BANKIA FONDUXO 1.0.0 2014-01-01 2014-03-31 BANKIA FONDUXO 1.0.0 2013-10-01 2013-12-31 BANKIA FONDUXO 1.0.0 2014-01-01 2014-03-31 BANKIA FONDUXO 1.0.0 2013-01-01 2013-12-31 BANKIA FONDUXO 1.0.0 2013-07-01 2013-09-30 BANKIA FONDUXO 1.0.0 2013-04-01 2013-06-30 BANKIA FONDUXO 1.0.0 2012-01-01 2012-12-31 BANKIA FONDUXO 1.0.0 2011-01-01 2011-12-31 BANKIA FONDUXO 1.0.0 2009-01-01 2009-12-31 BANKIA FONDUXO 1.0.0 2011-01-01 2013-12-31 BANKIA FONDUXO 1.0.0 2009-01-01 2013-12-31 BANKIA FONDUXO 1.0.0 2014-03-31 BANKIA FONDUXO 1.0.0 2013-12-31 BANKIA FONDUXO 1.0.0 2012-12-31 BANKIA FONDUXO 1.0.0 2011-12-31 iso4217:EUR xbrli:pure BANKIA FONDUXO 0378 01 01 2014 EUR BB- false www.bankiafondos.es EM fondos@bankia.com www.cnmv.es 05 Pº de la Castellana, 189 28046 Madrid EM fondos@bankia.com 1993-01-13 08 04 5, en una escala del 1 al 7 La gestión toma como referencia el comportamiento del indice Merrill Lynch Spanish Government 1-5 años (GVEO)(renta fija largo plazo), el IBEX 35 (renta variable española) y EUROSTOXX 50 (SX5E) (resto de renta variable). El fondo invertirá, en activos monetarios, Deuda Pública y Renta Fija Privada de gran liquidez, tanto del Estado Español, como de otros paises de la OCDE. El horizonte temporal de la renta fija será a largo plazo. Asimismo, podrá invertir como máximo hasta un 30% de la exposición total en renta variable, preferentemente del Ibex 35. La metodologia aplicada para calcular la exposición total al 01 2.50 2.06 2.50 8.71 0.01 0.01 0.01 0.01 EUR 45362.25 18959.89 3809 1718 0.00 0.00 false 100.00 82021768 31592467 14935570 23105469 1808.1505 1666.2794 1369.6954 1305.8596 0.26 0.26 0.00 0.00 0.26 0.26 01 0.02 0.02 01 8.51 8.51 3.05 10.00 1.67 21.65 4.89 -1.59 -1.59 2014-01-24 2014-01-24 1.70 1.70 2014-01-07 2014-01-07 01 10.37 10.37 11.60 12.90 16.48 11.60 18.90 17.55 17.55 18.84 19.45 25.25 18.84 27.88 0.80 0.80 1.03 1.18 2.18 1.03 2.53 8.79 8.79 8.79 8.79 8.79 8.79 8.79 0.29 0.29 0.30 0.30 0.30 1.19 1.20 EvolucionValorLiquidativo_432.png png iVBORw0KGgoAAAANSUhEUgAAAfQAAAEsCAYAAAA1u0HIAABJm0lEQVR42u2dDXRV5ZnvXcNiOS4X18u9jNfbyzAuZjmMw7WUy1yX47hYluXUYWiklmnXbZsyaClVo0VEGmX40IxSlCKkaZCU4CCmiAgWjAEzlJhGPkL4JoY08iGEGEMSghAgpjHzXp8Xnu173rM/z9n7nLP3+f/X2uvsr7PPec7eZ//28z7P+7zXCAiCIAiCQq9r8BNAEARBEIAOQRAEQRCADkEQBEEQgA5BEARBEIAOQRAEQQA6BEEQBEEAOgRBEAT5oeLiYjFo0CAxdOhQsWXLFnPYXXONGDBggLjrrrtEdXW1sb65uVnccsstYsSIEXLeaT2ADkEQBEEBadasWaK3t1fU1NRIqNupqalJ3HDDDcbytGnTxCuvvCJKS0vFww8/7LgeQM9yPfPMM3HrHn/8cTF//nxPU35+vuf3hGWKqm04Z7ALtnmf6P7o5j6qq6+vT1x77bW2+1RWVopJkyYZy8OGDRM9PT3ygYDmndYD6AB63Dq6aL3qo48+iuxvFFXbcM5gF2zzLrP7I91HebJSUVGRmD59ujXwrrlGjBo1SrS3txvrBg4c6GkeQAfQfQH6uXPnIvsbRdU2nDPYBdv8A7qdqqqqxIQJE6RHbadVq1aJsWPHAuhQeoEOQRCUDfIKdIqLu4G5GaC5ab27u9u0yV1fD6AD6PDQ4e3BNtgF2wIC+t133y2h7kbkod92223Gcl5enkx+KykpiUl+s1oPoAPovgAdsT3YBdtgVzbY5hXoFBtXJ3W9vs+tt94q6urqjPWtra1i+PDhcmppaXFcD6AD6PDQ4e3BNtgF2wICOhQhoFNTS0FBgcxedNLx48fF/fffL6677joZR6EiA9R3UVV5ebksJkATzety2h4U0CEIgrJBAHoWAz03N1fGOdTmFSuNHDlSrFmzRvT398uJ5ocMGWJs37lzp8yA7OzslBPFZmid2+3w0OEV4ZzBrrDY9sc//jGwz/pjX+K/I4CexUA3jHEBdIK3mjxx8uRJCXnWxIkTY8oCkveek5PjenuQQEdsD3bBNtjll20E80cm3y/a21p9/5wzZzeLyu1fSRjqADqA7gro1ER+8803SygfOnRIdnWgZngW1QMmz51F87TO7XZ46PCKcM5gV1hsI6CvXlHk62dc/qxFvF31J+Lj9vXw0AH0YIFOFYLuuOMO2Uz/ne98Rzz22GOyn6HdMdQ+i07b9QvQqrIRlWCkp2X+g9ErlrGMZSyncpmAzpNfx2/v+p2o2vW1pI4HoAPoroBOCXFUy5fV2NgowW7lgVNtYDsPXd8ODx1eEc4Z7AqTh85N736p8cRc0XBsVlLHANABdFdAp+HzdKnF/PUYOc1Ts7zb7UECHfFY2AXbYJeftjHIEwW6WYx8+76xoq3zHQAdQA8e6NS1rba21limsXOp6xqLMtYpc72rq0s2z1NGe0VFhevt8NDhFeGcwa4weeiJAp3i5DSp8O7v75HrLl1uB9AB9MRB7qZSEImy2sePHy+9cpqouZ0qAqmixDka2H7w4MGisLAw7vOctgcFdAiCIL90+dJFCfLPenqSAjpN5KkTzHk9x+UBdAA9coKHDm8PtsGuTLNt945q8atFBUl76DRdvHxUvvb+sUO+Ppv/KDx0AB1AtxPisbALtsEuv2x7eckCsaN6q6f+6Axwblrv+7xbvh448kAM4FctXwqgA+gAOjwH2AXbYFfQtrW2NEuId53tlMvUF92pPzo10TOwL1ysF2s3DoqBPHnpdYfvl/NbN29MKdCLi4tlb6OhQ4fKvCgv+zQ3N8sQKpXypnmn9QA6gO4L0CEIgvwQwfzfFS+avHOOp7vx0Gla+er/jFlHOt1WJuePNR1JKdBnzZolx0Knyp0EbC/7TJs2TQ6TWlpaGjNMqtV6AB1Ah4cObw+2wa6MsM2qid0pjs7gpv3otbDor2K8dhJlt0tv/WJHSoHOorogajdkN/sMGzZM9HzxIEOwp3mn9QA6gO4L0BGPhV2wDXb5YZsOb8pStwO6CnMG+nPP/l/x06nfjAE66bEH7kv6eyYK9KKiIjF9+nRP+6iVPt3MA+gAOjx0eHuwDXZljG0MbwI5lWolIBOc7WCuA/2pJ+6W83OfusvouubG008G6FaltElVVVWyyBd51FYy2wdAh9ICdAiCID8kS75+AWAd1naeOb+PPHBa99iPcmKOpR471R46jaDpBHOrfbhpncb0MGty19cD6AA6PHR4e7ANdmWch24HdN0rV99HMJ/5UG7MOoqnpwvoVL1THRbbyz55eXky+a2kpCQm+c1qPYAOoPsCdMRjYRdsg11+2KYCnT11J6DrYOfiMTTPVef2796RFqC7qRRqtQ9VCh0+fLicWlpaHNcD6AA6PHR4e7ANdmWkh85An/+vd8YBXQW4CmqaX7JgbhzQky35mijQIQA9dECHIAjyQyrQSZwYp8bCreLq/H6uBkfzXEZ2wdwnAHQAHUCH5wBvD7bBLlUckw7aQ1cBbuWhmwF947rXjPmSwoWyjGzZymIAHUAH0N0I8VjYBduyw676g/uMpuwgbLMDOg996gT0qnfLjXmaui+cFzXb3gXQAXQAHd4evD3YBrtIXZ3tvsWidX3S+rEBYb2ZneZPf/JOTOa7lej9e3e9b1Sd4+966sQxAB1AB9AhCIJIFI/+5cL5MWAkcPrp9TOw2zrfifHQOTnODdA/bKyX88/Nnv5loZqrgHeqCQ+gA+iWor6FBQUFYtSoUc4Ga10X9C4MpPLycjnCDk00r8tpOzx0eHs4Z7ArUXE82k9Iql4/HYdg3X2xLWYfvVa7niSnA51rwa8oetH3hw8APYuBnpubKzv/62B2o9WrV8v3s3bu3CnGjh0rOjs75UTFCGid2+1BAh3xWNgF26JtF8ObhjXluDQ3Y9vF052auVWvv/GDQ6beN0P83Llm025s+ucxuN9ev8b38ACAnsVAV71vL7p06ZL06gnMrIkTJ4rq6mpjmYbay8nJcb0dHjq8PZwz2JWM1L7f7KnzZAV1p5j7y0sWGMciANsBnefdQnp/3U4AHUBPP9Bnz54tPXRVgwYNEv39/cYyzdM6t9uDBDoEQdGXCvRfLnwmBujkseuiJnQ7oLe2NMd4/YsK8i3j47zeS1Lex6dPAegAenqBfvz4cXHnnXe6OoY60o7Tdv0CtBodKD8/XzbtsTdAr07LjY2NnvYP0/Lp06cjZQ8vk11RPF9Rvh55StfnExz5lae6nTXydevmTcb+vB81oT8/Z4axrB9v9Yoi8etfviiX1dHSzD5frwzn5vtymODDpibffg8AHUD3BPT7779fNpfr0j3wvr4+Ww9d3x6kh454LOyCbdG2i71tToArful