJHcjfsqGN5IwBA7gB0R+4zZ85kCwQEBLA9ZKyXO8upU6dmzJjBFZg1axa7njtnNDc3d/o9O9oIAJA7AN2ROyXRbIG2tjYLH+l0O8ePH2cLDBw4kF2zdOlSdk18fLyV39Z0IwBA7gB0R+5cZ5WioiK9Xh8aGsp9xLBtxOx2KOvPy8tj8/1z586xBcaOHcu+e+bMGa4RRq1WNzU10UrK4ukj9EErNwIA5A5Ad+S+ZcsWo07ov/vd70w/ZTmdN4RMzRVQKpUdNbtbvxEAIHcAuix3nU7n5+c3cOBASuH9/f0pv6YUfsyYMda01QiFwrlz59IH+/XrR1ug16YPl164cGHZsmUeHh4vtDNx4kQ6nVy5cqVLGwEAcgcAAAC5AwAAgNwBAAByBwAAALkDAACA3AEAAEDuAAAAIHcAAACQOwAAQO4AAAAgdwAAAJA7AAAAyB0AAADkDgAAkDsAAADIHQAAAOQOAAAAcgcAAAC5AwAAgNwBAAByBwAAALkDAACA3AEAAEDuAAAAIHcAAIDcAQAAQO4AAAAgdwAAAJA7AAAAyB0AAADkDgAAkDsAAADIHQAAAOQOAAAAcgcAAAC5AwAA5A4AAAByBwAAALkDAACA3AEAAEDuAAAAIHcAAIDcAQAAQO4AAAAgdwAAAJA7AAAAyB0AACB3AAAAkDsAAADIHXTGo0ePamtrr169WllZefjw4aKiooKCguzs7Mx20tLSFAoF/csu7t27t6id4uLic+fOXblyhT6r0+lwGAGA3EEf0NLScu/evbKysgMHDqSmpirVar5SKZBIhP+BJ5WGREdvjY9fv3Pn+tTUr3bt+vTAgU/y87/MzKR314anfRKcT7EmPGN9RCrFFl58MF/FY6TcFvhCKV+kVKnjaPv79+8/efJkfX29Xq/HwQcAcge2obW1lRLq0tLSjIwMBXlcJmP9GyGXb0hJ+Wz/fq/y8qkXL75RUzO2tnbE48cD9Prn2v9vTGP406f0wTHr657z/tVsDPhSP9zn6ci1D8dtuDd5U5VXQPni4K/pHBDAi2OEonbpy6Nj4ij3P3To0HfffUffDf9BAEDuwFqePHly+vRpsrmcbC59llCHqFTLc3PnHTv27uXLoxsahmi1z7e1dSTxbsvdQpD3X/F58vrGG2T8FaF7QgVRtCkyPiNR0vesrKxsbGzEfxwAkDswprm5+eTJkxqNRiCXC8RivkSyOjv776dOvXrnzostLV31uM3lbhrDvmpmXb8qLCdMoHyW14sUmqTkkpISrVaL/1AAIHe35ttvv83JyRHExJDNI+TyL/buZXPz/q2tNhF678ndKDzW10/bfH55aC6PkT5rw5EoMjMzr169iqYbACB3d6Gtre3SpUtJO3fyZDJGJFq/c+fMysqxtbXdaGlxHLlz8bx328i1Dz23VmyMTCLL84XSHZqks2fPwvIAQO4uCzk9OS2N197wsnL3bkrShzU396rQ7S93o6abd/0vrw7LZi2fkKi5cOECndvwSwAAcncF7t+/n5mdzZfLKU//Yu/eyVVVFvq0uJLcDe/HTvKr/iJkL1leIJRmZGbW1tbihwEA5O6UtLa2Hj9+XKJSUZ7um5w89eJFe+bpDiV3Q8tTLu8XqSHLi6WKo0eP4rEpACB3p+HBgwdZWVk8mYwnlX549OiIx4/70OkOJXcuhvs8nR1YEsnIBELJrowMurjBzwYAyN1xqa6u3p6UJJBI1qWmUqpuq16Mrid3w0TeNyKZz0jUcfF09PATAgBydywqKytl7S0wnx44MLqhwXGc7shy52L0uoYvw56NjqCIjvvuu+/wcwIAcu97ysvLRUolIxLN+ec/SaAOqHXHlzsbI9c+XLStUMCIhbKY69ev46cFAOTeN1y5ckUYHc2TSucXF7/y5InDat1Z5M7GkK+0C7cVkeJFMtW3336LnxkAkLv9uHHjhkStFojFiwoLHaph3QXkzil+flAxIxRJFLG3b99GfQMAcu9dHjx4kJCURFpf/PXXfdu10bXlzsYrPk8+C9lPXzsmLrGhoQG1DgDI3fbo9frsnByeVOqTnj6mrs6JtO68cmeDvvO6iFSBUJyWkdXc3Iy6BwDkbjNOnz7NVyjClMp3L1/u7UFgIHez8ZbftSC+WiCUlZeXo/oBALn3lPv37yvVarYzzCCdzhm17hpyZ/vFfxBYKmDEMoXq5s2bqIQAQO7dpKioSCCRbEhJccyu6+4md64hflVYjkAoLigowGCTAEDuXePRo0eK9oTdq7y8N0ZXh9x7GFP9L0YyMqk8uq6uDrURAMjdKo4dO8aXSl0jYXdVubPdJb3DsiiFLysrQ4UEAHK3hE6n256Q4EoJuwvLnQ3PrRWMUBSlimtqakK1BAByN8PNmzcZuTwgLs6jvt6VtO7acmfHLfCPTBQIpVVVVZjBFQDI/b8oLCwUiMVLCgpcLGF3B7lT9P+yddG2QkrhpTI57rICALk/g1wQr9EwItHUixedtA875M6GhC+gvzFaLG5paUEVBcCt5f7o0SORUhkaFeWSTTFuJffNkYnRwSF3Xn1VHRSkFAp/+ukn1FIA3FTuNTU1fJlsTUbGEK3Wtc3u8nLfEhYfFRr65JVXfn3uOe2QIVne3lI+/8KFC6ioALid3M+cOcOXSBYWFfXJdNWQu23NHhO07eHIkWR2Lo5++KFYIDhx4gTqKgBuJPf8/HxGJPrfc+fcQeuuLfctEc9ydiOzs3H53XfJ7/tzc1FdAXALuaemp/Ok0tdu3XIfs7uq3Mns0SH/bo0xG3defVXK46WnpqILDQAuLvd4jSZCLh9bW+tWZndJuW99ZvaQn0eN6sjsbFBSrwgP18TFwe8AuKbcqW7HJiaGREePePzY3czuenKnnF0eEfF4xAjLZmeDUvvYwMDt0dE6nQ5VFwCXkntbW1vU9u3BKtWon392Q7O7mNz9IxKVYWGd5uyG8XT48LiAgDi5HH4HwHXkTjl7VFxcYGysO3R5dHm5bwxPUoaGNYwebb3Z2dANGkT5e4xMhkecAHAFuVPOroqLC1KryW5ua3aXkfvmiARZRKTZvjHWhHbIEHVQ0HaFQq/Xow4D4Nxyj01ICI2KeuXJE3c2u2vIvb2dPbIbObthNA8bRvl7YnQ07q8C4MRyT09Pj5TJRj586OZmdwG5s3dQe2h2rv09Ztu2XUlJqMYAOKXc9+7dS2Z3pQk33FbuPWyNMQ06SUh5vL27d6MmA+Bkci8pKeFLJO72pJJLyn1DWIqtcnbDqPfwEAsEpaWlqMwAOI3cr169KhCL//Kvf8Hpzi53//Adsh63s3cUVZMnU/7+7bffoj4D4ARyf/DggUAiee/kSQjd2eXuF6kh+faS2dmo8PSUCAR3795FlQbAoeWu1+tFUVGf79vnwtNuuInc14fvlEVG1o4d23tmZyPL21suFKLzOwAOLfd4jWZzQoKbjOLrwnLfFKbpjXb2jjq/J2zenBwXh1oNgIPK/fDhw+j46AJyXx+xU8Ln2yFnN/S7Mizs+PHjqNgAOJzcb968yZdKJ9y8CY87tdzXhqXJIiPrPTzsZvbfBgfm89H4DoBjyV2n0zEKxbxjxyBxp5a7b3iK3VpjTOP43LkKhkHjO4DcHQhNcrJfUlL/1lZI3Hnlvi4iTcQwlEH3idkp9AMGbN+6VRMfj+oNIHeH4OTJk3yp1D1HaXcZua8JzZBFRvah2bmZPSR8PhrfAeTe9zQ3NwukUreaDdX15L4h/NkdVPu3s5uN89OmiQWCR48eoZIDyL0vUSUkeGdloVe788rdOyyLZNrnOTsXbc8/n+zruz0qCpUcQO59xqlTpyJlMneegsPZ5f5V+C4pj2fPXo9WNs6IGKa8vBz1HEDufYBOp+PJ5X+9dAnidlK5rw1Lk/D5t157zaHMzkbZrFkShmlsbERVB5C7vUnPytqckIAGGSeVu3dYplggcEyzU7T27/+s50xiIqo6gNztyt27d3lS6djaWljbGeW+KjSbzO5orTFGcW/cOBHD1NTUoLYDyN1+yFSqxV9/DWU7o9y/Ck93qDuoFmLf559HicVtbW2o8ABytwenTp0SiMWYFtUZ5e5ofWMsx+MRIyh5Ly4uRoUHkHuv09rayshknhUV8LXTyX1VaLbD3kHtKP45Z46EYfR6Peo8gNx7l6NHj0bKZIN0OvjaueS+InS3I99B7ShaXnxRyuPl5+ejzgPIvRfR6XQCqfRvZ85A1s4ld/YOqtOZnesWKRUIMKAYgNx7EUqgwpRKzMXhXHJfHrKHzF49aZIzmp1CN2iQLDJy//79qPYAcu8V9Ho9H2m7s8mdzC7h853lDmpHUTlzppTPR/IOIPdeoaioKFyhQNruRHJfFpLrRH1jLD/TFB0ScvDgQdR8ALnbHnSScS65Lw0+4Lzt7KbxzYwZUoGgtbUVlR9A7raksrKSJ5Wik4yzyP2T4IMihnEZs3Mt76Wlpaj8AHK3JRKVCrPoOYvcyexO15/dmiiePz9aIkHlB5C7zfj+++8ZkWjUzz/D0Y4v94+CilzgDqrZqPfwoMuR27dvo/4DyN02JKek+KSnQ9COL/cFQYdd1exsJG3cmKTRoP4DyN0GPOsBKZG8dusWBO3gcqec3an7s1sT1956i/5GrVYLBQDIvacUFhbiwSXHlzubs7teO7vpJHzyyMiSkhIoAEDuPUUeEzP3+HHY2ZHlzrazu7zZ2ShauFAlk0EBAHLvEY8ePRKIxaMbGmBnh5U7a/abr7/uDmanqBszRsQwTU1NsACA3LtPUVFRYGws5tJzWLm7cN8YC6EMCzt8+DAsACD37iOJi5tVVgY1O6bc280ucDezUxyfOzdOLocFAOTeTbRaLSMSjamrg5odUO5zAo67VWuMUcuMmGHQZwZA7t2krKwsXKFAm4wDyv0fW8vd5w6q2T4z0SEhGIoAQO7dJC4x8ZP8fHjZ0eROObtYILjy7rvuaXZuKIJ4lQoiAJB7d+DJZJOqq+Flh5L7B4ElbngH1TToqkXG49l/kEidTlfRAfSW2Y+cO3fO09PT8hpDTpw48dxzzxnuccmSJQMHDjRcSahUqhdeeEGpVLKLly5dmjVr1n85woCSkpKxY8eyr43eMtzsnTt3aLG6utpoIyNHjtyzZ4/hxmlxXDvceqNdGH0T09f04tChQ6Yrbbtf042Y/cMt/PmnTp3iFq9cuWL0DY0O6UsvvZSTk2P6V6enp9N37vRo20nuNTU1JCNSErzsOHKfH3iUcvZvJ092c7Ozc6vSoaiqqrKz3J+2/z8GCRI28LO4oEVaSW+Z/YiXl5eRR0zXcLS1tU2cONHwXdqyWq02Lfm73/3u3r179O+v7V2Wp06dSv92pNTRo0ebkYjJd+DxeFOmTAkODjYq09zcPH/+/CNHjrAr8/LyZs6c2dgO/S2sOs3uwrLc3377bQtyt9V+jTbS0ZHv6M/39vbmFn19fU2/quFieXk5nUuMCiQnJ9PXNvrfMbs7O8k9Pz/fT6OBlB1H7jO3VJLObrjlHVSzkbpu3e7du/tE7sN9nhr+19CiBbmbFUpHiiGPBwUFGb5LrjfbqZ+0/uOPP9K/dD6gnJ2SSgu7GDNmzJkzZzr9DpQC37hxg3RJ2zQqQ+vpm7CvSUl0ocAls7TY0S4sy33u3LlkQwtyt9V+DTdiQe5m/3wfHx86zuwZdN26dZblTh+kayyjAm+++Sb3tS3vzk5yl8bFYYxfx5G719aTEr6gCjn7f0+crRKJXEnulJCSg7RareG7L7zwwpo1awYPHrxv3z7TZhn618/Pj2sKMNssQ69/+OEHDw8Po2JG3+HEiRMff/wxvVi4cGFxcbFpGdod94LzEb1g15vdhWW5k/JmzJhhWe622i+3kY7aZDr680tKSgQCAXsJZdhiZrQd9kV8fPyCBQuM9m74tS3vzk5yR4O748h9fuBRCZ+P1hijoIsYupQxrTbOK3e66mebGgzf7dev35l2SGGmH8nKyvL39zdqfze7i6qqKqMU0qjAsmXLWMsUFRWx3jEsQ8eZTjAWJGt2F5blTv/OnDnzwoULFuRuk/0abqSjzL2jP58+O2HChNbWVjrv0msLmTtBaTjX/GJZ7mZ3Zw+519bW0o/1lSdPIOU+lzvbGlPzxhuwuVE0DxtGh9TOw7v3qtzN3uccMWIE+4K73ucgnc2ePduo/d3CLh48eDB06FCzBZqbm8lB3K7pNdsWxJW5cuXK9OnT2ddTp07lWoG45hGzu+C+OXvr21Syp0+fnjt3rgW592S/Zjdi9shb/vN9fHzmz59PV0gdXVtwiwEBAaYXPXTioROYNbuzh9xPnjyJHu6OIPcZW75Br0cLERUaaudxCHq7zd30XW9vb0ruyA6GLmObgKdNm8bmiWRMtv3d8i7oZDB27FizBTQaTWhoKLdIkkpMTOTKaLVashunrQMHDnh5eZGPaO/0Ii8vr6NdcDeQ2XvCGRkZppKlv6sjufdwv2Y3YvbIW/7zS0pK6AWdhzqVO+2L/pzGxkbDArRx+p/66aefOt2dPeRO/wercnJg5L6V+/sBpRI+37XHZ+9h7P/ss51JSfaX+6JthZ5bK7igRQtyN23kNbumIy//8MMP48ePHzly5Llz5wzLUM7OpbFKpdJss4wR48aNY29gmu6FkuJbt25xi9XV1ey5hP3gjBkzjPbOdkmkL8YZ1uwuuK53b7/9dr9+/SZMmMA1nnB7P3LkSEddIXu4X7MbMdsV0sKf39F517QrJPfnLFu2zPTcadgVsqPd2UPuwrg4z4oKGLkP5T5r6wnk7J1G5cyZaqHQnnKn1EyTlJK0MyMlLYsLWqSV3R4Ogeq52fZ04J70rtwj5fK3rl2DkftK7mxrzNV33oG+Lce9cePo4sbZK/P06dNv3LgBqYFel7ter8cY7n0od/YOKsxu/T1V+sXCCABy75zbt29ThcHd1D6R+7/voE5Ba4y1I4hR5m7/51QBcEq5l5aWBqtU0LH95f6PreXI2bsaSRs3FhUVwQgAcu+c/fv3r01Lg47tLPf/3XwOd1C7EbnLl+/YsQNGAJB752xPSMDAA3aW+//1vyDl8dAa02kjzP0//en7//mfS3/9a8kHHxQsXpy1ejUdVbFYBCMAyL1zRGr1jG++gY7tJncyu4TPR2vMoz/8oXrSpPPTppW+//7BTz7JXrUq2dc3NjRQJQxWSsOkEp7wP8hkkXHqgNSkdft2fy6V8iQSAYwAIPfOiYyORj9Iu8l9+uaz7pCzPx0+nM24j82du/fzzzPWrNmx1T+OF6QSh8glEWKRwFDcMTHbkpM37t696vDhj8rLvS5ffreqavKdO68+fDiypeVFo0NbU/OGTMaDEQDk3jk8mWzcvXvQsR3k/lf/S5SzO7vZOXGfmDXr0KJFlHHv3LAhIXRLDBOslITLpJFCA6KiQlNSfHfvXllYuKisbNY338xgxV1bO/bx4xF6/YCuHlr6ICXvMAKA3K2Qu1SKTu52kDuZ3fFz9tb+/RtGj66eNOnM3/52dP58y0k3iTs+fsuuXV/l539y9OiHFRWelHRXV09ixa3VDumNQ1tf7yESMXareDaZiUmj0QwdOtTDw4ObQYLjxx9/HD9+/IQJE9gxxC0UtmYmpl+7OOmS6cc7KgycUu6YgMkOcp+8qcoR+rM/+OMfb48ff37atGNz5+YvWZLp7a3x84uNMCNuiYSvVm/buXODadLde+K2Jp4+HU5fz24D/7JjyyQEBWVt2MAFLXZpJqbg4GC9Xn/69OnRo0cbFV63bl1GRkZ6erqvr6/lwl2aicn6SZfMLnY0ZxBwJrlrtVrIvbflPtHvu97O2Snjbvz972+8/jqJ+7eM298/LiJQJQxR/HdrCYk7JmZbSopvdra3kbgpLyZ7trb2d9hDy8qdHYfPbnJ/Ony4UcNUV0eFJFpbW01H8R0zZgxdAZDN6YXlwl2aialLky6ZLnY0ZxBwJrnX19dD7r0qd8rZpbwetbOTuCnjvvvnP199550Ts2ZRxp3l7Z28cWNscKCKCVFKw0jcYjHDilupCI+LDUxPW7t//xdcU4mziNuaaGl5kf7Muro6p5N7YmJiQECA0UrDWYcsF7ZmJqaOvkCnky4ZLlqYMwg4k9ypkmDsgd6T+3tby56Z3eKTSk0vv0zivjh16vE5cw4sXZq1enXq+vXbA7eq+P++PykSMVzHErU6iDLufXuXHTnykX3auB0w6FDU1tY6l9zLy8sXLFjATmHRqdw7Kvyr1TMxdWnSJaNFC3MGAWeS+/fff08/U7i4l+ROFCxefH7atJNeXoULF5K4kzZu3B68VSUIlksi5AYZNxEdHbJjh3/Grq/yDy41bCppaBhNGXdb2/M4rpzc7XavzyZyv3Xr1vz5882Od8Y2y2i1Wq5ZxkJh62di6tKkS4YfsTxnEHAmuV+5cgVy740Y+fChUY/AxET/9HSfgoJPSks/MBK3szeV2F/upi3Ojix3T09Pw7kaDPHz88vIyNi5cyd3Q7Wjwl2aicn6SZeMPmJ5ziDgTHKnC0DIvTdi2vnzfImEjm1GxhocD5vL3XQWnl6Ve+GiRRWenlzQYvdmYjKdgej+/fvj2uFmZTPbkfFX62ZiMvva8qRLRlMLWZ4zCDiT3CsqKtDm3hvxZWZmaPzWz669JZDwk1J8kZvbVu7s/JZ2QKvVpmg0GUlJWSkpXNAircRMTMCh5X7x4kWqKsOam+EMG8YAvZ4RiVaene7563OLasfyFeExcYE63SAcG1v1lqHfrfNWZszEBOwhd7rsQldIm8db164JxKL39ANI7hTzH46MiA2UKcMaG3+Pw2OTfu7Xr1+HFADkbol//etfVFVeefIE2rBhLM/NDY3fypqdjQ+0Q4KTNoqkvNrasThCPZf73bt3IQUAuVuitrb22bM2dXXQhq2if2trpEy2pvR9Q7lTUCK/ZfcqRsKvqXkDx6nbUVc3xp4PMQHgrHKnSsKIRK/euQNt2Cpev3GDDiml6kZyp/hH2/PrD3/EiAWnTv0dh6p7QZc+EokAcgeQe+dy50ml71y9Cm3YKhYVFobHbTM1OxervplBfj98+CMcrW5EdfUkqZQHuQPI3Sq5e5WXQxu2inCFwuf4HAtyp2C7SGZkeeOAdTXOn58GuQPI3dpmmY8OH4Y2bBJj2sfqmd08zLLcuS6SmpQN6ALfpSgv9xKL0SwDIHcr5E4yWp2dDW3YJD48ejQyOqxTs3NdJMNjg6LUQe4z5lfPY+/eL3BDFUDu1sp9c0ICtGGT2BYTs+7Ih1bKnesiKZZH3L//Jxw/ayI1dZ095W6TmZh+bR9H1+w4wKYzMZn9+K9Wz8TU0WInfjEp3KWPA8eVe6RMhhEIeh5ja2sZkWhe4++tl/tvXSSlPHSRtCYUinD7j+eekBCUlbWBC1rs0kxMbW1tEydONKtL05mYTD/O0qWZmGxgHMjdNeSO55hsEksKCsK2h3fJ7FwXyQ2FixiJ4MqVKTiQnY490AeTdTwdbvoglfWjQqrV6qCgILO6NDsTU0dyt34mJsNFuhQYMWLEmjVrTIctM31hWvjWrVt0YTF06FBuTteOhjYDDpq5j7t3D/LoSdClT5hSubZ4Xjfkzsb6Ix8JRczJk144nB3FvXvj2KlLnEjujY2NlLZrtVqzKjQ7WYfZkl2aiclwkc4ExcXFdDKwRu6mhWnNpUuX6Lzyl7/8xXD7eXl5Pj4+ULOjyz0kOnrGN99AHj3sJ9ONNhmjWFM2i/478vKW4YiajbNnp8vlEc4ld19f3z179nSkbOvlzmLlTEyGi4MHD2anQrVG7qaFBw4cyE3cwW38zp0706dP7+iuA3Agua9LS/vw6FHIo4f9ZMJVgp6YnY1ll99lRExK6np0kTSNgoIl27dvdS65P/ffmG2WMZyJyYLcrZ+JyXCRk7I1cjctTHI3miZbr9fPmDGD/A4vO4HcPygpQYeZHgZd/awvXNhzuVMsvvOqQMqLjd+q1w/AoTWMpKSNe/Ysd7o2dwsrTWdi6qhkl2ZiMlycOHHiuXPnSkpKDH1N28nJyTGVu2nhpUuXFhUVGW7Zx8fnwIEDkLJzyH387dv07yCdDv7oXoz6+Wc6gPMf/cEmcqf48OdRkdEhClVwc/MwHGA26FQnFj+752x/uRcWLqqo8OSCFrs0E5PZdJ59YWEmJqOPWzMTk+nMSkRBQQHZXCAQcGsOHTrk4eFx4cIFU7mbFn7w4IGnp+fQoUMNC+OGqtPI/fm2tgi5HMOHdTu8yssjogW2Mjsbc54OD030FykiMEowG7duvSYSMTrdIHvK/dlMTCmajIykrKwULmiRVjrdTExwsTvKnbYeEBdHOQkU0r3YnJDgn7vMtnKnmKUbFJCxRigRVFdPwmGurJwpl0ew0+w59ROqfTUTE6XkMKk7yn35nj1rMjKg6W7EK0+e0DFcfHu8zeVO4dXaf2PBEkbCv3Tpr25+pPPylqWlrWXlXltbCykAyN0SlEGwcp9y5QpPKsVzqt2IaefPR0SJe8Pshl0kGbGguHie2x7mtrbnpVIeOw4+/WKvXbsGKQDI3RKXLl1i5c7O6Ty6oQGy7mr4piT771neq3LnukhmZq0mzbnnHB1isYDtPuTsE2QDYA+5UyVh5f5s0Cu1+oPSUsi6SzFEq6WT4pKbE3pb7lwXyR3Jvm7YBb683EulCmZf0y/2woULkAKA3C1x7tw5Tu6f7927accO+LpL8e7lyzy5yA5mN+wiqYwNbGl50a2OtEbjt2/fZ5zcy8vLIQUAuVsr9z/dv09J6PCnT6Fs62NtWlrgrq/sJne2i2RIor84OuTBgz+6yWF++nS4SMR8//3/cHKn3y2k0EusWrVq6tSpd+7cGTx4MI6GE8u9urqakzv7mOW08+ehbCtjkE4nEIs/rZ5kT7lzXSQZWeTt2+PdpBOkQhHOLdIvln63kEIvQU6/d+8e+Z0sj6PhxHKvqakxlPuy3NyNSUmwtpUxuaqKJxPb2excF8nNucsZieDq1XfcYYKO7OxVhnK/efMmpAAgd0twT6iy9cajvp4RiTC2u5XxZVZmYLpPn8j9P6MELxCKmLKy91z4MD958opIxNy48To3CIHTzcREJZcsWcIOr2hU+PTp06NHj54wYcIPP/zArtFoNEOHDvXw8ODGT2exZiYmjpKSkrFjxxqOEMCN7Dh+/HhurJg7d+7QSsPLIFo8dOgQ95pbb1oSOLrcn7Q/gDOsuZmrTMEqlVd5OcRtZZvMF1ff6UO5/9ZFMvNLV+0iWVHhadgmww7aZeexZSISgkKyNnAR0cWZmKiwWq02W/jtt98mTZPHuTaQ4OBgvV7PSt+wZJdmYqLPGomYfbetrS0vL2/UqFHsSh6PN2XKFNqjYTH6SqYbNC0JHF3uzc3N9MszvIm64PDhMKUSTzNZ1yYj6Vuzs7G05g2+PELjol0kY2K27dmz3EjudhtJnJX7nKfDje5pd2lUyIkTJzY1NZktyQ6xS8596aWXDNe3trYajRbQpZmYxowZc+bMmY7e5bZM2f2NGzfoTMAN6kvF5s6dy3ZGMvyIaUng6HKn/ypGJBrx+DFXmSiL50ulGESs0/hi397gpE2OIHe2iyRPEa6O36LTDXKlw3znzqtiscCwX1B9vQeJ1W4VzyZyJ4OvWbNm8ODB+/btMyo5fvx4StJJxIZTYRCJiYkBAQGmzTKWZ2Li2mF++OEHDw8Pw2LcV6IzxIoVK35tn7P7448/phcLFy4sLi7mitGVxIwZMww/YrYkcHS5P7vgkkrH1tYaDYP12f790LeF6N/aKpCIV5yf5iByZ40Ttj1AEhXW2Ph7lznSX3+9ePv2rYZrbtx4nXTvXHLv16/fmXZMB4MsKiqiZNzHx8ew3yElzgsWLKDk3XTL1s/EVFVV9eabb5KpDdU/cuRIOmew41kuW7aMNTV9B9bd3EZmzpxpOCCw2ZLACeTOl8vfqKkxGixFIBZjeHcLMam6mieTeLX2dxy5s10kg5N9hVJeXd0Y15gOmzx+7tz/Gq6sqposl/OcS+4jRowwag8xQq/XczOU3rp1a/78+bTGtFiXZmL6tX0o9qFDh5p9t7m5mU4PXLJPr9mGI7YYXUzMnTuXfd1RSeAEcherVEZ929nh3TECsIWgK5vgpM0OZXY23tMP8DvwKSPlucAowRcvTpXLI41uJJw9Oz062skyd29vb8p5KReeMmWK2aZR2lpQUBC76OnpSX43LdbVmZjYk8HYsWPNvqvRaEJDQ7lFSucTExMNi9FXZV93VBI4gdy3x8fPPX7cqGItOnSI/I7k3VnaZIxi3dEPGQmfHUPReYeBVKmCDx78xGh9WdmsmBiZneW+oXCRd4UnFxu6OBPTDz/8MH78+JEjR3IP1hr2UOzXr9+SJUu4qT86mueoSzMxsYwbN44bp8Foa1OnTjU8hVRXV7MnHq7YkSNH2NcdlQROIPddu3Ytz801qlsD9HqeVPrO1atQuWm8eucOXyKZpRvksHKnoHMPIxbs3f+pkx7mmpo3JBK+6RA6u3evTE1NtVvFI+cmpWhSMpJSs1K4oMUkJ5yJCbid3PPz8/0TE02r17q0tE07dqBPpGks/vrr0MQARzY710WS8vfM7NXOeJgTEjZnZq4xO0f2wYMHnboy99VMTMDt5H7x4kVGJDKtXr9vbBSIxUb3WhH9W1sjZbLVlTMdX+4Ui2rH8hXhickb2ZHQnWv09oaG0aZvUTpfWVkJIwDIvXPu379v9BzTb9NQJCcjeTeKsbW1ArHIwdtkjO7+RaiDlDHbnj4d7iyHeceOTWlp60zXs7NjGz2ZCQDk3iEdPbX0xwcP+BIJknfD+Ojw4ZCEbc5idjY+0A4JTt4okkeYzYUdsrVdYHZA43v3xolEDHQAIHdrEURFTT971vzYWBkZ/omJSN65TqIh0dE+x+Y6l9zZLpKb96xgZJE3b05w/LQ9PX2t2bfOnp0ul/OhAwC5W8uO9PRFhYVmq9pLv/wikEg6Uj/aZJwovFr7b/x6MSPhkyId9hhXVU2m3Pz+/T+ZfffgwaVxcWroAEDu1lJSUhIYG9vhAzv79oVGRaHP+7NR1Y4cCU4Id0azc7G6cib5vajoIwc8wHr9AIUiPCvLu6MCsbGBe/bsgQ4A5G4tt2/fFgqFL7a0mK1SA/T6SLl83rFjkPu2mJj1RR85tdz/3UVSxOzOXeZoB5guKaRSnlY7xOy7Ot0gSupNR0MEAHLvkLa2Nr5UOrqhoaNqN+f4cUYkGvXzz+5sdo/6eoFYPOeXl5xd7hRLbr3GV4TvTF3nOF0km5uHkdlLS9/vqMC9e+PsOdgvAK4gd0K4fbvlhvWAuLjV2dnuLPdZZWVhar4LmJ3rIsmLCo2KDXSQLpIHDnwaFxdgYcqRPrmb2o2ZmH5tHyPX8HH/jkYUMPuW6dxMLJ3OxETs2bNnXDtovILcfyM3N3fl7t0WKt+Yujq+RPLWtWvu2yajdoU2GeMukkkbpargR4/+0OfdH8VigeXBLPfv/yw9PdXOFY8dWyYoIWFDVhYXtGhhbBm6Dp44caKR3Dus2CZvmc7NxNLpTEx5eXkzZ85sbMfLy4vzu+FgwsAd5X7lypUIudxyl8dP9++nMkO0WrTJuEzM0g0K3OUjlEX24SjBev0AtToo1+I9gNbW/lIp79SpU30id6NH/Ia3r+xI7mr6Y4KCui33juZm6nQmpilTpnCjt9O73EBgRjOpajQaduRhKuzRDvepAwcOjB8/3sK3BU4pd71ez4hEr9+4YbmXd5hSufTgQTeUu2dFRZiKcTGz/9ZFMv8TgSzy22//T58c3X/+c45cHmF5Dqn6eg9K7c2Ocu5QcqesmdJ2LSVA/y138umCBQt++uknU7kbvdXR3EydzsRE73Jz4NEL7uNG34TOPWwxSvOPt8POu0S8/PLLzc3NsK2ryZ2QqdXzi4stV8Q3r193zwFntsTH++YvcUm5s/HlSS+BhF9e/g/7N8iIRMz1629aLtY+0q/U/hWvq3L39fVl20OM8l/SPY/Hmz59uulHjN4yOzcTh4WZmKyUO/eazd+pJLcj2uzs2bPNzgAFnFvuhw4d2pyQ0Gl1XJWTEymTDWtudh+zj3j8mC5rFjSMdmG5U3xeNZkRC/K//tiePWRUquBcKzpl7ty53nQCUgeUu9GI6mabXMxi9Jbh3Ewclmdimjp1KtdWwzXLWJZ7Wzuc3Ol1Xl6et7c3hOtqcmdHEHvlyZNOh0UMjYpak5HhPmMSeFZUhKrFrm3237pIyiNy9qyw0GvFhpGV5a1UhhnNtWQaWu0Qyu6///57x5e7hcZ0SrrffPNNs4WN3jKam4ml05mYDhw44OXl1dTURGXoBWmaO208ePDA9Ft5enqWlJQYNssQ9HHcgHVBuRP86GhrRhoYW1vLk0rdZ0wCl2+TMYyFdWN4UaHqHf693QX+7NnppOy7d//cacnLl9+NiuqbIWVYuS8qLKQTPBe02CW5s1OPUmZdU1Nj9K7Zt4zmZmLpdCamX//TFXL8+PGc2dleNGZnUqWtGd1QpXfHjBlTVFQE4bqg3HNzc9enplpTNeccPy4Qiy089+QywaZppDw3kTvbRTI0YbMiZltz87BeOq7sDdLjx+dYUzgjY012dnafVDwyrCYlJSkjIyUriwtapJWYiQk4k9zr6+stjENgFH4aTUBcnMuPOTPjm2/CVFL3MbthF3hRVGhHY3j1JFpaXlSrgzQaPysL02nAlaYuwkxMoA/kTjDR0X87c8aaOkpaD1coLD/65AKxNi1tc