Como
cada semana os mostramos algunas de las acciones que consideramos más
interesantes y que intentaremos incorporarlas a la cartera de EnBolsa.
Para ello lo primero que hacemos es conocer la situación Industrial y sectorial de los mercados mundiales, una vez conocemos cuales son los mas fuertes comenzamos la búsqueda de los valores que se encuentran el momento óptimo de compra (venta).
Para ello lo primero que hacemos es conocer la situación Industrial y sectorial de los mercados mundiales, una vez conocemos cuales son los mas fuertes comenzamos la búsqueda de los valores que se encuentran el momento óptimo de compra (venta).
Todas y cada una de las acciones que ha continuación vamos a ver cumplen unos requisitos mínimos:
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)
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wJq/VYScmZqqpzNTU95Dqgvv58be3pqqrsl19KnDWz/dmYpgVza8JDa0K1xAGD//yY+efHzPq///rG64MvPn9z+bLeRVGnZs84Oi28a6q+c6reft8BNSHB1aHaylDtlejF/2UdUFzAWKuurVrRnJX1dUVFb0PD1ebmay0t/Xb7rfb2IXWAa8ABoxE4ADgEDmAYhjlSVnairOyb6upzVuv5urqe+voL9fVnrdZT5eVbZk6vXRHT9kx03awZNWEhxAFnVsYwX2xiNnzAvBP786svffvciivRi0/Pm31kWnjnVH3nVH3HVL09LKRRr60N0VaHBFeFaitYB3z0PrNjG1OUz1ir+lataMrK6q6oYNepv26332xv/xYOgAM8ARwAHAIHMAzDtOblnSovP1NdTXJB5+vqzlmtp6uqKj/9dE9EeNtzK5sXLaieqq/W66yh2rpQ7eDnnzGf/ZP5x3u/vvnXH198/toz0WcXzDs6I6IjQt8xVd8xVd8+Vd8SFtKg11pDtFUhwZWh2vJQ7eXoxf99/dV71wHEASuXNx4+fKq8/N78dDZbX0vLjbY2mQ5g51wUTtbIXT6M9ykvFySMmAaDgZ0Lk8zry74jnI+TUpFoUVJwp5Zcu3atw+lCKSFe1AHcQxA2RmY7zWYzOUa253mrUYqWQGm50WhkJxzlTpzJm55TuNi9VIc77EZPdQUYM8ABzJWzZzsKCrorKs5UVZ2tqTlXW3u+tvab6upTFRV7DYsOL4xqXxFTN2dWVVhIdajWGqI9smQRs20rs9HI/H3tz6+9fGvl8guGBSdmTe+Yqm8PDyWv1vDQZr2uPlRbo9NU6jQVIcFlIcGXlhruOWD7V0xBDlNTeXXl8obMzJNlZRfq6i41NZFnkvtbWwdkOMCHMwcvb3EPg8HAWwyE+3umO4C7LJTdbo+OjiZRSWpREUpFUkUJ4c0dz4Yh3nz3lOn+ufCOiFe4cP0v+e1k4y93Qa6JEyfOmTOHtE04pT695WSyZT8/P6Ht2Ab39/c/+uijpLX0DnfYjR7sCjBmgAOYnuPHO4uKvq6oOFNdfbam5pzVes5qPVNVddxi+dfUsMqYp23RS6qnR1SGaokDBjYama2fMxs+YN5+86eXXuh7Jvr0/MjOaeFt4aHsyx4e2qzX1YVqq3WaCp2mPCTYEhJ8canhZwkH9NTVsWsVXG9tHbhyhdJgEke4k63TEzW8mEhxAKUcObkgmUUJES5QReIXd90r7vGS4CU13bxTK3Y51U7hwgzkuxCuJsatndJy4e6iDaa3h3Kkwm70VFeAMQMcwBytqjpSXNxdUXG6quqb6uqzVus3NTWnysvthw5tClY3rYhpWBRVOVVfGaqtDtFaQ4IHt2xmPv+M+WD9L2+89u3qlb1LFh2fPaN9qt41B9RnZJywWM7X1rKzU1y32+U4QLgaidTFu2jQF3WA8MSQRb4DuOs+yollogHd4TLCUkvvih4RZRVc+e1kpNdmcWr1dvoCvHS9ibaH2+GUbvRsV4AxAxzAtBcXHysp6a6oOF1Zeaa6+puamtNVVcdLS7M++mhXxNSmmKdrI2dX6HUVOk21TtO1ZBGzcxvz6UbmvXf+s+blGyue+WbB3M6IMHtYCHm1hoXYw0JawkKa9NrakOAqrbpcqy7TaSw6Te+SRf957RXmw/XM9q1MfjZTXXHl2Zg6s/l4aem5mpre+vpLjY2Xm5qutbQMXL5MabBoJsRhTJTjAIazJqILi4OLLlgomrbmIloyN3ix5fCQ4wCpZnPPiGW2k3HeAQ5b7uYi7A5941ClLncFGDN4uwN+/O67xszMY6Wlp8rLv66sPFNVdaa6+uuKiq6iou0Log4vmN+0bGnVzGnlIdoKnaZKp+l7bx2zbSuzcQPzTuxPL7/Y90x099zZreH6lrAQ3qtRr7WGBFfed0CpTnNhyaJ/v/YK8+H7rAMuPxtTazYfLSk5W119oa6OPJx81WYbuHSJ0mY5DuAu0cdLCjscE2bEhhykIgilIqmieIguJCt0gPwchbMOkNlOxlUHUAp0wQFSHe6wGz3bFWDMAAd815iZeaykpLu8/HRl5ZmqqtNVVafKyzsKCj4NCy00LKwzLCgP11u0mgqtukqrvvXJBubLz5kN//jlrb9998Kqi0sNx2ZNbwkLsel13Ne9AeEQTYVWXaZVW7TqEq2mZ8nCu2teYj5Yz2zbyuRmMVVll1Y84xEHcC/zhVf0Tl0HcOFGB2EEcViRVFE8XMsFURA6gJIAkd9OxkO5IC5SDhDNBdE7XGY3eqorwJjB2x1w/dKl5qysY6Wlp8rKvq6oOF1Z2V1ZecJisefmfqIPLV6yqCZqrkUfUqZVEwf89MUmZvOnzD/e/fmva26tWnFuUVTHtHCeAGx6HXk6rFqnKdeqLMHqUq26WKs+v3jh4IMOuLjimdr09CPFxd9UVbHzFF1pbpbjAG5k4Z5vCuOOyw7gRihhsQ4rkipKCH0wkz7aIcSpMWGn2umsAxy2XLQ6qeDrsMPdHBN2qivAmMHbHXCNOKCk5KTF0l1e/nVFxamKiqPFxc1ZWR/6T7YsWVQZObs0VGfRqsu16iqtmtm9nfnsn8z6dXdff+X6szGnF8xrnapv1ut4L+KAKp2mTKsqDVaXaNXFWvW5xQt/EjjAmpbWVVR0prLynNVKnk++3NTk0AHkhkLu/Yjsz5UXd9gMrxwH2O32xx9/nOwoeh8hN5zRK6IUJYSXMzEYDEFBQdwb28kG3BKMRqPM+6B4+wqbLb+dzjrAYctF46xogxsaGhx+s852oztdAcYM3u6AsydO2LKyjhYXnygtPVVW1l1efqKsrKuwsObAgQ8D/C2LFlhmzygJ1ZZq1WVadcPMacyOOOafHzN/X/vTqy9dXf70qflzbOGhTXod70WeEK7UaSxaVUmwulirLtKqvzEsuPPqX5h/vMfEfcnkHGYqLReXP11z6FBnYeHpigp2urpLjY0OHUB+t1KP83AfFGIfQZJ5HcBNN/NCALdYbqZFqiJKUUK4w6cJCQmkZMozYk5l7XmPXPH2ld9OFxxAb7nUuTZvF94N/lIdLqcbPdUVYMzg7Q44d/KkLTv7aHHxCYvlngMsls6Cgsp9ez8MDChdFFU6a3pxSHBJsKosWFU/I4KJ28J8suHXd2J/ePnFS89EH587uzk8tDFUy3uRp8MqtOpSjapYoyoKVhUGq84YFvzIdUCFpXf5Mhcc4CaUjA0AwNvwdgdc6O62ZWUdLSo6Xlp60mI5VVZ2vLS0PT+/YPOmDwMDShbOL5kRUaTTlASrLMGq1kVRzJefM8YPfnn7zW9fWn3h6aVHI2c1hYU0hGp5r7pQbY1OU65Vl2hUxRpVYbCqIFh12rDghwcdcGH5suqUlI6Cgq/Ly8lsRT21tRcbGobBAZhOBwDAwAFnT55sPnz4SGHhsZKSE6WlJ0pLj5WUtOXl5X322Xv+kwvmzimICCvQqouCVaXEAZ9/xnyw/ue3/nrrxefORy/umjOzMSykPlTLe5Gnw8q06hKNqkijKghW5QervjYs+P7Vv/zKcUDP8mVVycnt+fndZWVkpgqykuXtoXQA7vcAALB4uwP6Ll5szMzsLCw8Wlx8vLT0eGnpkeJie25u0c6d7zz15OFZM/LCQ/O16sJgVXGwqiVqLvPpRub9d//9t9durF51LnpxV+TMhrCQulAt71Ubqq3SaSxadbFGVahR5Qer8oJV3YYF373y4q/v/535aguTk8mUl/bERFcmJ7fl558qKztdVfVNTc05q/VCff2toXEAm+3FRQAAgODtDrjU01Obnt5eUHC0qOh4ScnxkpIjRUX2nJySXbveeOKx1IjwnPDQ3GBVgSaoSBNkjQhjNhqZ99b99Nc1/c+vPBe9+EjkrIawkNqQYN7LqtNUatUWrapIrSxQB+VpgnI1qlOLor6954AvmOxMprz0fEx0ZVJSW17eKYvldGXlN9XV52pqLtTV3bp48WF3DADAK/B2B3x361ZFcnJ7fn5XUdHRkhL2OqAyJeX1P/3vAX1IVlhoTrAqTx1UqAkq0QQxH/3jl3dif3zt5evPPXt2qaErclZDeKg1JJj3ujcgrFUVqpX56qA8TVCORnVyUdSAwAEVSUmteXknLZavKyvJpHU9cAAAYLjwdgcwDFN84EBrbm5nYeGR4uJjJSVdRUX2nJzK5OT3pk3dpg4y63VZwapctTJfHVSkCbr0/LM/v/3G92teuvb8s+efXnJsfmTztPCakGDeq5oMCAerCtTKPHVQriYoW6M6sSjq1isv/vL+35mt9xxwLia6PCmpNTf3eGkpmbDom+rq81brTTgAADAswAHM4Z07W3JyOgoKugoLjxYXdxUW2nNyqlJSPoqK+jRgSopOk6FRZauVeWploSbozLIl/3n7ze/WvHzt+ZXnn1l6YuH8lpnTrKHa6pBg7qtKpynTqouDVflqZa46KEcTlKVRHV8UdfOlF35Zv+6eA8pKzj6ztNxksufkHCspOVVe/nVFBVnP8kZv78PuFQCAVwAHMEfr6pqzs9sLCjoLC7uKizuLilpyc6sPHfp0xYp3nnjMpFWnaYIOqwJzVIH5amXjrOmDb/7121dfuvb8yvNPLz2xYJ591nSrXlel03BfZDCgUBOUpwrMUSuz1crD6qBjC+ffeOmFX95bx2z9nMnKYMpKvnlmaZnJ1JKTc7Sk5GR5eXdFxddVVWfhAADAcAEHMMdstobMzNa8PKKBjsLCltzc6tTUhH/848WJj+4OCkzRqDJUgdmqwDyVskCtvPPG67deefHqc8+efyb6xML5rbOn14aHVOo03BcZDCjQBOWqArPVyiy1MlOtJA7474MOKE1MtGVnHyEPqZWXd1dWnqmuvnHhgsNms08LD0MXgbEBb0EbABg4gGGYvt7e2vT0lpyc9ry8zoKCjoICe25ubVpa3t69zz36P5unTErSBJlVyixVYK4qsECtPLNsyc2XXri8asW5p5eeWhTVPmdmQ0RYdUiwiAPUSoEDVv/33XdYB5x5eklpQoItK+tIURE7WcWZqiqHDsCST8AF8HggEAIHMDdv3Cg8cKA5K8uem9uWn9+en2/Pza0zmwv37/942bL1Tzx2MCjwkEqRqVRkBynyggLrpoVff/H5i8/GfBO9+NSiqI7IWU3TwmtCdRVaNfsq16pKNKp8VWCOKjBLFXhYFZihCjy6YF7/X1b/9921zJebmcNmxlJ8ZtmS4oMHmw4f7iQPqVksJ8vKvq6s7HfkAN6P+Ux5+e5g9e5g9dWuLvKOff8+8g73TYZhfrp9e9/UsN3B6lOFBcIt2VfjtjhejWSzAzOmf3flgfVtrp04ER+q4xbIfZNbGlu16IuULNqY4nfe/oVz6io8WF4jRdtJaZgUTvWM6OHILETq6xM9CtEC90//bUvKMZLJgnDqALjAAQzDMPEbNzZkZtpzc9vy8toLCtry8hoyMy2JiTvXrl3jO3Gnwt+kVKQrFYeDFDlBinxV4OllSy6sePp09OKThgWd8+Y0z4ioDQ+t0GnKtWryKtOqijVBearAbFXgYVVgpirQrAo8smDe9b+s/pnjgNMSDrjuyAG8Od/pDuDGUKEDStetk4rL3CAr3wFSUY/ugOSFUT/fvSu6L69eKQf8Z3Awc9VKdheuk+gNk+pkmT0juhndAbwvxSkHiFbHOsDhMVLWmwPeCRzAMAzT0dBgTUuzZWcTDbTm5TVlZVUmJx/euXP5//zfzyb57VdMSVH4ZwT6H1YG5CgDqsNCzj0T/fWSRccXRnXNm2OfNb1+qr4qJLhMqyoLVpUFqywaVaFamatSZCkVmUGKjCCFOUjRFTX32ovP/7zubeaLz5jMNKa06OvoxUUHDjRmZnYUFJAHlU9YLN0VFXQHCBNBUkEk8/lVJECz70s5gIRgXmlyohLPAWz53BhXum6dwzNfqVrYoMaWILUvaUnywqjCN9/gHZH8hnGR2TPCzehHxAZxtgQXHCBanZxjRDoI8IADGLrq1eEAACAASURBVIZher75piIpqTEzk2jAnpvbnJVVdehQ7p497y9e/Nb/+u4KmJIQMOWQYkpGoH+WMiA3SHFkwbxTSxYeWzivc15k65wZjdPCa/S6Cp3GEqyyBKtKNKoCtTJHpTisVGQGKcxBivQgRUfU3L4Xn/83xwHd0YuL9u9vyMhoz88/UlR0rKTkeGnpqfLy6z09lNZyF4ciSAWR4nfebonfww2gchzAcCI7G01kOkA0NSREvgOEcY2+b+O2ONENZDaMi8yecdYBwuZ5ygFyjlH4xwO8HDjgHns2bqw3m5sPH7ZlZ9tzcmxZWbXp6UX796d8+eXT/+//fPqk317/yUkBU9IC/YkGLKHaE4sXHlkwr2Pu7NbImSQdVBmqLdOqS4NVxRpVviowW6XIVCoyghTpQYq0IEV71NyrLz5/d10s64CT0YsL9++vN5vb8vLI0wnHSkpOlpVdozpAeCpHccCP/f37poax0USmA4TvO3sdIIzRXFxwAP06gE0EXe3qEu4iv2GUHpB637XrANHLC09dB1COEYvDAB5wwD2aq6qqDx1qzMy0ZWW15OS0ZGfXm82liYnmbdvWGRa9+UffHVOe2u8/KVkxJV3hnxnon61UVISFdM6PbI2cZZ89vXnmtLppYTVhIZWhWotWXaxR5qkCs4IUGUqFWalIUypSgxTt8yOvvPDc4Nq3mM8/YzLSmJKCE0sNLjhAuPAIxQG//Pwze4LMOOMAXhhyeTxA9JxUvgPkZE7YN9kdRQ9KTsO4yOwZ0QQ9fXTE4Si3s+