5Y5leqRqbPlAKNaG/9foqUy+ZYUsJbGq9dSsP3arUq5P8SISDhw6gJwT0vXv3mnrnJD1GTvM05J7b7UEC3Sq2l2wXkUwQ4rGwDXYJ6W0vnP+ksUzJbOpoZgxaBjVp8XOzRf2BPbZFYFjcD90t0IOoVhcE0IuLi6VjNXToULFlyxbTfSh5mZKYdTU3N4tbbrlF9lqieaf1AHqGAX3KlClyWDy7k97V1SXa29tlRntFRYXr7UEC3erJWM04hSAovGJvm8UQ54d2tZCLCnbezwnopP7+Hts+5nwsekhIl7wCfdasWXKcc2p1Jaibady4caaMmDZtmuRBaWlpzDCpVusB9BSA3M3weayvfOUrMZntuqhvOT2ZDR48WBQWFnrenmoPnf58lJgCrwh2wbZw28Xetv7Qrv/frYY0Nbs3qOs7Ok86Fo2xOlYmA51FIdBrr73Wk9M3bNgw0fPFAxM9ENC803oAPcsVZAydntwfnTJJHNxbG+rfCPFY2JbtdqnedpznzoVelJi42ZCmTmA+8MFSUXtwfMafg0SBXlRUJKZPn+4J6GpSs5t5AB1AD8xD7+w4I56Y9gNRWb4BXhHsgm0ht8sMyhcvH42p3EZQ12uouwX6jn3fFKdaS0MLdKteQ6SqqiqZz0QeNYAOZTzQ1T8pN8Mdazoi5s18SA5bCEFQeKUDWh005cCRB+LKsVKJWC9A59h57x87IuehU/lvJ5hbAZ2b1ru7u02b3PX1ADqA7quHPn/WI0YdZarSRHG3JQvmwiuCXbAtxHbpMJejn7WVyddPu/fFxb7VDHi1Kd7OQ3eKnYcV6JSoTFB3BJ4J0PPy8mTyG5UPV5PfrNYD6AC6L0Dn2B7Bm0c6ovGHX1n2kpj9+NRQ/0aIx8K2bLdLhW9rx8a4YUwZ8rysZ8BTARmarI7pJhkurEB3kxRtNRhXa2urGD58uJxaWloc1wPoALqvHvrKZYvlWMSkd95aK8qvDo4Q5v7o8PZgGzz0+2Ng3nLmDWNeHfVMrbduDJCijJSm3gd0oIflnKGwDIAeeaCz3vzNSlH17pVhWyl2rg61CEFQOCVzY6564QRzlj6Eqeq565N+H+BlTqyjODqADqBDGeShU0b7xnWvyXlKjKEua2EHOrw92AYP/UugO4kT3HjipDmrzPd9H/xA7gMPHUCHMgToHNujZJhVy5fKeUqIo0z3sAMd8VjYls12EaDnPnWXpzi3mvnOHrgKdK7/fubsZiOxLiznDEAH0LPGQ6eEOM5q54x3eOiwC7aF0y7V027rfMf1+xji3A1NBToPlcrH/aTjrVCdMwAdQI880FltrS3i2fxH5bw+UAMEQeGS2mSeiGfPr/T+Jx/9hnjsgfuMvBo9oS4sAtAB9Kzx0Km7ysyHcg2gq6/wimAXbAuPXQzi/MfHyde+z7sTPhY9FCz/9TB5nOW/fFyCXX9IgIcOoEMZAnQ1/qWDPJ1DHfohxGNhWzbade7CHqOpnACcjNQSsQx2HeiIoQPoUIZ56FZADzPU4e3Btmy066PmZRK6L7/0vC+tbGZd2dR+6fDQAXQoQ4CuSvfM9aEUIQjKTKmwrd3/A7Hohdtiyrj6DfRkmvEBdAAdCthDV4dZ5JsAe+ZhBTq8PdiWLXapsK2s+d/iX2eNjSvjmsyx1c/QC8nAQwfQM15UlL+goECMGjXK1f61tbVi7Nix4tprrzWt7VteXi5GjBghJ5rX5bQ9KKCr8S/qf15/YI9lZaiwCfFY2JYtdunQfexHOcaDut/HDus5A9CzGOi5ublyRByzkXR0NTQ0iNGjR4v6+nrT7Tt37pSw7+zslBON4kPr3G5PhYcu/7Dr14i3Xl8VGaDD24Nt2eShs0e+5tVCWfkR5wxAB9B1Y1wAffLkyaKmpsZy+8SJE0V1dbWxTPvm5OS43h4k0FU1fnBI/HzuzMgAHYKyQe1dv5NA37XjHSPnhUo3Q8kBvbi4WAwaNEgMHTpUbNmyxXSf5uZmccstt8iWVZpPdD2AnkFAHzJkiCgrK5MD1tPJWrduXcx2uij6+/uNZZqndW63p8pD775wwTQJDh467IJtmWkX12mnanA0BgMXf/n49CmcsySBPmvWLNHb2ysdLIK6maZNmybHNy8tLY0Z39zregA9g4A+YMAAMXXqVHH+/Hl5AdA8nTS7YwwcOND1dv0C5ElXfn6+jGfxH4xenZYPHDgQszzvyYcNgPP++rKX46dzubGxMVTf1+0y2RUle+yux6jYp7/6eXy1POvhQweNSo+4HmOXE21y7+vrk7lRZiInrqenR973aT7R9QC6jY4ePSruvfdecf3110swfuUrXxHz5s0LDOjklasednd3d8zJ0j1wukDsPHR9e6o8dNKKohfhocMu2BYSu9QhTtUBVHDO3HvoVg4Sq6ioSEyfPt10m+p4JTMPoNuIYtKcaU7e83XXXSfn58yZEwjQySPv6uoylunpa8yYMTHfR42R0/yECRNcbw8S6HE3iPVrEEOHoAyRU39vM6BD3oBup6qqKnkvpns6gJ4mkXdbWVkZ4/VSVzDy1IMA+qFDh2RiHDW5k3edl5cXk0RBGeuUuU7Qb29vlxntFRUVrren0kPfX7cTHjrsgm0ZYBfXZLcaCIXLstJ+6fyPRjWGTl2X7WBO4iZ0vVXW63oA3UZW8Q43cFb31Se741BS3PDhw8WNN94YlxTHDxTUND948GBRWFjoeXtQQNf7kFIyDfqhwy7YFusBJzJqWbJ2qQlvZlCngVNo8quATNSvR69AJyeLoG4nct4oX4q6OKtJbl7XA+gOHjp5yOyh0+vWrVtlNnpUFJSHzhXj1JsDPHTYla22qUDXK6QFaRfDnKb6D38aN645e+/kpVOJ118tKsA58xnobhy61tZW6cjR1NLSkvB6AN1GagxdnWbMmAGgu7mZaNWlEJuDslUq0Ame6fjs39eNMeZVT51bDej/Sd3VIH+BDmUI0CnLffz48UYy3E033SS7dFF8G0D3/nQNDx12ZbuHvqd+kmzeZu84aLvYA7/8WYtls78E/NUWte4L53HOAPRoAj0bFFQMPUpARwwdtvkBdIIrJ6CpgFW9ZD/tUscg58+o2XN7zGep29P9/0QtdwAdgoce+OfAQ4dtfnjn6vLptjJRe3C8Z6B7sYuT3dTPbTg2K+678H8m3UCHhw6gQxkC9HSANmotAVA0ZdbEXXf4fnGqtdQz0N1KTXZTP5cS4sxGPcN/BkCPJNDVrmrqEKZWmYoAemZ66H5+Fjx02OYX0NWs894/dgTqoavHVPui60BPd3c1eOgAOoCeYUDPpBi630BHDB22+emh86hmDFeGLQHeT7vUzyVYc7U4PTku3d3VwnY9AughAnq2CR46PHTYFpxUj1hfr4KcXj9qKfbNLvVzL126FOeBq0Dn0dVwzgB0AB1A9wTaMAIdghIRe+J2zemUdX6qdYWo3DFU7Dxwjy+xdPVzuTsaTadOHIsDeiZ0VwubAPSQAp2qwtH4tWhyh4cOLxa2JeKZq1XZzHSw8cdiz+F/FnX133ZVGtbJLvVz9Qx2alpP5/8SHjqAnlZRWT3E0N0JMfTwCTH0YOXG2z7Zslxs23WLOHbqF+LM2c22g6i4tSsmCU/x0N98rTSjgY4YOoAeqCgprqGhIdI/Mjx0eOiwLX1AP3dhj6iovl6c/fR9I6ZuN9Spk10XLn5gJNq1t7Ua/4U9u94Xy156Pq4cMzx0AD1rgD5q1KjQFL5PN9DdgtbshpKMzLrapDOGnu6uP1DmyA3Q+642kff0tsnl93Z/VXR9uiOhz+PKcPsbJsvl1SuK5ESi0Q/nPfmI/F8Q6DMR6GGRV6DzsNZ2qqmpkcNyjxgxQpw8edJY39zcLEfPpPU077QeQLfRmjVrxL333ivHnAXQk3+6nvvET0Rnxxnfvjs3J1I/2kzw0M1GmIMXCw/dSWp3tT2Hv207gIudXQe+ADm/l69Fhrfa9M6Qh4eeGqCPGzfOMUw7evRoUVdXJ4e/njx5srF+2rRpcpjU0tLSmGFSrdYD6DZCP3T3chP/em72dOkp+O311x/YEyjQvcT26HOPNR0JxbnP1hh6qlpwEslYbzwxV75PLdnqxi5urqcmdytQs93qQ2cm9QiJcgzdiRkDBw68eh77xQ033GCsHzZsmOj54lz19vbKeaf1ADqAnjIPfcmCueLDxnrfga7flNLhoavfY/OmdTFeO7zYzLItkevjs942cbG701egd1+4ELeutX29ke1uFku3s0v/PDugp/rhJps9dDdAp+Zzanbfvn27AXcV9G7nAfSA1dTUJAoKCmQ83tFgFw8O1CRDcROaaN7r9qCA7kYril4U++t2Bgp0s5tWKsSfufbVErFq+VID5mFqgo+qrK4Pt32vCeYM2braN5ICOn+P1pZmOd91NvYh4cLF+oRGYdP35XKu+mfPn/VIHNAhf4DOUyJA37Rpk7j++uvF1KlT5XDdAHqGKjc3V5SUlLjy6p32oeSKsWPHis7OTjlRogWtc7s93R562cpi3ytSpQLobj10uolS8Y5nfvaIXEfhhUy+YWaLh87XQ1dnuzHvpTpa16cHxLp3rpfALHnlz8W5s2cTAjpDlkJE9DrniWlx34Gbzq2A7sZDb/zgkOl/gJYp0z1TgZ7NHjqLmtBvvfVWY5mb1imPy6zJXV8PoNvo6NGjMimOnpzoKYiyEOfNm5eYMT4AfeLEiaK6+sviENREk5OT43p7kEB31T92/RqxRWmOTlbk+V7xtC4ECnQvfezPf3pOzu/fvUO2RmQy0LMhhq7CTZ3ef6/Sdf3yE6deE6+89r8M0DYe+Z1noJt9h99t3mj6HRjqfAxadjpn+kAr/NCgX6Nvvb7KWM/d2jIlLJTNMfQr571fHmfmzJnGury8PJn8Rk6hmvxmtd5OFEJ2mkiUcEcPFpEDOgGSm74HDBggm0Jofs6cOYEBnR4cqHl+1apVcdsHDRokT7p6AdA6t9vT7aFXlm8QG9e95tv54Zs136zUTN50eOis+oP7rt48X4WHnkbbGG77at+PuS5ovZcRxnYfeEyUrBh15Zy+81Xx7n88mjDQKcNc/R78HfTrRB1ARc14NztneoU59T+hX6NULY7Xq93acD0GB3SrEKq6zIyZNGlSTK+q1tZWWeCMJrULtdV6P1RYWCjGjBkTPaATDCsrK2MgSXFp8tSDADpDeO/evbKrw+rVqx2PocZPnLbrF6BVzCc/P18+LfMfjF79WN72brm8gfh1vHVlr8ibEy2beUB+f3+7Zf3z1ObNVHw+ls2X+ff/Q+ORuO0MNqfjVVbfLZYvv0/uX7l1pnhz01+L4ycaHD+fIaten2qxl09aP465ftX3M6R37P+6OHn6Hdvvx/vyMh3LbH+u506v1PrI3wfXi7flbCgss