85qd5M7O0qwf96y3hglODt7tUIRbjo/qtm4eHGqQiGEAgDk3lMOHz4cpFZbebN0bG1thFxOua2rmp0uYhiRyK3aZIxiXfF8gZR35szfbHVQjx2bJ5HwrWlqZ4MSfDxMDyB3G9Dc3MyIxWRtKyvr9LNnXbjn+1vXrkUoJG5rdjZWnvkbI+EXF8/r+RG9du0tMvuFC//XyvJ1dWNEIobr7AEA5N4jYuPjP8nPt77KLi4o4EmlLjlm5Io9e7ZmfuXmcqf47NpbjFiQlbOyhzdRyez5+Uu6lObHxalQ/wHkbhvOnz/Pl0gG6PXWV9yNyclhSuXIhw9dyexDtFo6aS2teQNyp/jw51F8RXjCjk2WxwnoKJ4+HR4TE5ySssH6j7S29pfLI86dO4f6DyB3myGQy/966VKXqu/W7dsD4uKs7GnjFPHu5cs8meQfbc/D7GzMezwiImabKi6gq36n8gkJm2NjAzt9Xsloyj2Fgoen4QHkbksKCgosTLzXUZ4brlCsTUvrUsrvyOGdlRW4ax2cbhizm4eFJvpLVMFNTS9bn4Cnp/uoVCFd7TUfH7/l4MGDqPwAcrclWq1WIBZbHiTS7Gza5PcNKSku4PdBOh1fIll26a8QuplRgtOfjRJsTY8XMntOziqlMsz6kwE3oJhUym9paUHlB5C7jUlPT/dNTu6qE//44AFPKl2TkdG/tdWp5T6pujpCLkObjNmgw7J5zwrGin4veXnLpFJeNyYDiYsLyMjYhZoPIHfb09DQwIhE1veJNJyzKVImW5WT49R+X3rwYODOLfC4Bb+vPTaPEQsqK2eaPYRtbc+zZq+v9+jq4b9z51WRiKFfIGo+gNx7BU1S0rrU1G6M/sj63Tsry0nbZ+hPjpDLV30zAxK3HF9cfYfy94KCxaZm3717pUwW2b3RC3bs2JSWloJqDyD3Xkzeu/2A0h8fPCC/r87Odsb8fdy9e3ypxKu1P/TdaXx8b5xAykvb5cP1hNHpBqWlrSWzNzSM7sbhZ9N2PLgEIPfeJTMzc+v27d0buv0Pjx6FKxTrd+50uvx9fnFxSEIIxG1lLGgYzVOGx8Rv0WqHkNlTUjYoFOHdnnQ7OXljevpO1HkAufcuTU1NlLx3tc+7Yf+ZkOjojUlJRtMdOHLQpUaYUul96u+wdte6wKuDJIrwqKhQMntj4+97Mj7B/fv3UecB5N7r5Obmkuy6nX3TBwO2bw+NivKor3cKub9+4wYjFn2gHQJld3WWD6FQKBIxlL9379i3tT0fE7MtOzsDFR5A7vZAr9cLpNL3Tp7syf3JjcnJfInkrWvXHF/uiwoLQxOCIesuxSc3XudFhTJiQXq6T7ePfUWFp1TK7/YkGABA7l3mePu8Sz2cFHvpgQPk9w9KSx188tVnz9kWz4OvrY/lF6eS1rdkrd607/PMTO9uT5YtFgtKS0tR2wHkblfkavWSgoIeenNmZSWdJFbk5jrsEDRj6uroG77f8iKUbWVv9w2HF5LZvcv/QYt+Bz7tttz37v0iNlbe1taG2g4gd7tSW1vLiMWv3brVQ3tOuHkzUiYLjI0d8fixA8p9VllZWGw4rG1NzHk6PCh1nUAWyQ2c2W2537r1GqXtdXV1qOoAcu8D9u7dS1Lueb/1IVptkFrNk0odsAk+IC52feFCiLvTIKHzokIjYrbNbXqZW9k9uev1A2JjA3Nzc1DPAeTeN7S2tjJK5YIjR2yi0U/37xeIxQuLihynFzxdTDAi0ZxfXoK7LTfF+BZ+zIgYv/2fGj3n1T25HzmyQC4X6HQ61HMAufcZ1dXVpL9x9+7ZRKbvXL0aKZNtiY/vxgg2vRFe5eXhKgH0bfl5pdDEzQJZ5GfX3zR9txtyr6sbI5Hwr1+/jkoOIPc+Jnfv3nCFwlZ3RClt901OphT+76dO9XkvmpDo6PVFH8HgHSXsa8pmUcIemug/5+lws2W6Kne2QSYvLws1HEDuDoEoKurTAwdsaFUyO18iIcv34V3W0Q0NQqHwo3oPeNxswh6i2SSQ8NeUvWehWFflfujQx1FRQsy1BCB3R6Guro4RiydXVdnQrS83NQXExVEK71lR0Set8O1tMgw8bpqwf1X2PiXs4XGBH97/k+XCXZJ7VdVkqZR39+5dVG8AuTsQpaWlAonE5om218mTPJlsc0LCmLo6O8uddrop7wvY3DAW33k1Qh0kkPLWnJhlzbwl1sv98eMRMlnkP/9ZjLoNIHeHI1ajoVzb5ln2IJ1uXWoqIxItKSiw27NOdJYSCoWLasdC6NxcehsKFzFiwbbU9bObh1n5KSvl3traX6PxS06OQ8UGwBHlrtPpGKVy5e7dvXEjdPzt29tiYiJlsulnz9qhlWZmZWWkAm0y/26HWX3q73xZJF8R/sXVd7r0WSvlnpu7XKkUYH5UABxU7mzju0Aief/EiV6aDmnO8eN8iSQkOtq27fumsWFnSkDGGpj90+pJ4XEBAlmkz/E53ZirxBq5V1R4SiQCNLUD4NByJ86fP8+IRL0n3yFa7ersbIFYvGnHDlv1rzftjknbX3x7vDtrfVHt2MB0H4GEv3n3im4PrdOp3O/ceVUsFly4cAFVGgBHlztRUFDAk0pHNzT0Xmb9clPTutRUUrCfRmNzxb917RpPJnbnu6Zbs7wFUv6W7FU9fDrXstwfPhwpk0Xm5+9HfQbAOeROaFJSIuTyXvU7Oy8rq/iNSUlkZFu19a/OyXbPNplPqyeFJmwWSHnbkn3nP/hjzzdoQe5PnryiVIalpCSiMgPgTHInYuLigtRqO/Rv+cOjR1/t2kWK3xYT03PFD9LpaFPLrkxxH6d7tfb/4uo7pHVGLAhMW7uwboytttyR3Jubh8XFBajVMjyvBIDzyV2r1QqVSj+Nxj79F3/f2Lg6OztSLifF/7/Tp7u908lVVXyp2JpO3C4Q8x+OXF05MzI6RCCL3Jyz0vo+jj2Ru14/IDnZNzpa1NzcjJoMgPPJnfjll18YhWJtWprdRonp39o6r7g4WKWi7PuT/PzXb9zo6q6/zMzclrLR5bW+5NZrW7O8GRHDU4atLZ73nn5Ab+zFVO5k9oyMNUolv6mpCdUYAGeVO/HgwQOBVEqetfMoYG/U1GzSaPgSCYmeEnkrH52lL0lnhZXn/teF59NYUzaLhM5I+KGJ/p9XTe7V3RnJvbW1/549KxQK3qNHj1CHAXBuuf/Kdn6Xyezvd4phzc0LCwvJ74xItC41dWZlpeV5X1+9c4cvEXejQ7fjO335xanBSRspVY9UBa87vMDmLTCdyp3MnpOzSi7n1dfXowID4Apy5/y+PDd3kE7XJ0M8jq2tXZ2VFaZUCoVCsvy7ly+btfyiwkMhOza7jNPnPR6x8uz0LTmr2OaXrZlfLr77Z3t+AU7ubW3PU84uk/Hv37+P2guA68j93+0zMtnGpKS+nQt7ws2bazIyWMv7aTSzyso86uvZSwr6N1Im+6rkAxcYj9e7wjModR0jFpDTA9O/Wnb53T65HGHlrtcPyMryVih4DQ0NqLoAuJrciUePHjFKZZ/7nY3/+f77L/LytsXE8CWSCLl8VU7O5/v2MSLRB9ohTir0Vd/M8Du49Fl7OuXpUaGUpy+teaNvm5hI7unpPhRyOYN2dgBcVu6/tvefEUdHb92+ffjTpw4yUSqdaWadOLEhOZkvlTJicaQqmBS5unLmwroxs3SDHHk8r4/qPSglJ4GS0OlCRCCLDNnhT1cejjPp65bdK+mLRUUJGxsbUWkBcGW5E3q9Pmr79tCoqFE//+wgfv9Pg3thZHTwuiMfBqWuj1SFCCR8ElNo4uZN+z5fcX7akluvdTSZnH2CLikW1Y5dfnHq+sMfhezYROk52+oSovHzOTaXTkWO1jf/w59H0QEUiYRarRY1FgDXlzvR1tYWr9FEyOWv37jhUHIPTdhsKNPPvv0/vvlLKB2mdF4g5ZGqnvUgTNi8Mf+TNWWzvrj6zsf3xs1/ONK2ncTJ0XQWoaz80+pJq76ZsWn/Z6GJ/tze+YrwsO1b/fZ9Rt+tlzqn22okA/rOMdtVMDsAbiR3lgMHDjAikSNMhG1W7uZvVJ76u3/usuBk3wj1tmet22KBsB3SbkTMtm0pGzbvWbGhcBHFl+Ve3hWeqytn0jng86rJprHy7HQqQLH+8EI6WwRkfslJvL2NhceLCg2PDaRt0h7XlL6/+PZ4R7a5YdAfRRcWmVkZGF0AAHeUO1FZWcmXSD7ft69/a6vjy91szG16ecnNCSvOT/M5Nte3YPGW7FWB6T6kacr3I9RBkaoQOg3QC8OIjA6JiAkmcVMOTnsMSltHn6LPri2et+zyu4vv/pkydycd/8Crtf/m3OVCEVNeXo5aCoD7yp24efOmQC7302heefLEGeWOMOxWT2c1Rs6vqalBFQXA3eX+a/sQY8rY2Ai5/K1r1yB35x2sRiDlKWLkGDQGAMj9v9i/fz9fIvnw6NG+aqKB3Lt9B3hd8XxGwt93YB8a2QGA3M1w9epVvlzun5g48uFDyN1ZHp4KTtoolAquX7+OagkA5N4her0+cedOgVg87fx5O/eigdy7mrCvPDudEQviEmOfPn2KOgkA5N45p06d4slka9PS7HmXFXLv0jCTgek+jERQVlaG2ggA5N4FmpqaouPiKIX/25kz9knhIXcrY/nFqQIpLzo2CkM8AgC5d5OTJ0/yZbLA2NgxdXWQe5/HR/Uez6ZalQhOnDjR1taGeggA5N59dDpd0s6djEi0KienV4cbg9wtxCzdIJ+S2UIRk5KajLlPAYDcbcbt27elKpVAIvlHeXkv9ZWE3C3cOOUpw8QK4dWrV1H3AIDcbUxbW9vx48f5MllQbOzkqiqbN8RD7qaxtOaNEI0fo+DRkUcfdgAg915Eq9VmZ2fzZDL/xMQ3ampsqHjI3TA+vjcuaOd6RsLP3p3V0tKCKgcA5G4PmpqaktPT+RKJn0ZjK8VD7pzWA3f5MGJmV3b6L7/8gsoGAORubx48eJCUlsYqflJ1dQ8VD7kvrXkjMN1HKGI0KTvo2OIHBgDk3pc8evQoPT1dIBYHxsZOO39+kE4HuXf1lukXV9+hv10g5SWnJ9XV1eFHBQDk7ig0NjY+a4uXyyPk8vdOnuzG6DRuKPc5T4d7V3hGxGwTyCOzc7LQxxEAyN1BaW1tLS4uFkZFMSLRij17utQc7z5yp1T9kxuv++cuZ0SMMJpPR0yv1+PHAwDk7gTU1NTE7djBl0hCVCrPigprxqhxB7n/O1VXBzESfkxidFVVFX4qAEDuzkdzc3NhYaEoOpoS+Q0pKdPOn3+xpcUN5T67edjKs9O3Zn75LFVX8Q4fPowWGAAgd1egtrY2KyuLr1AIhcI1GRlk+WHNzS4v9/dbXvzi6jtbclYxYgEj46dnpt29exc/BgAgdxfk5s2bGRkZZHmBWEy5/AelpaMbGth2eZeR+4c/j1r1zYyg1HXkdKFUsDM95fLly3i+FADI3S34/vvv8/LyRCoVWZ4nlS4pKKCknhcV+o+2551R6HOfvLL84lT/3OUCKU8oYiRRoszMzJqaGjgdAMjdTWlpaTlx4oQmNVXYTqQq2O/g0tWVMxfWjfFq7e+wNqfvNv/hyJVnp2/a93l4bCB9c0bGj9+xvaSkBI+VAgC5g98oLCz87rvvjhw5kpqaKo4SUv5LxgxN9PctWEIOXXzn1TlPh/dhXj+7eRh9B/om9H3aB1XnM2KBKEqwIynx2LFjdXV1GGAdAMgdmKGiosJwUavVfvvtt/n5+Qk7EkTRAkb8zPU8RXhw0kbfrxev+mbGp9WTPqr3+EA7xOZ3Qec9HkHXDZ9de2tN2Sz/vGXbdq6n/T67rBAxIgUTFx+7b98++m7onA4A5A46p9NZnhsaGk6dOpWbm5ucnCyLFTMKHtOe3T+TvjKMsunAdJ9N+z/bULho7bF53hWeFHQO+LxqsmmsOD+NLeDzzzkb8z/ZnLs8KHVdeFwAXx7BbpCRCGj7slhJcloS7bG0tPT27duwOQCQO7ATTU1NN2/ePH/+/LFjxwoKCrKzs9PT0xM08VEamUwtFqsYRh3JqCMMQxjDk8QIZdvFMYnR8QnxaWlp9Cn6bHFx8eXLl+/evUunGbSxAAC5AwAAgNwBAABA7gAAACB3AAAAkDsAAADIHQAAIHcAAACQOwAAAMgdAAAA5A4AAAByBwAAyB0AAADkDgAAAHIHAAAAuQMAAIDcAQAAQO4AAAC5AwAAgNwBAABA7gAAACB3AAAAkDsAAEDuAAAAIHcAAACQOwAAAMgdAAAA5A4AAAByBwAAyB0AAADkDgAAAHIHAAAAuQMAAIDcAQAAcgcAAAC5AwAAgNwBAABA7gAAACB3AAAAkDsAAEDuAAAAIHcAAACQOwAAAMgdAAAA5A4AAJA7AAAAyB0AAADkDgAAAHIHAAAAuQMAAPg3/x+IbqOYQCJGGwAAAABJRU5ErkJggg== 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 false false false false false true false false false false En el periodo objeto de este informe se ha producido el cambio de depositario de Banco Caminos a Banco Inversis. false false false false false true false true Tanto la entidad gestora del fondo, Gestifonsa S.G.I.I.C., S.A., como la entidad depositaria hasta el 25 de febrero, Banco Caminos, pertenecen al Grupo Banco Caminos. La IIC ha realizado con Banco Caminos, entidad depositaria en ese momento, la operativa de repo liquidez por un monto de 2.474.000 euros. La IIC ha contratado con Banco Caminos, entidad depositaria hasta el 25 de febrero, dos IPF por un nominal de 5.500.000 euros al 0%. El tipo era el más favorable en el momento de contratación de las mismas. Cierra el primer semestre de 2022 con unos mercados financieros gravemente lastrados por el temor a una recesión económica condicionada por unas políticas monetarias excesivamente restrictivas. La esperada recuperación económica tras el COVID se ha visto frustrada por la invasión rusa de Ucrania con el impacto que esto ha supuesto sobre los costes energéticos y la consecuente presión sobre los datos de inflación. Esto ha condicionado a los Bancos Centrales forzándoles a una revisión acelerada de sus políticas monetarias ultra expansivas, con anuncios de subidas de tipos que superan ampliamente los movimientos descontados a principios de año. Los mercados financieros cerraban uno de los peores principios de año de la historia, con significativos recortes tanto en los mercados de renta fija como de renta variable. En Estados Unidos el PIB del primer trimestre quedaba en -1,6% anualizado lastrado por la ampliación del déficit comercial y la reducción de inventarios. En esta línea los datos de actividad económica se han ido deteriorando progresivamente quedando el último dato de PMI compuesto en 51,20 cercano al nivel de 50 que marca la barrera entre contracción y expansión. La tasa de desempleo se mantiene en el 3,6%, con una lectura positiva que es el pleno empleo, pero con significativos incrementos de los costes laborales que inciden negativamente sobre la inflación. La inflación ha mantenido su senda alcista hasta alcanzar un dato del 8,6% y un 6% de subyacente, descontando el mercado que en estos niveles haya tocado techo y empiece a mejorar a partir de aquí. En la última encuesta del Conference Board la confianza de los consumidores se volvía a deteriorar sobre todo condicionada por una caída de las expectativas sobre el futuro. En la Zona euro el último dato inflación salía por encima de lo esperado 8,6%, aunque la subyacente se moderó de forma inesperada hasta el 3,7%. Los PMIs apuntaban a un deterioro brusco del crecimiento económico muy afectados por el repunte de precios y los continuos problemas de suministro. El descenso era significativo tanto en manufacturas como en servicios y los miedos a la recesión se acentúan. De acuerdo con el índice IFO de expectativas alemán las previsiones a futuro siguen cayendo ya que los miedos a un corte de suministro del gas ruso empiezan a pesar significativamente. Se mantiene la tendencia positiva de los datos de empleo con una tasa de paro del 6,6%, lo que introduce algo de presión en los salarios que podrían repuntar. El temor a una interrupción en el suministro ruso disparaba el precio del barril de