MB8jtfdNlh4M3AAb+RsnVrXXp60+HDtqys5uzsxszMqkOH8uLjEz//fNn//T//9Ht89+SnEvwnHQqYYlZMORzon60MaJo5zT5nZvOs6U0zIhqnhddN1VeH6SpCgkuCVbkqxWGlwhwYkK4MSFUGpCoD2uZHXnrhuZ/WvsV8/ilxwPGlhoJ9+2rT01vz8joLCo4UFZHVbOgOEE7+THcAifskoAyDAxhBJBLuRXcAJcZJ7UuOQma+iNIwLkPngN2OskMuO0BYI/eWIcb5xZnBmAcO+I222tqqlJSGjIymzExbVlbz4cPWtLTiAwdSt259e8GC1/8w8cun/PZMeSoxYHKqYoo50D8z0D9XrWyYOa1p5rSG6RF1EWG1EfqqsJDyUK1Fqy7QKDOVivTAgDRlwCFlwCFlQOv8yIsvrPpx7ZusA44tNeTv3WtNS7Pn5nbk53cVFh4pKjpeWnqNOrm/sw5gOLny4XEAtwTy4pXvlAN4JQv3FR6UaDpITsO4OOUA+bkg4YiCp3JBco4RDgA84IDfOHb06OEdO6xpaQ2ZmU2HDzdlZdVnZFSmpOTs2ZP0xRerg5Tv/umP2yY9uXfKU0kBk9OIBpQBBZqg2unhddPCayP0NVP1VWEhFXptWYimKFiVoVSkBwakKgNSlAEpygD7/Mje1at+ePsBB+Tt3VuTltaSm9uWn99RWNhVVHRsCBxAYmLywqjv+/qGdDxAiDCZI9pgbrOFN1bSrwO4t+tQTrflNIzSA1LvO+sAdhf2zaFwgNQxwgGABxzwAO0NDVUpKfVmc2NmZvPhw02ZmdbU1JKDBzO3b/94zZro/zvB+PhjOyY9SQYG0gL90wP9M5QBeWpl9VR99VR9VXhIZVhIuV5XrtdaQoJz1cq0wIBDyoAUZUCyMqBl3pwLz6/8PvYN5vNPGXMqU5x/dMmivPj4mtTUlpyctrw8Mm/dsZISugPIUjAyx4TZvDN552hmBhk7lXlfkHAk1uFZOQ9K+t6hA9iRXvoIKuVGfoqcHLZcZs+MZAcIS8Z4AOABBzzAqWPHsnftqklLq8/IaMzMbMjMrDObK5KScvbsSdy8+d3ly//y6P/b9OfHd0168qD/pJSAyamKKemKKRmB/rnqwAq9ruJe9NdadJpSnaZQE5Qa6J8S6J8c6J8U6G+bN+f88yu/i33j182/OSA3Pr46NdWWk8NOWHTUkQOcui+I93TYgRnT056OpjuALU30/hxuLWxAZHc/U17O3YsN4rxwJn9MWOge3r7CRBCvwaQTZDaMi8yeGTm5oDPl5dzsP3uM3DdxXxDgAQfwaSgvL0tKqk1Pr8/IIK+a1NTShATz9u0HPvvsrfnz3vzjxC1P/nnX5CcP+E9KDph8SDGF5IWyghRFOrUlRFuq0xRr1UVaVWGwKjsokAjAFOjfPG/2ueefHYj9G+uAriWLcvbsqTp0iJ2poqOg4EhxcR/VAU49H8C9/4SbI3b2OWGGmnJxmJaRefVAuTeUqxnuvg7DJflIZsOEuzvsGanNuM0TvuSMCfNe5NukVCfnGMkfD6aLACxwgAh7Nm+uTE6uTU+vN5vrzOba9PSqlJS8vXtTvvxy18cfrwwMXPu/f/jivgaSAianKKakKqakB/pnKP1zNUHFWnWhVlUQrCrQqAo0QanKAJPCPzHQv2ne7LPPPXub54DduytTUpoOH24hlwL5+Z1FRXQHCE/lZDpA9FzeqRkUhPM98KpgBBqQOmOV6QBGMCrA3Zc91RU2gxFcQ8hpmLAxDntGKspTHCBzviBRB9Crc3iMeE4Y8IADRDh96lTmjh3Vhw7Vmc31GRl1GRm16emWxMTs3bsTP/9854YNKwIVb//vH77we2LX5Cf3+U8yBUxJUUw5FOifFuhvVgZkqgJzNUH5mqA8TVCeJihLFZio8E8I9G+cN/vMqhW33vrbr5v+xaQfYoryOxcvFHfAuXP0FmLWF+Aa+MsBPOAAceosFktiojUtrTY9vc5srjWbqw8dKk1IyNyxI2HTpm0ffvhSWGjsH//whd8TOyf57Z3yVIL/ZJIXIhcEZmVAZpCCTDedqwpMVwYcVEypnzvr9KrlN9/66y+f/YtJS2GK8joWL8zetasyOZmdpoKMDF915ACczQEXwJTjQAgcIMnOTz4pT0qypqbWpqXVpqXVpKZWpaQU7d+fsWPH/n/9a9tHH72oD33Ld+LmPz++Y5Jf/JSnDt7PCx26f8uQWRmQoQw4HKTIVCpSA/3rImd9vZLvgKxduyqSkhoyMpqzslpycuy5ue35+VfPnqW3DT9m4AI4dQBC4ABJTh09Gr9xY0VSUk1qqjUtrSY1tfrQoXKTqXDfvvS4uAOffbb9o4/ejJzz8sT/+eSJP22b5Ld78pP7/SeZ7msg9UETZCgDqmZEdD8bc+PN1+85oDCvw7Dg8M6d5SZTvdncdPiwLTub3CTq0AEM1hEDzoN1xIAQOIDG6e7uhE2bypOTWQ1UpqSUm0z5e/eat23b/+mnOzZseH3JklVPPP7un3y/8Ht85yS/vZOfPOg/KdF/UnLA