2jRougBXR1KNRE4J/MeioGPHDnS1kPv6+uz9dD17en20KkJmhLj/NLi52YbXdbMbpip8BzsvKF/e/qn8NDTbJvd7+/23LxTNVy8seZpuf+JY/tts9DV5nHda6YWJLVJ3O76Ye374Hui5czaOLvUYztlt5PUBE21NQvXY2qa3DNBevM6OXvUKmDFuUh66Fu2bDEgSa80YMuQIUMCBzrFMKgrgyo9Rk7zEyZMcL09SKC7iX9RlzXquuaH9KIyKsT9vlm5gYKbLkLJQCUIZUMMPVmgczx789urDRAy0DvOVZnuq447TtIzztVCSCpc9QJJpA+OzhDHm5cay9QywJ/PA7+YZbebhRL0vueZBnTUck+tqGmfmviJaVkBdDWGrk4zZswIFOjnz58XDz74YFwcnUsIdnV1ifb2dpnRXlFR4Xp7uj10yvqm4jI6mBMFnLrvymWLA8vedYKCVUbxz+fOjFlvVaYWHpH/6ujo8M1Dl03fV7PReTSz9/fdJU63lcXsx13O1PcxYK0+S30g1AskkY6eXCiOHH865oHBbGJRjNwp2S9TgQ4PPfWi+DvF4bMC6BRnGj9+vJEMd9NNN8n4MjVlewG5Vd9ysyQJagK54447ZNlZM1EMnzz3wYMHy+QFr9uDArqrP+zZTjH78anGslmWbaJAf/M3KxMGejJetB3Q1YxiMy8MY1EHI7XsqV9ApwTMmOUTc0XDsVkx+6lFYczGIzfzwNVmcLPR0OihYX/DD2M+W82A15vbnbrjBZU4mk2KEtBp8DHqxZUVQM8GpdJD7//8c/HoA/8cB0M/PHTKoE+kApab4i923pUd0NWuQ+ypUXc2fT+/++bDQ3fnhXoBeltri3G90PIfjq4Quw/FdgllyDNoGdRWMOdrb3/dLvHMz/LEz+fNjPtOneeqZWKcGdCtjuf0gKhCHR569gDdrJvajTfeGJd8DaAD6K7jX7rH6hfQ1e44XoDOWb9ePXSzrHr9hqk2t9I078mHpdeuH8Ntf2i/FeUYul6zPBGg87jk7GmrUP3Nq7PFtl1/FbP/nvrviJMf//rL/uoWBV50j3rZ4ufFG6/+2nTf7kuNoqr2b2JgbgV0L/3KEUOHh55qpR3oZWVlMgEOtdz9e7q2A6EXoJMX8rO8fzGWKeEuEaDXbHvX2NfqRugV6CQdJLR9/Zp/FwvnPxmzzkt/aHjo3oDuBDa764Nj5U0nn78C9L7YynOPPXBfXKY7DX1K45u3d/3uCng3lDpeh/Qg+uTDP5StOatKCuP2pc/dUvPfXAHdS79yeOgAetYBnWLmGJwlOO/J7Kbq9iZz+tQJsWDOE8YyNYkmAnQqR0v7PTrln+PGibaCg1oIxCnpSfXYz3a0G/BWvSnEMoO5xpLZR4VnwfzbTa9fFax6hjuBmLpVOl0bXFnwXNdZo757R/uZuO/Cr/rn6NeY1TUcBqCHRWEFOiVKc6146rJGyXA0zkjWAJ0MP3ToUKQvzlR76MkCnWOR5NFQ4RZ1fSJA57jlEz/+njhxrMnyu5qNK+3ls9QuQ7o3la4ba9Q9dDsRGN0A/VLPSctBTvR66yrgvSSfqaOuLSp4Kg7MdFwaM/3d92+U50zt657Iw3CmCh56sKIy4JRszd2wL126JBYuXJhQr61QAp366NFTDYDuLK9jhicCdLUoBzWVv75queV73dxM6YLmfZ6e/iPTbkOy+9m8WTHDvibj3aheOd+003UjjloMna4P/cFJhbO+/OSj37C8ftT3mJ0fynvQs83dFHhxEo13wCVi1e9yvvuAqK77P47jvIdZiKEHK6tsdnX89UgDva2tTUyfPt1TNzV46MF66PxeqpNuNdCLPkCFFYCpX/y8mQ/Lbc/PmRGTba6+7+WlPxd7d71vNLsnC3Szhw94RMlJTUDTa6ObAf3AkQfEyyV/YXpuPvvsgiPQ31i9woitW8W1Ezmvuh3q96esejdVC+GhA+hmou7Met13Ki5z2223ZQfQf/vb38pqcYih+ys/gO40FCtB3anZk0rRcr11yjR+5621pkCnMc63Vmz0pbRsJgE9Sp45P8BR4SK154IKXH3AE3p97EdXup592eXrgnh6xtfFhs1/KrdbZY5XvVse56GriXOJnle1q1uM5/7F8Q81Pezq2oIyC+hc8MtO69atkzlb5C1v2LDBWN/c3CxBPGLECDnvtN5OVPWURlJTRTXb6bOzAuhDhw5FUlyGeuiFC+fFFPtw2t/suNS8ycVfCNrkdenvezb/UbHpzd/IUeL0rPZEMtPNEuHgofvzkEiisQLULoxUmKX24HhTL5qWeT9qraHlE8cPy9eyDYPla+EL800zxxsO748tINN3zjfAqtcHv9JnfPjRc/DQQwh0GmjLiRkEcipk1tTUJLnDIgDTMKmlpaUxw6RarbeT2+FTIwt0JMW5Vypi6LydEpLmzvyJUewjUaCrN//3Kt8xBo5R37Nq+VJRsWm9fFVBnugY0mbfBzF0/4CuPqSR6g7fL061lpq+RwU6tdbQ8raqhfJ1+cphxvbmj47HvZc8d7Xqodm5TOa8mgGd7EAMPXxAlzBzAPrNN98s6urqxPHjx8U999xjrB82bJjo+eJ+Q2N70LzT+kxW2oF+7733IikuhR66m+ZsLsTitoAGed1Wx1SHk/xDw2HZzUj/jK2bN4r9e3bJQWXcfmYiQE/HzThojyhVdqnV/gjMS39+5VxxLJwyxK2AztDmbmg8vfji315JRvvU/DeiqodmrTR+AN2sdK1s/u/6HTz0iAKdmr0paY2a5mmkTZY6/LWbeQDdRvS0RM0ZSIrzV1QQxgzo3JXLCegMaTeiWKcZWPSSr3TzJM+fP4Pi8/R6rOmIbAmgpnc/bpjqOOlRuhnbAT3ZhyAn0UMZnR8SNZ0/8ZMfGM3kVkVYdC9dB/pz8+9zfK9+zsy6Tibz2/F/gcvNUtU4K6WzQFG2yQroPCUC9NzcXFFbWyuWLFkScww/ge7U1B75JncyEDF0/5+u5z7xkzigcxcyNwNqMKTdiGKddh66ekOc+VCuAfqus53GDfKT1o/lNr+ArjYJpxPoQXpEanKXFdTN6psnIurCSCER9Tpq/OCwI9AZlLLy249yYoD+wjM/9VwS2Ky4UaJSW6tonovKWJ0zN6OswUPPXA9dhak6z03rlI1u1uSur4eHDqD7AnQv8S/KRFaBrmf2xtWzVgpv0DaGtNcbo13zqLpsdF+6uj/Z5lfzMR1DrzufLqAHFbN0KourepRmff+9ino8UGiERVBn29x66HOfukv8fvffiosXOyTcly9Z4Bro/GpWfjgZ0QPHomfzZcEjtoPt0lsDnEZZC4OyOYZOGe41NTVyUpPi8vLyZPJbSUlJTPKb1XoAPcuVDg+d49F809MHsVBvVFwOk6HuxotXxbHOf3v6p7Jp1gvQVdv8BLr+PaLmoZMtatlTp9HqkvXUqT4+hUZ027imulkGugp0nng4VNmKsvZVz0DnBzWr6ygRUXhGfeghu/Ryw1EZhjeqHrqVI6guUwydxg0hsFP3MuP+19oqS7TSpPYht1pvp/Pnz8uqcPQZNEw3ZdZTtnyq8sQA9BAB3Ys44Yxvelwdyyqu/uTDuTHbrBKS7G68nNGeCNBV+CTrcZl9bzdDuIZJ6jm1q1Uf6G96tf95W+c71g97V+ui88T70vFqt7/nGeg0hC93b/QL6Gb1FtQHJTdjCUDp99AzQZTkTf3OOSeMSsAWFxfL9QC6S1G/QiqAP2rUKG9/5LIy02aa8vJyWUyAJpr3uj0TPHQ18U335tQbId+s9QcArzdLs4cGK6CbAchPz8EK2lwQJSoeOre62J0rP0BkdYwTzRsdvXPdQ6d9+fxzy5AXoL/5m5Ux+R1+QJaKHakFj9TWIj8/Bx569IFu1eyfqiz5tABdT05INoZO2YsU5/Dynvr6enHnnXfGvYcqDo0dO1Z2a6CJujjQOrfbgwS6l/gXj3Cmexv6Oh3GiQKdRN2Z3ADdLIkrFbE9sxaEoBVkDJ3zIvQyrEEAPc5rd+Gd60Dv6W2LeejSY9RWn63ut3LZYrF7e7Wj3V5UvbUipuCRms8RNaCjlnvq2OZmPYCewNORrq6uLnHHHXfIuIj+nokTJ4rq6i9v+pRAQSPouN2eKR66DmgroPPQkgzjZIBO3ZncAl2vDJYKz0EviBJWj0jtPhWEh+42mdApGU7dL9HRy9TrluLXlBtCiXF6+dlkRNc+Fzwy+79EafhdeOjRVqRi6G6BTiO8sVetv4fqyvPQdySap3VutwcJdC+iJkQ3QOfkN4ZxMkC3GvbU7AbtdkxpP6XWlQ+znDL49R4LVufACeh0Pu1yD9wCPdHfW83S5wxzqmNA1w4B2K+4NiX7ccEjfWwCt8OzQgA6gO5zU4QboNPYtKtXr7Z8j9kx1PiH03b9ArQqhJCfny+bv/iJmV6dlhsbG13vv+Xt9fImpMcDdaAf3FcnXzs6OuTrmba2mPd5+X60zMfhZf48WqY6ytz/XH//6dOnPf8eXpf37N5l2B3E8c2WyS6/j09wIxvU7bz8ySefXJk/fiym6Vh9P6+zOr56rez4/TZZUMbs+xDQg/79qD4B6b2tm8WigqcNj3ld2SsJXZ9my/SAMHfmQ6b2q1MqrpcwXo9BLIcZ6AsWLDDGKKFs91mzZsn+7FkB9DFjxviW0u8G6E7N+7oHTtmKdh66vj1ID91L/GtXzTbTeLnupZklVvkZc9WPZZWwlorYnlkLQtDy2y4rG9QBUGZM+56RtW3WImJXBEifFhU8ZRSUSdRD90N6prkaIvLj2FTUSP8NWNyKFYUeEoihByty1F5++WVZ/524QvUaaPn73/9+dgCdSvH51Wnfj7i7HiOn+QkTJrjeHiTQvcS/9Ji4FdB18FNM/anHHggM6H7Ylux3C3sM3a4iH533BXOfMCqacb4C5yzY1fLXYcb7UmuPfJjQstlTCXT93KkhIj9/U6sm9qBL64b5egTQv5RaUU5lC9WQzwqgpyMpzu49PK4uJc5RywFltFdUVLjeHiTQvUivqGV1c6SSnurNjCpmUeUsP2+OqVSfQxeqsMdDnUrsblxXJta9tiImaU71MO1q+VsNakMxZjWrve/z7rQD3e+6AmqCKGLmAHqiomIyKluoNZc89NGjRwPoXqBs9V6n41j1Q6eB7QcPHiwKCws9b88ED53A7AboevLc3l3vy65BfgHdb9vs+jx/1tt2ZfSu7kOR9dDtgM7N0jzojX4u9P7futfpNLiO2p+cRldLNdDjrgUfvWZ+mFWBHsVBWOChB88zdZ4qxU2ZMkVWncsKoGeD0hFD7+w44wroetUtrsSVaqC7sY1h8nH7+pj13CXqdFuZ+I/tQ8WBIw+4+n6pkN8xS9M+4VfByyBXu3PZvVKzNYu9eB2