petróleo llegando a cotizar por encima de los 120 dólares, aunque en las últimas semanas el temor a una recesión económica que lastre la demanda lo ha llevado de nuevo a niveles cercanos a 110 dólares. Tras la presentación de resultados del primer trimestre se revisaba al alza el crecimiento hasta un 11.1% para Europa, y en el caso de US hasta un 10.1% básicamente por la revisión al alza de las empresas relacionadas de energía y commodities, mientras que las de consumo y financieras se llevan la peor parte. En sucesivas reuniones la Fed ha ido subiendo los tipos hasta el 1,5-1,75% actual y dejaba claro que habrá más subidas, estimando el mercado que el tipo de interés oficial de cara a final de 2022 alcance el 3,4% y el 3,8% en 2023. Este movimiento en tipos ha hecho que la curva de deuda 2-10 años en Estados Unidos haya continuado con su movimiento de aplanamiento llegando a invertirse intradía en varias ocasiones. El BCE anunciaba la subida de 25pb en julio y dejaba claro que si las tensiones de inflación no se moderan en septiembre la subida será mayor, siguiendo con un proceso de subidas gradual y sostenido. Tras este anuncio tenía que llevar a cabo una reunión extraordinaria para anunciar la puesta en marcha de una herramienta anti-fragmentación que se publicará en julio que podría suponer la venta de bonos core para comprar periféricos sin incrementar el balance. Con este entorno los mercados financieros cerraban uno de los peores semestres de la historia con fuertes correcciones ante la preocupación por la inflación, el cambio de paso de los bancos centrales y la incertidumbre sobre una posible recesión global. En los mercados de renta fija el anuncio por parte de los Bancos Centrales de un proceso acelerado de subidas de tipos provocaba un importante repunte de las rentabilidades en mercado, provocando el consecuente recorte de las valoraciones, que afectaba más a los bonos con mayor duración alcanzando el 10 años americano tasas del 3,5% desde el 1,52% de inicio de año. En el caso del crédito tanto el Investment Grade como el High Yield han visto como se ampliaban sus diferenciales hasta alcanzar niveles similares a los vistos en plena crisis del Covid. El Renta Variable el SP 500 retrocedía un -21% en el semestre, el Eurostoxx el -19,6% y el Ibex 35 un -7%, beneficiado por su composición sectorial. Por sectores el mayor castigo ha sido para todos aquellos más ligados al consumo sobre todo consumo discrecional y bienes de equipo, mientras que en lado positivo se encuentran los sectores ligados a materias primas y energía. EVOLUCIÓN DE LA IIC Y COMENTARIO DE GESTIÓN. A cierre del periodo, la duración de la cartera de renta fija era de 0,92 y la TIR media de 2,63% La gestión de la cartera busca la conservación del capital e intentar conseguir la máxima rentabilidad posible a pesar de las rentabilidades negativas existentes en la deuda soberana de la mayoría de los países europeos al igual que en la deuda corporativa de alta calidad crediticia en los plazos inferiores a los 5 años. Continuamos con liquidez suficiente para poder adquirir activos con rentabilidades interesantes que vayan surgiendo en el mercado a lo largo del tiempo, así como para ir sustituyendo los vencimientos que se vayan produciendo durante el periodo. El año empezó con unas expectativas de crecimiento mundial muy optimistas olvidando un poco los problemas ocasionados por la pandemia que pasaba a ser un tema de segundo plano más o menos integrado en la sociedad y estas expectativas de crecimiento se han ido desinflando por los niveles de inflación, sobre todo en Europa y en América, que han pasado de considerarse como algo temporal a ser uno de los mayores problemas económicos a nivel mundial. Otro factor importante ha sido la invasión de Ucrania por parte de Rusia, que ha agudizado el problema de la inflación debido a los productos que exportaban ambos países y a las sanciones puestas a Rusia, debido a la dependencia de Europa del petróleo y del gas rusos y por último al temor a una posible futura recesión económica y a la política de covid cero que siguen en China. Todo lo anterior ha provocado que primer semestre de este año 2022 se haya caracterizado por una gran volatilidad en todos los mercados financieros llegando por momentos a verse más volatilidad en los mercados de Renta Fija que en los de Renta Variable. Así el bono alemán a 10 años, referencia en Europa, inició el año en una rentabilidad del 0,18 en negativo pasando a llegar a una rentabilidad del 1,77 y encontrándose a cierre del semestre en 1,30. Y lo mismo con el bono de EEUU que es la referencia mundial que empezó el año en el 1,51 y llegó a tocar una rentabilidad del 3,47, encontrándose al final del semestre en el 2,90. Para el segundo semestre del año el mayor desafío para los Bancos Centrales será luchar contra la inflación y a la vez evitar dañar mucho a las economías ya que, en