SKtS4MAyPf55uoPv9u/LDLJ2zqDSxB309AuiZJQA9RED38nR97upIZlaejdofXL3Jv75quWyGz0QPnQBy5uxm+Xqp56ThsdPy5c9aJGg+PLVALnOzMG9PF9CD8NDNRP2yX1owx7R/utr9i9dTjP3g3lrj/Wqc3e735wennQfuiRzQ+WE2LF4sPHQo44Bu1W0tLAPKpxLoXsS12K1Eg21w/XX15k83ehppLdVAd+OZM0DUCmUEF6umYB44hNerDzNh9cCsftOSwhfktrMd7ZYeudpcT5XRCGDqb+JUG4B/V3qYUs9HVIDOOSUQgA6g+wj07du3xyQXAOiJPV3bAZVLw+qjsj3zszw55nSiYji4Kevp1jYzoNd/+FM5v+vgeAPw6nY1iYubiI3fftYjMc3NUfDQ1cqAVkBXzwnVQ6drwEurhQpwbilxquMeNqjTwyw89PABnZOVbWFnkWfV3Nwsc6JobA6ad1oPoJuI+m5bJcPR5HWglWwAup/xL85uXzDniTgvTq00loio6pbavJusbfrgHq0dVwYFYe/8/MXDtg8AtF/tF+Bn6c3NQSoVMXSS2k1RHerTqr86gYse5nhYVadzRSEMNZRBOnb8UKRgR78BPcyGJc6cCddjpgB93LhxrhOpjx8/Lrsfs2h4Uxr3vLS0NKYLtdV6AN1EVP/cCuY333yzrJEOoAf3dM2JU3Of+EkM0Gc/PjXpYydSM92Nh87N7AwXmnbu/7qjR8/eOsNIbW6Oioeu98vWs911UfP609N/5LqbFoUvavbcHkpvz8tvSw9D8NDDB3T2wN1o8uTJsmoli/qOUyU3Kgaj9iO3Wg+g2yhVo9BEAeh+ir04qiqmAp28tmRF1ec4Ru+HzJp2eZxttSldhbfaBK9CnqQ3N4cNOnbnk7PSaf6F+bOMpnZdnGPhFuiNJ+aKhmOzIv0/Rd/z6AOdRtkkz1uVmq/lZh5A9ygq2oIYevBP13oZUXr1A3ScZe2nhx4HpKtA52Q3HepWXjuJm5uj5KHz+VT3k6Po7d5hGef2AvTt+8bGDZUaRQ89inZFyUO3GhvDLdCpqic1uQPoAYmSGag5Q292B9DjFUT8Swe6X03RXoHuFEP3st5M/ABw8fJR2dzsR2ghHefMy29Klc84098M6m6BzgV79GNELdbMvwFi6NH00Ovq6kzLdHPTend3t2mTu74eQLcRlU41i6M7ZSzCQw8G6H4liwXtoSciKjhDk9rcHCUP3aylwql7mRnQ1f3tjhFVTxYeejSBThXb1q5dG7c+Ly9PJr+VlJTEJL9ZrQfQbXTdddeJyspKOc/xdEqIox8TQE+NV6IWI/GrO5dfwPSzvzN555wcx+GGsHqRfv1+VkDXuwlGrYsaFC2gW5UMV5dpKNPz58/HvZfKsg4fPlxOLS0tjusBdAegs6grG41eRj+euh5AD9ZDp+Znvwuu+OWh+128RAVVJnvo/Ps51VsP4oFIBTm/msEcHjpsyyQPHcoAoFP/wYaGBjlPY8byU5bTGOPZCPSgYuicIObnYBTJxtDdNBf7AfSgK8Yles7499OL/KQK6Fa9BYK+HjNBiKED6AB6gqqqqjIGf6fsw1tvvVWOHUuxCwA9NR56EF24GEhmXaacbAsK5mZAD3pUrWQ9dLUML3UH9PKbqvZSuMGrh66WzlULysBDh20AOoCetcr0GLrfRVbUwUCSBW8QcVsd6JkovbZ4or8p2crJgF5/H57XC8pAEIAOoAPoGeqhB1EG1YsXqdsWJMy5+xp5nKkAejIeuj6UrfpdechYN3BWkwHdvFcHulVBGXjosA1AB9BlFvvQoUNlVjt1JehJssmzqalJFBQUuKr/zjF6KhRA+3OGvary8nJZkJ8mmve6PSigBxVDT9VAJW5tC3okL/I4z376fkqAnkwMncfn1lsTGND8cGL3W+kJbup7rVpF1O1qyd1UXI+ZIMTQAXQA3YOoj7nazWDWrORKSubm5sq+gm5r+bIaGxvjCgZQoRvqG9/Z2Skn+q60zu32MHnoyWS2B5GsFtSxdR1s/LE4duoXGe+hnzjWJBY9mx/3Pan5XIWvDt2+vnOWQFffawV0bp7nBwarlhJ46LANQAfQZZe0oqIiOU+vN954oz/GeAR6f3+/GDx4cMw6GoWHus6prQk0kIzb7UEC3Upm5U/dKtGEsDAD/WTLcrG3/gcZG0OncMXMh3JlpbenHnsg5nsyZC9c/MAAsFoNru9qQuH57kNxQNffqye6mSXQmSXDQRCADqAboqZ2gukVb6LPM4j9ADp511wJSBV1l+PvxtBXu9A5bU+Fh67eZPkGfqnnZErPoZ/N4vqxggb6uQt7RFXt3xjFdLi1IlM8Iuqq9mz+o4anrgJd/a3Y21Z/swsX68Xm399geNlqFzS9WAyFHfTz4DY2Dw8dtgHoALoBdFV+Fb53C3Ru6l+9erWrY6jfz2m7fgFaDSaQn58v41n8B6NXp+UDBw6Irq4rdbU7z14Zt7n546ovbuD/RTQe+6Xn4yWzzHBI5v28zMc6fqJBdHSejLEviO+vxp455ECvHzY1+f55FNbx+v4PG+vFooKn5bIK9D80Hon53ZuOVhueNv+eRz9aKXbuH2f8nnq1N3V5z8F/jfl8r+eTrsdUXW+pXNZfo2RfItdjOpYB9JAB3WosdKsSfn576FQCcPbs2TL2buehUwuCnYeub0+Fh85JXdx8vH3fXaL24PjAzpddAlWix9D7Olft+pq06XRbWaC2qN+Hga6PJZ5uj2j3jmqxavlSw0NXX/XfXE1eY7DXH31cvvKgKiz21Pm62d/wQ2ObXbIcPHTYBg8dQM9ooFu1FugxcppXR+hx2h4k0Fmc1MXzTR/9m2XxD7/Apxcm8QJ0tauY/n5O6GKb6g7fHzfGeVBioO+v25lRsXS9u5od0FVb+OGIHop0jzzuxn417MDy2lcdggB0AD1YYzwCnRLaxowZE7OOMtYpc53GZG9vb5cZ7RUVFa63p8JDJ++Kb9TsrQcVd2bPzWywDrdQJ3jo++l9zRuPLhH7P/i+5RjnQQH9sQfuE2+vX5NRHvqbv1kpqt4t9wz0xhNz5WvHuSr5uvPAP1jurz5kWT20wUOHbWEBOt+X7UTdoydNmmQ4lKzm5mZxyy23yG7INO+0HkBPAcitvHsd8uvWrZOj59BJvffee8XJk/HJZNS3nE4kZcAXFhZ63h4U0LkPadenO+QNuOezlpim1iBEXtue+klxEPcCdPUBRH1IUJt3jzS9LT3GoBPizB4qSoufCwzoXvr98negvufUB90r0Cn0ol4PekEZs/eoTfZB2hYmoR96+IBOY4I4OXT0/sWLF8etnzZtmkyOLi0tjRkm1Wo9gJ5Bmjp1qvSsUym/PXT2qD5qKY7zmq2gpa9zI9VzMytiwstOHjU1p6vvM2ve5WS/dAA9yO5rdM7cZtDzd6DBcigxzi3Q1XNz+bOWmP3sYuJqN7VEfnd46LAtU4Bu5rzpGjlypGxZ1UW1SMh77+3tjalLYrUeQM9yBdEPvfmTfxe7DnzDFLD6cqJAZ0+PPTxu0jU7vl38vmbP3xrgt2veTSfQqend6qEmGXHXOKf+/pxp397WKubPekS+Wn1nq5YUr13/vLa0QFCYgU69kR588EFZB2Xt2rUx673MA+gAuq8eugRFb5strNVm+ESBTklW6sAcnHSle++yu9MF80FD1O8pC55cPGz6AKB2X0uFVK/24sWOmO/EHrX+QJOI9tTucO39036rVxTZVu+z+n2cmtfdQB2eLDz0TAe6VTdgN0AfMGCA2L59u5yo9DiADqUV6Hr8a/eh+0xhrTeP8ysloKlVxZy8c/LI1YE5dMCx97qn/jsys9pMtJ5bEirfv0kc/MOPTbulsW2p9BTZHvVBhT3q7ottMesT1erSZZ6Arjb/m8HZ7vsk2pqQKNARQ4dtYfLQhwwZYsyrvZu4ab27u9u0yV1fD6AD6L576AxLK+9bB7o6trWbAT1oen/v38UNzGEGDW6KNzsmd0OjbQRzejXrlpYuz8Esg/+ZOX9njDKWLNBfeOZnCQGdH8r0/ISgx4iHJwsPPapAp4HANm3aJGpra2N6N3HFUKpJoia/Wa0H0AF0X4CuiwuF6P27zYBuBi71fSo4aFvdVe/fzRCmre3rTaHAUOJs/AsXG9JSptYL0NTfafu+sXGjj3k6P1fj4lbxeScP3ezhB7FuKBvkFehW9UvUZerRRL2TaOwQdUCt1tZW2fOJppaWFsf1ADqAHoiHbuYxewE6Q50H6+hRMqTNvH8rUf1wuyx7Ej88WGXEp8tzUMMT/IBUMP/2mN9r265bRfelRs/HZpi7iW1TU/+Mad+L++308EQmAR0eOmzLJA8dAtBDBXQ38S+nbmy6V0pFaShDeuuOvzC8QRVubpKs7MbldgugdMb2OJZOAFZfP2k9akD1zNl3EwI69a938xt0dpwRc5/4Sdz5Uc+B2/yHVAkxdNgGoAPoALoIbjx0r0A/enKhfD3WvDguic5rrfZkgJ5uz0FWjftRjvFKMD60f89VoP+LLI6TCNCpAp6b3+BY0xGx+LnZpueRxA9Yek4DvD3YBQ8dAtBDCHS3UGWP06nsJ000QIfqkV9OsPocH1P3HsMS8+Xfo2zdfzcy3an8Kq1b+0aOOHL86YSArhfVsRLVk19R9KLtgxni51C2CEAH0OGhi9ja7nZN5lyIRC23yrHzREc7oyQy3YMMk4dO04qVow0Yv7F6xZWY+jO3i90Hv5MQ0N+rHePqN6jZ9q54fdVyywezTCz+Ag8dtgHoADqALoKLobNH6JSZbTXoSu2hbyY82pneb90L0NMd2+Pf4ZWVkw0Y/2pRgVz3wvPfFtt2jvF8TE6Ic/MbvPPWWjnJm642EpruqWeKEEOHbQA6gA6gB+ih6wOh2MmsAM2V6m/HErJTrywXJg+d4fvWG8sMoM978iH5+vLSn4mK9/4sIQ/dLYjLVhaLHdVbjXOojlWeqUCHhw7bAHQAHUAXwcTQ2bvzcuNXB/Wg14/b1yf82Wax+zDFfSkZbveOagPGPHHTe6Jev5v3lhQuFAf31hqtLDzefRh/RwgC0AF0AN2Hp2s1/uoWOhwz96M7VKJAzwTPgeB96sQxcfnSRTm/f/eOmOQ4r2CVNe6v1qh3EmW4U6Y7ifMg4O3BLnjoADqAHlGgu41/ealqZlWKNdVAT3dsj6u68ahoBHWGfMPh/Z6Azp69HOL2C7uc3kOfTSOsqXX4kxkQJlVCDB22AegAOoAeoIfuRVb1wv2AOokT79w8YGSC52A2xCkPaZoo0J089P7PP4/ZP0xDmcJDh20AOoDuu5qamkRBQYEYNWqUs8FX6/3ScHh33nmnOHo0flzu8vJyMWLECDnRvNftQQE9CAXhCTKQqGscTWEXQZdsIuC7eUBRAa3+HmaDtNDDAq3Pm/ItjE0OQQA6gJ6bmytHxHEabSfWO+0XxcXFYvTo0THrqWj/2LFjRWdnp5zuvvvumEL+TtvD5KEHJbXpmLz0KNimFt+xGhCHvXwVzKqHbgZ0as6n9U8++g3xHzuGhep/Bw8dtmUK0OkeTPdiN86cPohLc3OzHLSFHDSad1oPoKfKmGu8m6OOi0uaOHGiqK6uNpZrampETk6O6+1BAj0s8a9EEsgy2Ta1e5+ZB62ua/zgUMx+agzd7PeghDvZRe7pvxc79n89VP83xNBhW6YAfdy4cY73f6vt06ZNk8OklpaWxgyTarUeQM9QoBOY9ae6QYMGSe9d9eRpndvt2e6hq3F5L0DPdNteLvkLS6jH9OVfv8bUQ+cm+PMXWmOOS13innzoh+KFhV+V3dXg7cEu2BbMeOhW24cNGyZ6enpEb2+vnHdaD6BnINBprNvbb789bpxbs2NQvN3tdv0C5ElXfn6+fFrmPxi9RmW57vD9ovHYLw2gRcE+ahJnSFN5W/a+GdgMbT25TQe6HA/+crtx/CUL5oq5TzwkfrXsL0XdgfxIXg9YxrLX5aCATi2y1KKq3vfV+7ebeQA9w4BOSXR0UgnqunQPvK+vz9ZD17dnu4dO4nrwUfLQCch9V2PoHEsnqXF1O6D/dOo3Y/YzroNZj4hFBfnildduEp90bIS3B7tgmw3QrRwkt/f/7u5uMWfOHJkQDaBHAOgE8QkTJsgTayY9Rk7ztL/b7UECPSzxLxVyUbGNIUzV5Ehsm/rwYgZ0jqF3d5+NAfr5T88Zfd9fWfaSWLtxkLhwsT5U/zfE0GFbqoHuVwutCmhuWicmmDW56+sB9AwC+vjx40VjY6Plds6W7OrqEu3t7TKjvaKiwvV2eOjCAF5UPHQGL1eQU4FO4QUqzGMF9DNtbVc89Qt7xLZdtxr7UXc1Ot7Mn+SKta8Wue6vD28PdmWzh+4H0FetWiVuu+02YzkvL08mv1FPKTX5zWo9gJ4CkFt1SdBPst2+LOpbTt0VBg8eLAoLCz1vDwroYVLU+lJTadb6A3tigK4nAFoViNHHnqep4dB+0dbaIp7Nf1SOsoa+5xCUONCt7uc6C8gzp9yphoYGYz212g4fPlxOamzdaj2AnuXKRg89arZR9vq611bEeejq68L5T8YMmaomBdJ847EFBvCP1NeJDxvrZVJc9dbfhhLo8NBhWyZ56BCAHiqgI7aXPh3atztmBDYV5LpXvm3XX8XE0Hk/GnCFmtk3Vv4Psb1mtRzZbdWvXwhtdTjE0GEbgA6gA+jw0ENnG1WAcwv03YdyYjx0fcCVjVv+UlRtWyoqyzeIjRufDi3Q4aHDNgAdQAfQRfRj6FEUJ8f9alFBHNBVqNd/ODMO0mqp2PLKMaK8PF+8+ZuVYsvW/4f67RAEoAPo8NDhOaRaBO4d1VvjgM4jtdEydWXTY+iqKir/QWx6e6pYuWyxeLf6q6Jq19fgocMu2AagA+jZBHTE9jLDQ+++cD4O6CzuoqbH0FX9rvpfxLr1/yQKF13x5Pc25CKGDrtgG4AOoMNDh+eQSqmeuFoohtarsXI7D71m+0zxxvq/F794YaLYtnOUOHpyITx02AXbAHQAPZuADmWO2Cv/+PQpWb5V9dBV4FPVPF37Drwk1rz5N2LJ0r+W8faWM+iHDkEAOoAODx2eQ1qBvr9up1j20vMxQOfStzSIi5ldf2haJ9a+9efi1df/TO7TdX4XPHTYBdsAdAA9m4CO2F7mAZ0Kzrz1+qo4D509czO7Wj6uFevL/6sB/896P0EMHXbBNgAdQIeHDs8hnUBfUfSiLBCjA93Oru6LbeKtd/80bkx1nDPYBdsAdAA9S4AOZR7Qn5s9XZw6ccwTmClbHn3PIQhAB9DhocNzyBCgczc2znx366GT1lf8WeiBDg8dtgHoADqALhBDD7tt7KGrfdC92PV25ddCD3TE0GFbpgCdh7V20tatW+NGZGtubpajZ44YMULOO60H0AF0eOgR9NDdAN3Krt/v+i48dNgF23wC+rhx4xzHQ+/v7xcjR46M22/atGly3PPS0tKYcc+t1gPoALovQIfCB3QrNR57TgJdba6HICgxoEuYOQB98eLFYubMmXH7DRs2TPR88T/s7e2V807rAfSA1dTUJAoKCsSoUaN82b+8vFw2s9BE8163w0OHh+5kVxSKycBDh21hAXpnZ6f0zru7u+P2GzhwoKd5AD1g5ebmipKSEscnNDf7Uyxm7Nix8gKgieIytM7t9iCBjthe+IBuZVdYi8lkw/WI/1nmAp0nr0CnJvOysjLT/QD0TDXmmmuS3n/ixImiuvrLfsU1NTUiJyfH9XZ46NnjofOUiF1hLSYDDx22hdFDp236xOKmdfLezZrc9fUAeoiAPmjQIJk8waJ5Wud2e5BAhzIT6okK/dAhKDVAt9svLy9PJr9Rq62a/Ga1HkAPEdDN1qnNLU7b9QvQqokoPz9fNn/xEzO9Oi03NjZ62j9My6dPnw7d91eBbrU/2WW1XR2NLYznL6rXI09R+n+5uR4zadkr0M08b7f3+NbWVjF8+HA5tbS0OK4H0EPsoff19dl66Pr2ID10xPaiZRdi6LALtvnnoUMAetw6PUZO8xMmTHC9PUigI7YXLbsQQ4ddsA1AB9ADBDpXHOrq6hLt7e0yo72iosL19iCBDkVLiKFDEIAOoJuA2SqD0SqGYrU/ifqWU8m/wYMHi8LCwrj3O22Hhw6vCOcMdsE2AB1Aj6AQQ89e23DOYBdsA9ABdAAdngPsgm2wCx46gA6gRxHoEARB2SAAHUCHhw7PAXbBNtgFDx1AhzIf6IjtwS7YBruywTYAHUCHhw7PAXbBNtgFDx1AhzIf6BAEQdkgAB1Ah4cOzwF2wTbYBQ8dQIdSC/THH39cXrReJhrQxet7wjJF1TacM9gF27xPdH8E0AF0CIIgCALQIQiCIAgC0CEIgiAIAtAhCIIgCALQQyZK8MCECRMmTOYTBKBH/iEAtsEu2Aa7YBsEoOPPCNtgF2zDOYMAdAiCIAiCAHQIgiAIggB0CAqDtm7dKoYOHSquvfZakZeXJ3p7e41ttA62ZZ6qq6vFDTfcICZNmiQ6OzvF3XffLQYOHChuu+02UVtbG+pzFmXbIAA9Mgo7HKJqGwGvpqZG9PX1iaKiIpGTkyN6enoicc6iahtBrqGhQVRVVYlRo0aJ0tJSuX716tVixIgRoT5nUbYNAtBDpXvuuUdcc801lhNsyzyRN6R6rnQjnTBhgmhsbAw90KNqm/rdBwwYIPr7+41l8maj8nAcNdsgAD1UoiYxesKOooceVduKi4vFjBkzYtY1NTVJW8P+EBZV2+yut7D/z6JsGwSgQxAEQRCADkEQBEEQgA5BEARBEIAOqUKWO+yCbbALtkEAekiELHfYBdtgF2yDAPQICFnusAu2wS7YBgHoEARBEASgQxAEQRAEoEOBCUk6sAu2wS7YBgHo+DPCNtgF23DOcCMF0CH8GWEb7MI5g20QgA7hzwg4wDbYBdsgAB2CIAiCIAAdgiAIggB0KL0qLy+XzWRRrPJk1vwXhSZBnDOcM5wzCECH4nTjjTeK9vb2SNo2dOhQsWrVKtHf3y+nsrIyMWTIEJwznDOcM5wzCECPnlavXi0WLlwYSdtqamrEXXfdJQYOHCg9hnHjxslylThnOGc4ZzhnEIAeOZk1A2JgBZwzCOcMggB0CIIgCALQIcgfbwheEc4ZhHMGAehZ96fEnxHnDMI5gyAAPWKibFUktOCcQThnEASgh1zUteamm26KpDcUVa8I5wznDOcMAtChuD8lLW/YsCEStj344IOirq7OWK6srBTz5s3DOcM5wznDOYMAdChMomIeVKGLil2QqImT+spCOGcQzhkEoEMh0s6dO8U999wjrrvuOnmDufXWW8XatWvxw+CcQThnEIAeHdl1ORkwYIAYMWKE2Lt3L34onDMI5wyCAPQwq7W1Vd5sIJwzCOcMggD0iHgXEM4ZhHMGAegQBEEQBAHoEARBEAQB6BAEQRAEAegQBEEQBAHoEBSdP7OPZT1RFhSCAHQIgtII9Ew8FgRBADoEQT5AuKenR+Tm5orrr79ejB49WvarZnV1dYnx48fL6mHq+2m+urpaDB8+XL7vlVdeMbZt2rRJ3H777fI9Q4cOFWVlZfjxIQhAhyAoaKDn5+eL4uJiOf/yyy+LKVOmGNsefvhhUVRUZNT4Vo81adIk0dLSIpqammQtcNb3v/990dDQIOdramrEDTfcgB8fggB0CIL8BLpZDJ2GAD1//rycJ3CrAB48eHAczPlY3d3djg8LTtsgCALQIQjyyUM3q0/OUuftjqUunzx5UkyePFkMGjRIvh9AhyAAHYKgFAB92LBhMo5uJvLe+/r6PAF95MiRYtGiReLSpUvw0CEIQIcgKFVAX7BggYydm2nmzJlyuxegU5LcoUOHZFM9jbFN29ra2nACIAhAhyAoSKCTZs+eLT11vYmc4uSU5a6vtwM6ZbVT7J2m5557TsyYMSMmaQ6CIAAdgiAIgiAAHYIgCIIAdAiCIAiCAHQIgiAIggB0CIIgCIIAdAiCIAgC0CEIgiAIAtAhCIIgCALQIQiCIAgC0CEIgiAIAtAhCIIgCECHoJBf/NqwopiiM0EQgA5BWQZ0COcVggB0CMKNH8J5hSAAHYJw44+G+vr6xEMPPSTWrFmD8wpBADoE4cYfVv3iF78QGzZswHmFIAAdgnDjh3BeIQhAh6AMvPHffffdMVNQn5EJSuZ7qO/1yx4AHQLQIQhADxVsowZ0eOgQBKBDUGiAfu7cOTFjxgwxYcIE+UrL6nsOHjwovve974l//Md/FJs3b45577Jly+T7pkyZIt57772Yz7A7biqBnowN6vyFCxdEfn6+uOeee2LW9/b2iueff14e+8c//rHo7OwE0CEIQIcA9NQDnRLIOBucXpcsWRLznnnz5omOjg5x+vRp8a1vfcvY9tprr4mysjI5f/nyZbF27dqYz7A7bqqBnqgN6jx9/7feekv853/+Z8xnlZSUiI0bN8r5TZs2iYULFwLoEASgQwB66mPoOTk5Emakzz77THqr6nt4mw643NxccenSJUuQ2h031UBP1AbdHh3mpG9/+9vGMWi7mZ0AOgSgQ1AWA/3tqj9JePLioevrqUnZapu6PG7cOEeQWh1X1yOT7094cgN0P2ww29fsQclsPwAdAtAhCB56IF6rKtWTplfdQ7c6BsWMdY/VykPXj5tqDz1RG9R58sQ///zzuM/67ne/K+Po6TqvEASgQxCALkWxYY51U0yZYt9uYEj7VVZWynlKBFu6dGlczNnquJkCdCcb1HlKnuN4uypaR7FzAB2CAHQISivQz58/b2Sjz5w5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RentabilidadUltimosAnnos_432.png png 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Z8/yDQAEHfajuLiQi+HsOOglFQGSu+6XxNzMxXGlpaV8AwBBh31QT6HKXBFFXO006E0tS8WwYgwR7zQZuaO0oEdGRmq7IwIEHTZvx44dEhL2BnG1w6B/djxFktNcZNtfBxPxTrN55/e1neNU1NXuiABBh81bX1TA4XY7DfqKXA8pbxhOwLuZyMVztaDn5OTwjQAEHbZNPSY1PXMxYbXDoG8oD5RVG54n3D1MatZo08Vx6tQTQNBhs/bu3SuBIa8SVjsL+s7mGElOH0+0rzBV2+83Bb2uro5vCCDosF2bN1dyuN3Ogn7oWIokGqZxv3kvZ1H4PC3oPCsdBB02rWB1GlG1s6CvyJ0tm3bcR6x7OYmpk0yr9JMnT/JNAQQdtkd980pMnkNU7SjoG8qDtL3KCXXvp7B8pCnoH374Id8YQNBhe5qamsQ36GmiaidBb2qOEcOK94j0NeztvjAsRAt6amoq3xhA0GF7yit4VKq9BF3db56S4cz95tc4S6K9Tat0decHQNBhU3LzkgiqnQSd8+bXNymZ75mCrjZaAgg6bIZ2/jyF8+f2EPSNVX6yqvhFwnwds67i56agFxQU8A0CBB22Qz1dzS/oeYJq40Fv+iha0rJHE2VLnEf/7zawam939ThhgKDDJlRXV4mj800E1YaD/umRZIlL9JD6liFE2QITEelvWqUfPnyYbxIg6LAN69fnEVMbD3papifPN7fgLF022xT0hoYGvkmAoMP6qd2wDGnhxNSGg76mKFBWlz5NiPvowjjOo4OgwyacPXtWYuM8iKmNBv2DXUt4vnkfTMHGZ01BV+fR2QYWBB1WT50f9At4hZjaYNAPHk2WhGR37jfvo+ejG4Ou5syZM3yzAEGHdfvgg0aZ5HoHMbXBoBsyfLjfvI+mcd8gWbgwxBT0AwcO8M0CBB3WrbRsHSG1waAXrJsnOWtfI759OJGL/bgwDgQdtmP1mgxCamNB/2D3EknNepfo9vkWsJ6moBcWFvLNAgQd1i175XJCakNBV+fN4zlv3i8Tn+JsCrp6PjpA0GHVDGmLCKkNBd2QPkfKG4YT3H6YzLw/mIIeFhbGjnEg6LBe6klScQk+hNRGgq7Om+fyfPN+m7yilztc6a6eeQAQdFilU6dOyZIYF0JqA0FvbIqWpLQJhLYfp2jT4x2CfujQoWt6nXl5eUloaChjZtSfDUEn6LAAdQ96UMgbhNTKg67Om7NPe/9PydaHOgS9qanpml5noaFz2v63njEzoaEeBJ2gwxIOHjwoXr5PE1IrD7oh3UfKG4cR2X6e6l13dwj6pk2bCDpBJ+iwTs3NzTJ99o8JqRUHffW6eZK3/hUCOwBT13xrh6AXFxcTdAuPn99U2b17t3z22WcEnaDjejQ2NspYp8GE1EqDrs6bJxqciOsATvug5+TkEHSCTtBhnerq6oiolQb98HGDLFs+R2r/8h3CaiVBz8rKskjQHRwcTHPjjYPlhRcel+3bkwcsqiNH/kQOHSro8L6vvy6ToUO/L99+W2v6mnv6HFf6OEEn6Ohj1dVVRNRKg25I95PSugeI6gDPwrD5pqAnJCRYLOjGH587VyGRkdNk+PD7rjvMt9xy8zX9OvX7R0W5dXifweAj/v6OvQ42QSfoGGAVFRuIqBUGvaQ8WFayT7tVTHhEgCnoS5cutXjQ1ahV8F133W56++LFapk48Tdy221DtNXz8eNFHX5tfX28PPDAUO3jWVn+XVb9xp+7cWOEPPPMo9pRgGHD7pH8/Hlmo6pW50888WCH973yyhOyf39uh9+3oiJK+31vvvlGGTXqBTl9utTs/6eevn6CTtBB0HUz2bkREpc0jZhaYdDVWDro6tC2u/vbUlAw3/Q+tTJOTvYyrZSdnX/X4deOHv2KfPnlejlwIE/uvfeubv+i4Oj4uuzbl6P9eNu2BLnjjtu6DetTTz2kfT714yNHCuW5537a5WtWX6cxzlVVS8XNbZTZ37unr5+gE3QQdN3M4iUBsmXPncS0jycowkGmzrryvPbaS/Lqq6+a5lo2T5kyZUyXON5wwyBtpfvwwz80Rdc4999/t3Yo3rh6bx9i9WvPn68yG9LrOSy+bNlMCQubqv04OtpdC/GVfq06x27u4z19/QSdoIOg62aCw0dKVsGbRNdKV+iXLl2y6Ard0/NdqalZJt1dNGeMf3dh7Snon3++Vpyc3pDbb79V+xw9BV2tyn/2swdMq3VjkHsKujqk3t3X0d3XT9AJOgi6riYu5S0pqx9BUK0w6GfPnrVo0C9f3ipvvPG0FlTj+9QFcuo8dG9W2T0F/bHHRmir7QsXNvVqBa+uti8qCtMO1Zv7fVtbszu8r/2FfO0/d09fP0En6OgjW7fWyFinQUTUyma88yAxrHhX26mMqNp30NUcPLhKXnvtSS3uxqvOOx/y7k3Q1Yq5/QVo6u2WlhXaYe+yssXaz/3qqw3dxjU+frZ28dzmzdFmf98RI+7Xvlb1dnNzpnYu39zX0dPXT9AJOvrI3r17ZcKUO4moFY7b7O9JcrqjNO4bRFit5La1vgq6GnVRnKvrH0xvBwVN1Fa6nQ+V9xR0dRW6OrxufFtd1a6unlcTHu4i3t5jOlxE13nUXwZU0M19TH3ewsIF8uijP9L+ovDmm892OKrQ+evq7ddP0Ak6LERt/ersdh8BtdIJi3pOVpc+TVitZGMZSwWdIegEHRa3f/9+8fR9knha8SSljZIKHsxC0Ak6QQd6oh6f6hfwCuG06vPpgyUxdYL2oBAC27+jtt0l6ASdoMMmnDhxQhaEjyGcVj4e3iMkM+8tItvPU94wvEvQLXHbGkPQCTos7ty5c7IkZgbRtIEJj/61rN74DKHtx1lX+USXoF8LL6/pbVF3lZAQFwkOdmbazbRpYwk6QYelLFvuRzBt5f705HFS+cFQYttPk1XwW4sE3ej06dNavJiuQ9AJOiwgLT2CWNrITJgyRNKy3+FWtn6a5IxxHWIeExNzXa+1r7/+WlpaWhgzc+TIEYJO0HG9cnLjiaUNjbf/wzyJrZ8mNmFah6CnpKTwDQMEHdarsDCbUNrYLFn2J1lX9b9Et48naqlPh6Dn5OTwDQMEHdarsqqU7V9tcBLT3tVuqyK8fTcRkf4dgl5cXMw3DBB0WC91Qcq0mcOJpI2Nk9vdYsh6l/D20ajrFBaGhXQIem1tLd8wQNBhvdTmMkEhfyCSNjj+85+W/KKXCXBf3IO+bViXK9ybmpr4hgGCDut1+fJliVnuTSBtdKLj3mZr2D6YlYW/6hL0L774gm8YIOiwbimp4cTRpvd7Hyf1LUMIsQUnweDUJehnzpzhmwUIOqzbmrUrCKMNj4v7DyQ1azQhtuQV7tHeHWIeFhamHc0CCDqsWm1dtUyY8l3iaMMTFPIrKSh5jhhbaMI6PQc9KSmJbxQg6LB+6iEtPnN/SRhtfGLiHWXTjnsJch9cEFdYWMg3ChB0WL+LFy/KosipRNHGZ9zkmyQpbbw0fHwTYb6OyV7zmy5Bb2ho4BsFCDpsQ1p6JFG0g5np/aBkr/4tYb6OWRbn3iXohw4d4psECHpf8PLykNBQT12Pl9c0i/6ZlpQUyPjJQ4iiHUxY1OtsDXsdszjK1yLPQQcIei+Ehvq3/W+9ric0dIZF/0zVBjOzvH5BEO1k4lPGSfWuuwn0VU510/faAh7KBXEg6AS9/yY42FWOHTumPWPZEtQtOYuXeBBDO3rUanLGWB61aoFnoHNBHAg6Qe/TCQycou3D/sknn1jsz3VF1jJiaEfj4fMoj1q1wPnz5uZmqgSCTtBtK+ibNm284v3of3jHQZ561kF+/guCaQsTufTPUlY/glj38oEs4eFBXYKujoQBBL2fgu7g4GCaG28cLC+88Lhs3548oMFt/zWpaf/+zj/PWoJ+9uxZ8Q8a1SUKb4xykMd/7iA//ZmDPPmMg4waTSht6ny6wVHqmm8l2leYNWVPdYl5TEyMfPvtt1QJBL0/g2788blzFRIZOU2GD7/vuqN8yy03X1fQbW2FriQbIrRV+HMvO8j/jnSQRx53kGdfdJA/vksYbXUmTbtDMnLfItpXmPhk5y5BX79+PUUCQR+ooKv59ttaueuu201vX7xYLRMn/kZuu22IjBz5Ezl+vKjDr62vj5cHHhiqfTwry7/LCtv4czdujJBnnnlUOwowbNg9kp8/76qD3tMK/Wo+vyWDrnaKy87OloCAAHnnnVHy1LM3yuu/d5AxE4mhvYxf4EuyruoJwt3DhEcEdgm6eo0BBH2Agv7112Xi7v62FBTMN73P399RkpO9tB8bDD7i7Py7Dr929OhX5Msv18uBA3ly7713dRtfR8fXZd++HO3H27YlyB133GbRoF/N57+aoKsr2NVtaTt27JANGzZIdHR0259hqGkSExOltbVV+3lHjx6VOf6/IYJ2OFEx42XLnjuJt5kpqv5pl5irB7KcO3eOIoGg93fQb7hhkNx8843y8MM/NEXROPfff7d2KN64em8fSvVrz5+vMhvYKx027+njljiH3tPH5syZoIU5KiqqQ5w7T3BwsCxatEgyMjKkqqpKu2L3/PnzPf75xieEEkC7vT99PLeymTvcntL1cHt6ejo1AkEfyBW6p+e7UlOzrMe4qvj3JrCdP/b552vFyekNuf32W7XPcS0x7un3u5rP31fn0JXKqg08fc1eH7U6/ceSs+bXRLzT1e0Ri/27BL2xsZEagaAPZNAvX94qb7zxtBw5Umh6n7pATp1Hv9rAdv7YY4+NaFsVu8uFC5uueXXd0+93NZ+/L4Ournafv2A8AbTTCQj+rWyoeZSY/3fyi17uEnM16nUAEPQBDLqagwdXyWuvPanFXb2trnpX586vNrDqIrn2F9Cpt1taVmiH7cvKFms/96uvNlgs6Ffz+fsy6Ep6RpSMdRpEAO10lsZOktq/fIegd7OZTEJCAiUCQbeGoKtRF8W5uv7B9HZQ0ERtpd75UHZPga2oiNIOfxvfVledq6vn1YSHu4i395gOF9FdS9DbH/6/ms/f10HftWu7uLr/D/Gz40etpmSO1n3M1f35YYvmdQl6bW0tJQJBH4ig2+qoc+bXer98XwddbaaxNMaH+NnxuL//iOQXv6TroCenjzd7uP3UqVOUCASdoPdu1BX5avXf073mAxl0ZWPpapnkcjfxs+NZEPG2VG2/X7dBN3cxXFZWFhUCQSfotr2Xe2cXL17k4jgdTEyco9S3DNHfxXDFL5pdnbOZDAg6Qbe7oCu5eYkyfvIQwmfH4+j8HUnJfFd3QY+K9u4S8/DwcLlw4QIVAkHvL15es9uiPkfmzfMUT08XXY6z87h+Cbq6dcfX/3eEz85ntvezsrr0Gd3EvLTux20BD+0S9OrqagoEgj4Q/vnPf2pR0/P0ddCV7Jzl3MKmg1kU9a7U7LpbF0GPWT6Li+FA0K3Jv//9bzl9+rSu55tvvunzP+djx47InLmvEz0dTFzSBLvfGlY9H97c6jwnJ4f6gKDD/mWsWNy2Sh9M9Ox8nKcNlXQ7f9RqbMI0s6vzQ4cO8UIHQYf9O3HiuPgG8BQ2PUxg8K+kZMtDdhnzkq0/Mbs6VzvDqb0XAIIOXchZGavtMEb07H+WLJssNbvv1M2585aWFl7gIOjQj2++OStB88cQPF1sDTtE4pMn2VXM11U+YXZ1HhcXx+ocBB36U7guWyZM/Q7R08FMm/WwZK9+3W6CviTay+zqvKmpiRc2CDr059KlSxIVPZPg6WTmhf7JLs6n5xe9ZHZ1npSUxOocBB36tWNnvbjOfIDg6WSiol2k4eObbDbm2/46WCIiA8yuzpubm3lBg6BD31LTF7HZjE5m0tTvSWLqWJsNelKao9mYszoHQQfafPXVV+If9BbB08vWsD7Py+rSp23yNrWFYSFmg97a2soLGQQdUDZuzBcn13sInk5mYcR42bTzXpsK+uIlc8zGXO0Kx+ocBB34L/UNMTbOn0PvenrUavxkmzmfnpn/e7MxDwsLk5MnT/ICBkEH2jt69Ij4BfI0Nr2Mk8t9YljxZ6uP+da935XwiCCzQeeJaiDoQDcqKteJs9t9BE8n4xvwW1lT9pR17wgXN7PbC+EuX77MixYEHeju0HticgiH3vX0qNXIKdoq2BpjvmLVm2ZjzgNYQNCBXjh37pyELpxE7HS0NWxM3BTrezRqwwgJCws2G/PCwkJeqCDoQG80NTXIdI/HCJ5OZur0n0h67u+tagOZxUt8zcY8MjJSzp49y4sUBB3orVWrDeLozF7vepm5QX+Uos2PWcdzzuPduj3Uzo5wIOjAVVLn05MNYTLWaTDB08mEL3YZ8PPpaTlvdxtzDrWDoAPX6OLFi7J4iSex08mMd75VYuIH7nx6YcVIWbjQ/G5wCQkJ2n+PAEEHrtGhQwclaP57BE8nM8PjKVlZ+Eq/x7zig6GyKDy42w1kjh07xosRBB24Xjt2bJPZ3s8TPJ1McMgYqfrwB/0W85pdd3W7eYya3bt38yIEQQcspbxinUyb+VOCp5tHrU7pl61hG/cN6nafdjWVlZW8+EDQAUvLzUsSZ7dhBE8PW8O6/kASU9/r+yvaE6Z1G/Pc3Fx2gwNBB/pKeka0TJx6N9HTwXh4vSj5Rc/3WcwTDJO6jXlcXJxcuHCBFxwIOtBX1O1s8QmhMmHKnURPBzN/wYQ+OZ+ekvletzGPiYlh8xgQdKA/qMOgy2Lns1LXxdawgyUqenof3Gse2u0V7YcPH+ZFBoIO9GfUl0YHEHUdzBS3EZKc+bZFYp6RO6rbmKvZu3cvLy4QdKC/qcPvS6L9OPyug/H2GyVrK564vqen5b/ZY8zr6up4UYGgAwNJPUjDyXUo4bPzCV04VbbsvuuaYp6cMa7bkKupra3lhQSCDliDmGXB2qFZwme/ox7WsyTG1aJXs6spLS3VjvYABB2wEknJkeI260niZ8fjMv0RSV/5Zq83jenpPnM1JSUlxBwEHbBGuflp4uH5a+JnxxMwb4xs2PLQFbdz7WkHODXl5eXEHAQdsGbri/LEe847Mm7yTQTQXh+1Gukm9S1DzMa8fNswCY8I7DHmXAAHgg7YiG3basV3riNXwNvpTHK5R2ITJ3aJeUHJcxK2KLjHmDc1NfECAUEHbMmnn34q/oEu4ur+OBG0w3Gf/aJkr3613e5vY3u8LU1tGsN95iDogI06depU24rNT7zmvC1jnQYTQjuboPmTpGjzIxKzvOfz5Wo716NHj/KCAEEHbJnal3v58miZGzBFJrncSwjtaZXu8YIW7ISEBG0Fbi7mSUlJcubMGV4IIOiAPbh06ZKsXLlSAoNmyvRZTxNDGx91tMXP36lDuLOzs7vEPD8/Xy5evMgLAAQdsDeNjY0SPN9PfOdOkAlTvkscbfJe9Idlfshcs6vx1NRU04/Vv2tuSwNBB+yYOpeqDsP6B7rJDI9n21Z7gwilTTx57Sbx8X2vxwvfIiIiJC0tjSemgaADeqEOwa9fv17mzw8QXz9HcXK5n2ha+ao8JKTne8vVFBYWav9uAYIO6ExLS4tERUW1rdaniafPKG2/cAJqPaNOi6h/N6GhoT2GPDw8XHbv3s1/0CDoBB16du7cOe3iqdDQYO0w/Mz3X+YwvBVc9Obp88e2fyfzr7gqz8rKkhMnTvAfMgg6QQf+Q+0gplbr6oIrdQX11OkPEdd+D/kgmeHxXK8Or0dGRkpDQwMXvoGgE3SgqwsXLkhxcbEWjKAgDy3sru6PEdt+mBmznmn7y1TAFUNuXJWrIysAQSfoQI/27dsncXFx/wl7sGdb2CdrW8hyKN7yh9bV5jDzQ/x7FfLY2FjtugdW5SDoBB3otcuXL2v3MqtDuyom8+Z5ylx/Z3Gf/QJPcrNAyD28Xu/VoXXjRW+1tbVcwQ6CTtCBa3f+/HkpKSkxxWX+/LkSEDhd3vf+vUya+n0CfRUzcerd4uP3nnYBYm9CrrZzVbcXcngdBJ2gAxZz7Ngx7T5n457hoaEhEhjkIXPaAqXOs/Pwl+5Hna4IDJrV46Yw5u4pV/vwAyDoQJ9Qt0itWbOmQ3zUOWD/AFftqW5T3EZwrl17Zvl9bX/ZGSchoYG9jrg6tK4uSlRPyQNA0IF+cfLkSe1QvIpQ+yjNC/bRNkNRh+SddRZ3p7aIe/q8JcHBc664GUznkJeWlrIiBwg6MHDUOfYPP/zQdFV8+wme79u2cndpW7m/ox2WH+98q93dN64Op2sr8ZDer8TbX7VeV1fHE9EAgg5YD3Ur1cGDB7Vd5zqv2tWEhARp55F9504Ub98/yxS3B21yq1mXGY+Ij+8YmRf8voT08uK2zpOTk6PdGsjtZwBBB2xi1Z6enm66iK7zqCu91eY1/oGubYF/V9xnvyROrkNl/OQhVhNv52nDZbb3m+Ln7yxB897X/lJyLQFXo45gqNU4h9UBgg7YJHWBl7qfXT2y9UrRU8FU4QwInPGflfyc0eLh+WuZPusXMnnaMJkw5U6LX00/ue0vEa4zHtN+H7WBjvq91amC3uyjfqVJSEiQyspK7ZG1rMYBgg7YDbU63bt3r3aVfHcr9+5GBVbdAz8v2FsCg2Zq4Z0bMFVbPauZ4zdeO5fdcRxNH1cPngkIctf+wqAuWlPbrKpb76432p3vG1eH01mJAwQd0A11IdiBAwekvLxci6C58+62MCkpKdoqXP1/4eI2gKADuqe2mj18+LB2eF7di7106VKri7c6D652blNPOVMXALKDG0DQAfRyFa8i39zcLJs2bZKCggJtRRwTE9Nn0Va3kqWmpmqnBdShc/V7q8102EcdIOgA+mhFr85TqwvOWltbtfCq1b2KsBq1UYva+Kb9qMP7xo/v3r1b+zVqpa22tVWfS31OAAQdAAAQdAAAQNABACDoBB0AAIIOAAAIOgAAIOgAABB0gg4AAEEHAAAEHQAAEHQAAAg6QQcAgKADAACCDgAACDoAAASdoAMAQNABAABBBwAABB0AAIJO0AEAIOgAAICgAwAAgg4AAEEn6AAAEHQAAEDQAQAAQQcAgKATdAAACDoAACDoAACAoAMAQNAJOgAABB0AABB0AABA0AEAAEEHAICgAwAAgg4AAAg6AAAg6AAAEHQAAEDQAQAAQQcAANce9JEjR2o/mWEYhmEY6xvV6V4FHQAA2BaCDgAAQQcAAAQdAABYxP8HxUl4TN6SV+gAAAAASUVORK5CYII= OPC|FUT. IBEX MINI VTO. APR 14 Compra de opciones "call" 10300000.00 02 OPC|EURO STOXX 50 (SX5E)|10 Compra de opciones "call" 16000000.00 02 26300000.00 26300000.00 OB. ESTADO 5.15% VTO. 10/44 Compras al contado 2342058.00 02 2342058.00 2342058.00 false false false false false false false false false false Sin hechos relevantes false false true true true false true true D. Este fondo ha adquirido 900.000 acciones de Bankia a un precio y en condiciones iguales que las de mercado.Compras: 131.795 miles de EUR.Ventas: 131.796 miles de EUR.Se trata del importe total de operaciones, desglosada entre compra y venta, en las que el depositario ha actuado como vendedor o comprador. E. Importe de valores ó instrumentos financieros emitidos o avalados por alguna entidad del grupo de la gestora o depositaria de 4.316.027,54 euros que suponen un 7.64% del patrimonio. G. 0.35% percibido por las empresas del grupo de la gestora en concepto de comisiones de comercialización, depositaria e intermediación. El fondo ha realizado operaciones de venta de instrumentos financieros de renta variable emitidos por una entidad del grupo de la gestora o depositario. Venta: 399.232,15 La economia mundial se ha debilitado algo más de lo esperado en el inicio del año, pero este bache parece temporal y es previsible que la actividad recupere dinamismo en los próximos meses, gracias a una mejora gradual en EEUU y UEM. En España, se está afianzando la recuperación del mercado laboral y las previsiones de crecimiento se han revisado al alza. En cuanto a las economias emergentes, las dudas persisten por el proceso de normalización monetaria en EEUU, la desconfianza que despierta China y el aumento del riesgo geopolitico por la crisis entre Ucrania y Rusia. Por lo que respecta a los bancos centrales, la Fed (EEUU) ha mantenido el ritmo de reducción de las compras de activos. En cuanto al BCE dejó abierta la puerta a la utilización de las herramientas convencionales a su alcance y, también, las no convencionales. Los bajos niveles de inflación en el conjunto de la UEM, que incluso se sitúan en niveles negativos en los paises del sur (España, -0,2% en marzo), han acentuado los temores a entrar en una dinámica deflacionista, lo que ha elevado la probabilidad de que el BCE ponga en marcha un programa de compra de activos. La debilidad económica y las dudas en los emergentes han propiciado que el inicio de año haya sido mejor de lo previsto para el mercado de deuda pública desarrollada. También la renta fija privada ha registrado un buen comportamiento. Las bolsas comenzaron el trimestre con mucha inercia alcista, corrigieron en febrero y luego se han mantenido oscilando dentro de un amplio rango. El balance del trimestre es positivo y se ajusta al guión esperado, con un cierto sabor a decepción porque se esperaba mejor.Los mercados desarrollados ganaron casi un 0,8%, sobresaliendo, positivamente el Ibex (+4,27%) y, negativamente, Japón (-9%).Las expectativas de que la recuperación continúe su rumbo y de una mejora de los beneficios empresariales siguen situando a la renta variable como el activo que deberia mostrar un mejor comportamiento en 2014.tamiento en 2014.El primer trimestre del año ha finalizado en terreno positivo. El Ibex finalizó el trimestre con una subida del 4,3%. Aunque el año comenzó en terreno negativo. Las razones fueron la crisis cambiaria provocada por la depreciación de las divisas de Argentina y Venezuela y su posible contagio a Brasil, asi como, el temor a un conflicto bélico entre Ucrania y Rusia, debido a la declaración de independencia de Crimea. A medida que estos factores fueron apaciguándose, el Ibex volvió a retomar la senda alcista. En lo referente al BCE, el miedo a la deflación en Europa ha marcado las últimas reuniones del Banco Central. El temor a que se entre en un ciclo deflacionario preocupa mucho sobre todo si dicha deflación se traslada a paises con alto crecimiento económico como Alemania, que deberia ser en estos momentos el motor de Europa. Además la fortaleza del euro frente al dólar está dañando las exportaciones europeas.Hemos mantenido la sobreponderación en renta variable. Por sectores hemos seguido invertidos en el sector bancario y en aquellos valores apalancados al ciclo económico, con el fin de beneficiarnos de la bajada de la prima de riesgo asi como del mayor crecimiento de la economia. En renta fija, se ha mantenido una posición importante en bonos españoles de largo plazo, ante las perspectivas de que la prima de riesgo se fuera reduciendo, cosa que se ha producido durante todo el trimestre. El fondo hace uso de instrumentos derivados con el fin de la consecución del objetivo. Como consecuencia del uso de derivados, el fondo tuvo un grado de apalancamiento directo o indirecto medio del 7.56% en el periodo. Nuestra perspectiva para la renta variable de cara al segundo trimestre de 2014 continúa siendo positiva, a pesar de la fuerte subida experimentada el año pasado. Los comentarios del presidente del BCE Mario Draghi diciendo que el consejo de gobierno de dicha entidad tiene una posición unánime en su compromiso para usar instrumentos no convencionales a fin de paliar la baja inflación, ha sido determinante para calmar a los mercados. Por otra parte vemos que el crecimiento económico en la Zona Euro es una realidad en especial en los paises periféricos, aunque dicho crecimiento es todavia débil. Sin embargo aunque esperamos revisiones al alza en los próximos meses. También esperamos que la prima de riesgo continúe reduciéndose a pesar de encontrarnos cerca de minimos. En cuanto a España, seguimos sin ver grandes riesgos para los próximos meses. ÿnicamente la posible relajación de los objetivos de déficit, podria afectar negativamente a las bolsas. En cambio a nivel Europeo, la crisis de Ucrania podria volver a generar volatilidad ante la posibilidad de que otras regiones de Ucrania de mayoria Rusa pidan su separación de Ucrania y su anexión a Rusia. También las bolsas se podrian ver afectadas por la posible subida de los tipos de interés en Estados Unidos y por su posible contagio a Europa. Respecto a la renta fija vemos que la bajada de la rentabilidad de los bonos gubernamentales españoles por debajo del 3,25% hace que el recorrido de bajada de los mismos sea menor.La volatilidad histórica del fondo en el trimestre alcanzó el 10.37% en linea con los mercados en los que invierte. 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 limite de pérdida máxima. Sin Advertencias 0 0 0.00 62869950 2307 0.24 1715230878 50867 0.83 25433481 989 0.79 461557696 23231 2.12 27166579 1592 0.83 113527779 5682 5.26 18390683 913 1.02 136126145 8559 7.84 122030644 11343 -0.47 216573923 9346 1.17 3846176700 145508 2.59 1126921933 69102 1.37 26386913 1155 0.53 242702367 16402 0.81 47386722 737 2.32 8188482393 347734 1.97