general, las medidas para luchar contra la inflación provocan una desaceleración en las economías lo que aumentaría el temor a la recesión que comentábamos al principio. En este ambiente económico lo que hemos procurado hacer es ir aprovechando la liquidez con la que empezamos el año para ir haciendo entradas graduadas en los mercados según estos iban cayendo, comprando valores que aportaban más rentabilidad y que a la vez tenían mejor calidad crediticia con lo que buscamos una mayor estabilidad en la cartera, así como una mejora de su rentabilidad. Algunas de las operaciones realizadas durante el periodo han sido, entre otras, las ventas de Intesa ISPIM 0 2023, Metrovacesa 2,375% vencimiento 2022 y del bono italiano 09/25 y las compras de OBLG. BUONI POLIENNALI 2,45% 01/10/2023, ISPIM Float y BONO BUNDESSCHATZANW 0%, vencimiento 15/03/2024. Los activos que mejor lo han hecho en el periodo han sido CESA 5.2%, vencimiento 06/26/2023 con una rentabilidad de 0,446% y Cellnex 3.125%, vencimiento 07/27/2022.con una rentabilidad del -0,057%, mientras que los que peor lo han hecho han sido DANONE 1% perpetua con una rentabilidad de -17,58% e INTESA SANPAOLO SPA 5,875% perpetua con una rentabilidad del -17,13%. En términos de contribución a la rentabilidad, entre los que han contribuido de un modo más positivo han sido CESA 5.2%, vencimiento 06/26/2023 con una contribución del 0,33% y Cellnex 3.125%, vencimiento 07/27/2022 con una contribución del -0,067% mientras que por el lado contrario DANONE 1% perpetua con una contribución del -9,06% e Iberdrola 3.25% perpetua con una contribución de -7,50%. El fondo no ha operado con instrumentos financieros derivados en el periodo objeto de este informe. El patrimonio del Fondo ha variado de 53.581.029 euros a 80.270.943 euros. El número de participes ha variado de 932 a 1007. La rentabilidad obtenida por la clase Base ha sido del -2.57%, inferior a la alcanzada por su benchmark (0,00%). Es inferior a la cosechada por el activo libre de riesgo (-0.79%). Dicha rentabilidad es superior a la rentabilidad media ponderada lograda por la media de los fondos gestionados por la Gestora (-9.73%) e idéntica a la lograda por la media de su categoría. El impacto del total de gastos sobre el patrimonio de la clase base ha sido del 0.09%. No se ha aplicado comisión de éxito en el periodo objeto de este informe. La volatilidad histórica del valor liquidativo de la clase base en el periodo ha sido de 1.02%, superior a la del activo libre de riesgo (0,52%) y superior a la de su benchmark (0.01%). La rentabilidad máxima diaria alcanzada en el periodo por la clase base fue de 0,13% y la rentabilidad mínima diaria fue de -0,30%. La rentabilidad obtenida por la clase Cartera ha sido del -2.55%, inferior a la alcanzada por su benchmark (0,00%). Es inferior a la cosechada por el activo libre de riesgo (-0.79%). Dicha rentabilidad es superior a la rentabilidad media ponderada lograda por la media de los fondos gestionados por la Gestora (-9.73%) y dos puntos básicos superior a la lograda por la media de su categoría. El impacto del total de gastos sobre el patrimonio de la clase cartera ha sido del 0.07%. No se ha aplicado comisión de éxito en el periodo objeto de este informe. La volatilidad histórica del valor liquidativo de la clase cartera en el periodo ha sido de 1.02%, superior a la del activo libre de riesgo (0,52%) y superior a la de su benchmark (0.01%). La rentabilidad máxima diaria alcanzada en el periodo por la clase cartera fue de 0,14% y la rentabilidad mínima diaria fue de -0,30%. La IIC no ha realizado operativa de préstamo de valores y no existen inversiones en litigio. La IIC aplica la metodología del compromiso a la hora de calcular la exposición total al riesgo de mercado. El importe de las operaciones de compromiso que no generan riesgo a efectos de dicha metodología ha sido de 70.596.427 euros, lo que equivale al 104.77% del patrimonio medio de la IIC en el periodo. El grado de cobertura medio, valor de las posiciones de contado entre el patrimonio de la IIC, ha sido del 99.83%. En el periodo objeto de este informe se ha modificado el rating de la OB. Telecom Italia 2.50%, vencimiento 16/01/2023 de BB a BB- y de la OB. Volkswagen Finance Float, vencimiento 16/11/2024 de BBB+ a A-. ESTE FONDO PUEDE INVERTIR UN PORCENTAJE DEL 49% EN EMISIONES DE RENTA FIJA DE BAJA CALIDAD CREDITICIA, POR LO QUE TIENE UN RIESGO DE CRÉDITO MUY ELEVADO. En el periodo objeto de este informe se ha producido el cambio de depositario de Banco Caminos a Banco Inversis. VISIÓN A FUTURO. En este último semestre hemos visto como el foco de atención de los mercados financieros ha ido virando a medida que se sucedían los acontecimientos. Empezábamos el año con la atención puesta en la esperada recuperación económica tras la crisis del Covid, pero el conflicto armado entre Rusia y Ucrania nos sorprendía introduciendo un nuevo foco de incertidumbre que afectaba al crecimiento económico y a las perspectivas de inflación. La crisis energética se traducía en una mayor presión sobre los precios de producción generando importantes repuntes inflacionarios que presionaban a los bancos centrales en sus procesos de subidas de tipos. Pero este proceso acelerado, junto a la debilidad de los datos de actividad de junio, no ha hecho más que incrementar el creciente temor a una futura recesión. Para los próximos meses la atención se centrará de nuevo en los datos de inflación que van a condicionar los movimientos en tipos de los bancos centrales. Además, preocupa un posible corte del suministro de gas por parte de Rusia que afectaría gravemente al sector industrial europeo y especialmente al alemán. Por otro lado, el descuento de una posible recesión está haciendo que empiecen a caer los precios del petróleo y las materias primas más ligadas a la producción industrial lo que podría incidir positivamente sobre la inflación. En los mercados de Renta fija hemos visto un movimiento muy agresivo de ampliación de tipos que se revertía parcialmente los últimos días. El anuncio por parte de los Bancos Centrales de un proceso acelerado de subidas de tipos provocaba un importante repunte de las rentabilidades en mercado, provocando el consecuente recorte de las valoraciones, que afectaba más a los Bonos con mayor duración alcanzando el 10 años americano tasas del 3,5%. En los últimos días el creciente temor a que el endurecimiento de los bancos centrales desencadene una recesión provocaba cierta recuperación de los activos core que funcionaban como activo refugio. El anuncio por parte del BCE de una posible herramienta para evitar la fragmentación del mercado permitía cierta recuperación en los spreads de la deuda periféricas que se había ido a niveles similares a los vistos en plena crisis del COVID en 2020. Para los próximos meses tendremos que ver que pesa más sobre el mercado, si los datos de inflación o los de crecimiento económico, que actualmente están presionando en direcciones opuestas a la evolución de las rentabilidades. SWING PRICING. Se pueden aplicar a la IIC unos procedimientos de valoración que tengan en cuenta la situación de suscripciones o reembolsos netos de las IIC, en concreto, la realización de ajustes en el valor liquidativo, a través del mecanismo conocido como swing pricing. El propósito de este mecanismo de ajuste es repercutir a los partícipes del fondo que pudieran provocar movimientos de entrada o de salida significativos, los costes adicionales en los que se pudiera llegar a incurrir para ajustar las carteras por dichos movimientos, y bajo circunstancias excepcionales de mercado donde la valoración con cotizaciones de compra o de venta no recojan adecuadamente los precios reales a los que podrían ejecutarse las operaciones. La aplicación efectiva de este mecanismo supone que, si el importe neto diario de suscripciones o reembolsos de una IIC supera el umbral establecido en los procedimientos internos de la entidad, expresado en un porcentaje del patrimonio de la IIC, se activará el mecanismo ajustando el valor liquidativo al alza o a la baja por un factor, determinado también en los procedimientos internos, para tener en cuenta los costes de reajuste imputables a las órdenes netas de suscripción y reembolso. Todos estos ajustes de valoración que se realicen no tendrán impacto alguno en las inversiones de aquellos participes que no realicen operaciones en las fechas en las que sean realizados. Estas medidas de ajuste en el valor liquidativo no requieren de ningún tipo de actuación por parte de los partícipes, ni tienen ningún impacto sobre la política de inversión, el perfil de riesgo/rentabilidad, ni sobre los costes de los fondos de inversión a los que resulten de aplicación. No aplicable El monto total de la operativa-repo asciende a 2.474.000 euros, lo que equivale al 3.67% del patrimonio medio de la IIC en el periodo. El rendimiento obtenido por la operativa ha sido de -78.92 euros. El 100% de la operativa se ha realizado con Banco Caminos, entidad depositaria radicada en España y ha tenido como emisor subyacente papel de la Comunidad Autónoma de Madrid (rating BBB por Fitch Ibca y A- por Standard and Poors), en euros. En concreto, se ha hecho la totalidad en MADRID 1,189%% 08/05/22. El repo se ha hecho con vencimiento entre un día y una semana (100,00%). El vencimiento de la garantía real ha sido en un 100% entre tres meses y un año. La liquidación y compensación ha sido bilateral. El custodio es Inversis Banco. 68289070 1236 -9.22 16892579 493 -12.07 96734794 2274 -8.44 92589572 1221 -9.61 0 0 0.00 63841405 1275 -11.74 46092105 1605 -11.68 40578847 1296 -20.13 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 12087423 104 -7.57 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 67384038 980 -2.57 0 0 0.00 0 0 0.00 504489833 10484 -9.73