5JT72aG0wCnpgf6H1cqjTy/tf+P1Xz7dyKQlMwW5bUIHZGe35ebKcQAAALgPHOCA+pqaQ1u3liclVR86RC4FKlJSykymgv37zdu3J2zevNNo3Pr++7GRc17zfXTjE4/FPfXnXZOfjJ/y1IEpkxL8JycFTE5mrwwC/Qv0Oq4DWhdFZezYYUlMtKanN2RmNmVlNWdn23Nzr3zzzcM+bgCAVwAHOMZeX2/etq2CaODQoeqUlMrkZJIUytyxI2Hz5t2ffLJl/frXFy167ok/ve07cePjf/rqyT/vnOQXP/nJA1OeOjjlqUT/Scn+k1ICJqcETK6bO/uXTz9hUpOY/Bz7ovkZ27ZZEhKsaWlknqLmrCx7Ts5lOAAAMCzAAbLoamnJ3r27zGSqSkmpSkmpSk6uTkkpM5lKDh7M2rkzdevW+I0bt3/44ed///vqGdOffuxPb/hO/PjxP3355BM7J/ntmfzk3slP7p/yVIL/JFPA5GTF5MYli4gDWhbNN8fFlSYk1KSm1pvNjRkZTZmZLdnZl+AAAMCwAAfIxV5ff+CzzyyJiZUpKZXEBCkplcnJpQkJhfv3Z2zffujLL+P/+c/tGzZ88d57qxcufGbK5Nf+8OgHf/rjp0889uWTT+yY5Ld78pN7pzy1b8qk/f6TalcuZ/JzbIvmm+PiShISqlNT68zmhoyMxszM5qysS2fOPOzDBQB4BXCAExw9cuTA5s0lBw+WJyVVJCdXJCdXJieXJyVZEhML9u3L3rUr9auvEjdv3vXxx3EffPD5u+++v2bNCzOmvxqqe/XPf177xz8YH/vfTU889vmfH9/i90Tck38uW7a0eeG89K++Kj54sOrQIfJYMrlJFA4AAAwPcIBzXLp06cBXXxXs22cxme6ZICmpPCmpLDGx5ODB/L17s3buTNm6NXHz5j0bN27/6KMv339/87vvfrp27WsxMa/MnPFqaMhfAqaseuyx15544qWJ//OlUpH+1VdF+/dXpqRYU1Pr0tPJDUKXTp9+2AcKAPAK4ABXqCkpydi+vTQhoSwpqZy8kpPLTKbSxMSiAwdy4+Mzd+xI2bo18fPP9/3rX7s+/virDz7Y8v77m99997N16z5dt+7Td975dN26LevX7/7kk7S4uKL9+ytSUmpSU8kzyY1wAABguIADXMRSVBT3ySf5e/eWJiaWm0wVSUnlJhPJC1kSEogJsnbtSt+27dDWrYmff37gs8/2bNy46+OPd2zYsH3Dhh0bNuz8+OOEzZszt28vOXiwMjm55tCh2rS0uvT0hsxMOAAAMDzAAW5RkJWVum1b8cGDpYmJ7DVBmclUlpRUmphYkpBQuH9/3t69Wbt2ZezYkbZtW+pXXyV/+WXyli1JX3yRvGVL+rZtufHxpYmJlSkp1YcOkemJ4AAAwLABB7hLb2+vrbo6ecuW4oSE0sREi8lUZjKVmUyWxERLYqLFZLIkJpYkJJQcPFh44EDRgQMF+/YV7NuXv3dv/t69Bfv2FR88aElMrEhOJs+gWdPS6jMy4AAAwPAAB3iGvqtXj9lsh/fsKdi/v+TgwdLExNLEREtiYmlCQmlCgoXz79KEhBLyOniwJCGhNCGBOIPVQJ3ZfBEOAAAMC3CAh0kzmT5euzZ5y5aiAwdKDh68F/Tv/6OUXCsIXlwN1KanwwEAgOEBDhgSLl26VFVSsnXDhp0ff5y1a1fRgQPF5KxfEPeFr5q0NDgAADA8wAFDTntra2FWVnFmZvzmzYmbN5u3bcvZsyd/796iAwd+yw4dPJizZ0/qV1/t/ec/03bvvtXX97BbDR6ALMPr4+Pj4+PDXckZkDUJ0CejFzhguLE1N7e3th49cqSytLS+pqa9udlWX//1iRM3rl/vu3pVZiFGo9GHg/urggjXqQcswgWch66WkbYuEL1VI7PNwCnggNGH0WjkxiODweD+iRgcQGF4OmdkxlN6q7AozRgADhj1eOQsFQ6gAAeMtFYBDwIHjHru3LmjVCrdXFeSHuZIzpfwyCOPnD9/nvspuRDx8fGhtMFsNpMd2SwWu7HwHTn1Go1G8g69dvZT0Q0ctpz0LTftRrZka+c1lZuUI9FTNF9H1gHt7e0lGyxYsCAqKsrnQdjvglKOzM6X0yTRori9x2uV+18NGCHAAaOeob4OMBgM7GkgqYv7kzYYDOx/7XZ7dHS0aDPYkEGqYMuZM2cOKVxoMnq9rDlIgcLded1CNuBGK5ktF+0chw4gu7DtJ61lPyW7+/n5ccsUPeOmlyP/EFwuSrRVbn41YEQBB4x6PHJjhvx0BzfYyU8UkL24W5JIwX1HeCotVS+7O7fBvA0MBgMvTHNb61SKwwUH8BLlJA6y7wiPXapJlHKczdK4VpScWpz9asCIAg4Y3XjqJMtZB3BP8YTZIam9uFFA6h16Por9lHcayzsEXsxlYc925beccd4BUtGcm/4SVi3ci16OU4fgclHyHSDzqwEjDThgdENSrsN5byjvB8/eOE8PRsPsAKnIxb04kNlyxnkHcB8m4OKsAxyW4+whuFAUHDDmgQNGMcKLbiHcsTth/oGF/ivlPY4grJTdQKp81xxAqdd9B8hsuWjnyHEApUCnHOAw2yP/EFwoSqonXf5qwEgDDhgqBgYG+obycV/RnLLLSP1KhVkCytm6MMKyOOsAh/XKcQAlFyS/5aKd40IuiIs7uSAp6IfgclHCHd38asBIAw7wMDabLTIycsKECeTkyNfX12AwxMXFebYW8qvz4OM5Ur9SYQigOEA0tHH3ku8Ah/U6DDT0MWH5LReWLGw8ewspecfhII1MBzg12EM/BJeLkmMmOGBUAwc4Ji4uzmg0Go3GgYEB+pabNm0SplwJERERDneXCflFUQQgvAlHZplS1wHCrDHZ0m63P/744+Qj+i2qrl0HSNXLyAg0vF4SFiiz5aKdw9uFvRGed28ot0yj0ci9L1MYr0XDNKUcpw7B5aKErXL/qwEjCjjAAfHx8Wwc7+rqomwpzJDy8PX17e7udr9Jwid3eAlZlx3AK5B7GyV5h32yifeDJzjUklPjAXLqpQca3hNevA6R2XLRknk9lpCQQP5LeUaMd18s5SYcnk7o5cg8BHeKErbK/a8GjBzgAAf4+fmRv3WDwUDZzGKxCIMyuy9LZGTksLUcAAAcAgfQsFqtbPimXAQMDg6yAwA+Pj7jxo0zmUxs5sdisXA/zcvLG67mAwCAA+AAGuwFckREBGWzuLg4rgAsFgtvg4GBAVYDCoViKJsMAABOAAfQiImJIYF7/fr1UtvwLgJiY2NFN+N6AhOnAABGCHAAjYiICBK14+PjpbYxmUxscJ8wYYJUfB8YGJCTVgIAgOEEDqARGRlJorbZbJbaRqFQsMGd/hwAe7mAIQEAwAgBDqCxZs0aei6Im+GhXAQQtFot2dJkMg1JcwEAwEngABpsiBcdyOWO9Dq8CGAYZvz48Q6vKgAAYDiBA2hw7/o3Go3cjwYGBrhZIIcXAX19fezGVqt1SJsNAAAygQMcwCZwfHx8IiMjTSZTXl5ebGysr6+vDwfKoDEhLy+P3dhTk0YAAICbwAEO6Orq8nHE6tWrHZbDTvDgkecD/jM4mLlq5e5g9e5gdfE7b//ioZnjAADeBhzgGMpMcD4+Plqt1uH9/j09PePGjSPbUx41kE/punVEALuD1ckLo36+e9f9MgEAXggcIAur1cqO6LKMGzdu06ZNcnZnLwLGjRvn/qICP92+vW9q2O5gdeM2D09JDQDwNuAAJ7DZbPHx8WQeaavVKjOt39PTw2rDIwsJsA44VVjgfmkAAG8GDhgObDab1Wr1yMTR9v372CwQeTVui2OHB9ixAeE7BKkkErv91a4usg37Ka9GiAeAsQQcMMoQOuBUYYEcB7BXD9zXgRnTv7tymXlwkJk1xOC3A7w3oQEAxhhwwLDS09Pj/sMBwlyQHAeQs3th0CeDClwHsMMM5E32v2y9uBMJgDEDHDAcDAwMmEwmdgY6N4eFXXCA6BACuaQgOR92e/pdRkQkcAAAYwY4YGjJy8uLiYlhbwwl9PT0uFOmCw64duJEfKhOmNVhrwx4lwVcuEMIeCIBgDEGHDAk2Gy2NWvWCG8nfVjXARQH8K4DuA4QDhLAAQCMMeAAT9LT02M0GnnTSLjwUDEdT+WCuIg64Ex5OQn6V+8veIBcEABjDDjAAwwMDMTHx3NnFhISERHBXWTYHUQDOm/Il03gkHjNhnh2A+bBIV85DmAvJuAAAMYMcIBbmM1mdr1JURQKRVxcnPvPBnMRdQAbr6XyNlLpIIoDRG8n5ZZpNpt9fHzWrl3rwaMDAAwncIAr0NP9LLzppj2FVGKHq4GrXV3kv9xzdmF+n03ySI0JczWQvDDqVGEhHADAWAIOcAKH6X6FQhEfH8+uPjZEDgAAAE8BBzjGYbrfz8/PaDSyd3wajUY4AAAwKoADaPT19bFTfgqZMGFCbGxs1/10CgscAAAYLcABNLhLxrOMHz9+9erVlCkf4AAAwGgBDqDBRnMfH59x48bFxMTIWQ4eDgAAjBbgABpcB/j6+opmfih7wQEAgBEOHEAjPj5eagSYshgAHAAAGC3AATQGBwfj4uL8/PxEx4TJ81/CCeDgAADAaAEOkEV3d3dsbOyECRNEZRAREREfH88+DAwHAABGC3CAc1gsltWrV/PmgmYxGAwmkyk2NhYOAACMCuAAVxgcHDSZTJGRkaImYIEDAAAjHDjALfr6+uLi4hQKhZQGeGkiAAAYUcABnqG7u3v9+vWUqYRImsgjc0cDAICngAM8jNVqXb16NWVKUffXkAEAAE8BB9Do7u6OiYkhy784tePg4KDZbJaaa8jN9YQBAMBTwAE0TCYTm9Z3rYS+vr74+HjegAEcAAAYIcABNNx3AAt37QGMCgAARghwAA0POgAAAEYgcAANOAAAMLaBA2iMWAfwRpsTEhLcL9Nut//ud7/zbJmji/7+/t///vdjY3lk+/593IWjyevAjOnXjh9nF4gW3eC7K5e5u7PvOCz8qmBKXXohFK6dOBEfqiP78ha4Bh4HDqAxMh1gNBoXLFjw8/2V4sn0RG6GbLI6PFvInTt3lEqlt2lgLDmgdN06FxyQvDDq57t3/zM4mLlqJfvmqcICOYXz4rXDQqTg7QgHDDVwAI2R6QAeJF5PnDhxcHDwYZUwNhh7DiAxXWqbM+Xloqfw5DQ8eWFU4ZtviBbCK/yn27eJV7jn+w4Lobcqb82r5uUxcMAwAAfQ8BIHkNjHvbaQ2obNFDU0NDgsUHRjo9H4yCOPnD9/nk1nCVtOjkiYlWL3Zbckly/c8l2uWvgwB6nXaDROnDixt7eXFMv2EqmawGuVnGMcin7j4o4DSA6ncVuc1AbCwtm0D7ulw0JEYXXSa2smVwNwwFADB9BgHeBBxo8f79nTbTkR3CEkskglf8hQAXuCTLJPUhqgb8xOrE3qEgqMdzj9/f2PPvooibAOHeCRqnnXAaRSPz8/bucYDAZ2M7IXtxyHFQ1Fv/Fw2QFsKuZqVxcbkXmB2KED5BRCaXbjtji2BDhgqIEDaAyFA3w8+owYCUC8yOhyOdwow8VgMHAdQwKQlHXoGwtHL3hx3GAwSB2OQwe4WbWUA3x8fOgJIl45DisSxc3G8xBN2fOS8qIOIG+yWR1Rl/DeZIdw2XfkFCKElEP2ggOGDTiAxoh1AHehY/cFIFosG25EI6PBYBA9CXW4sfAagpz/ck9vpexCd4CbVUuVIKxUCG9E3WFFQtxvPA+XHUB2LH7n7V9+/pm+DaV8OYXw4AV9OGDYgANosA4YP358hIeIjIz0bCNJAHIzF8SFvUmUhCTePaMsog5wuDE9ltFHZekOcLNqqdqHxwHuN56Ha7kgNm/DRnPRTI7QAdyKZBYi2hi2HDhg2IADaIyKMWFGEIOEH7HIvOmFnI+T2MfLU9NxuPFQO8DlqqVql3IA95qJd+XksgPcaTwP1xzAviN6Xyl7zw+9cJmF8HtA7JkD9iVnPBm4BhxAY7Q4wKkwLRM2L+/UHZMON5bjAA/mguRXLVWCsFKuILnN8HguyKnG83DNAVJJHtFUj1ThMgvhAQc8LOAAGqPFAZTrANfg3nbi1L2nDjd2GMsoY8K8UVD2FlLyjvtVy3SAcDP3HeB+43m44ABhDofAvs/m9ymFyy+EDnJBwwYcQGMEOoAEIO4vn8QC7rkzCUnyLwtICby70blBTViF0WiUKp++scNYxtudBEfumT77EXunPO/eUJerFg3EUtcB7GZsKt8dB7jfeB5SJ+PCW4DYN8mZuGi6hpQm5z4f+YXQgQOGDTiAxgh0ACM2fsgLBM46gBEMGwhPSHmPL9ELp2wsJ5bxdhcKj31faC8PVk22FB0P4G7GPkHmpgPcbzwXqdSKlAPYmCt6ns5uSc7upRzgVCF04IBhAw6gMTIdAAAAngIOoAEHAADGNnAADTgAADC2gQNo9PX1GY1Go9FosVgedlsAAMDzwAEAAOC9wAFDxcDAQF9f38NuBQAA0IADPIzNZouMjJwwYQIZSPD19TUYDHFxuL8NADASgQMcExcXR0YFBgYG6Ftu2rTJR4KIiAiHuwMAwDADBzggPj6ejeNd1ElLhJOI8fD19e3u7h62lgMAgEPgAAf4+fmRCG4wGCibWSwWYdBn92Xx4MTRRqMRKwB7Ft4qLgB4A3AADavVKuciYHBwkB0A8PHxGTdunMlkYjM/FouF+2leXp77DXM4zaTMyQkeCsIlsYaiHKlVbijIWe0LgDEGHECDTe/QnxGLi4vjCkD4MMHAwACrAYVC4X7DHEYrL3eA2Wx2YXk1MhmcZ6fgBmCEAwfQiImJIYF7/fr1UtvwLgJiY2NFN+N6wv0EjsOT3JHsgKGGXCS5djrvwtUDAKMaOIBGREQEidrx8fFS23DXHJ4wYYJU+BgYGJCTVpKDnEVdvNkB7oB0EPA24AAakZGRJGqbzWapbRQKBRvc6c8BsJcLbg4JiMZ37rTDa9eudTghM2+1AHLyy+a+eIkUsgGZIdmHs3YxpUyGs8YLgW2MMM5yZ64W5nDkl8NwFhXwEcyAzc4CzW4jPOWHO4G3AQfQWLNmDT0XxM3wUC4CCFqtlmxpMpncaZUw9kktrsJbmEVqQRISHP38/NgNeIt5sRsIp/KXKpPXpP7+/kcffZQUyGu/wWBgCyF7cUOz/HJ4WwpXfGQNR45CdMUY+mKWAIw94AAabIgXHcjljvQ6vAhgGGb8+PEOryrkIFzVRLj+ItEAd4FGblwj4Y99hwRH7ga8dBPZgJd9opcpf0lI+qfyyxFuKXoUXI0JW8I7CgDGPHAADe5d/0ajkfvRwMAANwvk8CKgr6+P3dhqtbrTKl6wEw1bwoXahRGcPQUWrlHFO0eWs6Yut0x6JJXjAO6pupxypLakH6Yw8+PU4skAjAHgAAewCRwfH5/IyEiTyZSXlxcbG+vr6+vDgTJoTMjLy2M3dnPSCJ4DRMMxN7oJ157kZcOFwZERRE+eA+hl0ket5TtAfjlSW3L7Cg4AQAgc4ICuri5hpOOxevVqh+WwOXr3nw8QdQDlOoCXuBfisgOkynTWAcJpNuAAAIYHOMAxlJngfHx8tFqtUY5ZgQAAEDhJREFUw3jR09Mzbtw4sj3lUQOZ8GKZa7kgSoHCMmXmgnifys/hcAsXXgfIKUdqS9dyQRgPAN4DHCALq9XKjuiyjBs3btOmTXJ2Zy8Cxo0b5/6iAsLzaPqYsMNzW+GQr/CeH175DsuUOZYrdAnXAfLLEd1SdEyY7gDcFwS8DTjACWw2W3x8PJlH2mq1ykzr9/T0sNrwyEICwsjFC9kGgyEoKIi7DdmAG9qMRiMvOLIaEL2rUhiI6WXyPiVlkvgrvA5gXcIOM0i1XKocqS25lpLjAId5MwDGGHDAcGCz2axWq6cmjqYMALDJdLIN5Rkxbphjg6PUw1OiDqCXKfxU6tku7mbsk2iUllOeEeM9TcZrjxwH4Dlh4G3AAaMSz05rIzom7J1gviDgbcABoxLPnq7CAQQ5EzEBMMaAA0Ylno1WcAABiSDghcABoxWj59YRgwMIWEcMeCFwAI3u7u4ITyPngTIAABge4AAawudXPUJPT8/DPjIAAGAYOIAOHAAAGNvAATS4a4R5inHjxrk5ZxwAAHgKOAAAALwXOAAAALwXOAAAALwXOAAAALwXOAAAALwXOAAAALwXOAAAALwXOICGzWZzf3KI9evXG41Gm832sI8GAAD4wAE0PPucsFartVqtD/uYAADgN+AAGh6fK2L8+PGYKAIAMHKAA2iQCeU9S0RExMM+rOGDt0C8d8Jb5vNhN2fkQk650EXDDBwwtPT19Vmt1k2bNo0fP57VgAfnC2It5ebs/6K2c7g+AX0pGyzLxUgs/gxE/zbggIcCHDBM2Gw2NrZ6anyYu9i6Rxzg7M+PHuWxJAsjtmw9YHB+MJKAA4YP9lLAZDJ5pECylFhiYuLIdABg4AAJ8JczcoADho9x48YRB5jNZvdLY4OLR1bBdegAg8HASxCx77Cwu3MzS4888sj58+fZcoxGI3lHWKAU3Msd3pG6UBq7C+/Y2WLllEk5QJY7d+4olUrR3Bp9d6l6Kf0gCq8BvC+X+/XxKiLnFr29vaQ6cjEn+qbDVom2Qeovh/tFGAwG0Z5h35TzFQA5wAHDhNVqZf9ku7u73S+QzbQMgwMMBgMbJux2e3R0NPf3zzubMxgM7DtkA26IYW+1InWRGEEJ3ER1bIG8pY+dLY2R5wB6mfQDFG0/t2Ppu0t1Nb0fhPDGIfr7+x999FFy1LyPyAFy+4R0kZ+fH7fZom/SW+WwDby/HO4XIfyD5Jbm1FcA6MABw0RkZCSJLL6+vu6XJvy1DJ0DKJftcq7oRSMstyJ6+3mDCiRgse84Wxoj2wHyy6R/6jAXxN2d0p/0fhDdXursWPgRr17SA6IDtkLfU1pFaYNDBwjH0ik96ZGfgNcCBwwT69evj4iIMBgMXV1dbhbF+6V50AE8SJnC80QW+Q5gf7rCE1jKb1vqOoM96XOqNLYBchwgv0z6JZRMB3CvOYRd7bAfeFAMIfURr1eFbRC+SW8V3VIOHSCskSSjRI8XtyC7Axww+uD9NoYhF8Te4S4nCtBLdirCcu+s5zJWHcBIdLXDfuDhwqUb95xdpgPorXLhvmHeF8HtOmIUqdLgAHeAA4aVnp4eN6eLEP545GQqWNz5FbGJcl4qVlim8PlqdxxAcczDcgDlAEUPgfepw915Xe2wH3gMpwNcezpEjgO4cZ/UxbsdQOZXAOjAAcPBwMCAyWSKiIggf6x9fX0uF0V/dNnlqwH5Z1LcYCH8JQuzGR7PBXEZfgc4PEAevPY4tTvb1c7eSUl5ME3qI0/lguS0QWpf4dkMm//hJoKc/QoAHThgaMnLy4uJiWHvCiV4dsqg4bk3lIUbC4S/ZKnLFNcc4PA+HxccIHqyKd8BDg+QB689Tu3OdrWc+514uDkmLMcBDlvlzpgwgfReWVkZNxHk7FcA6MABQ4LNZluzZg13fggu7lwHCBH+csg7Tj2AQ/kV2e32xx9/nPzORW8r5EYB3jtsytg1B7Cfck8njUYj5RZJhw7gHQJ7r7pT1wGUAxRtP+86QGp3SlfT+8Fhv5F6yUGJfsS7f1eOAxy2itIGUX8I/5LJZitWrPj973/P07b8rwDQgQM8SU9Pj9Fo9PX1paRrVq9e7dlKPegAHtwEMfsm7+peOF8F9x32qSKXHcArkHdcLpTGcKIGCRy8XLPDMukHKFqX8D53ev847Go53y9ve24beI9uCW8DlekAh62itEH4lyN6RUs6hPK4nMOvANCBAzzAwMBAfHy8VquVCPs+Pj4+ERERJpPJg7PFAQCA+8ABbmE2m2NiYiihX6FQxMXFeTb5AwAAngIOcAV6up/FaDQ+7JYCAAANOMAJHKb7FQpFfHz8mjVr4AAAwKgADnCMw3S/n5+f0Whk7/hkh/XgAADACAcOoNHX1yec55ZlwoQJsbGxwvl/4AAAwGgBDqARFxcnDP3jx49fvXo1ZcoHOAAAMFqAA2hwb9YeN25cTEyMnOVf4AAAwGgBDqDBdYCvr69o5oeyFxwAABjhwAE04uPjpUaAKWuBwQEAgNECHEBjcHAwLi7Oz89PdEyYPP8lnABu+B0wqhcuH9WNHyL+MziYuWrl7mB147a4Yaur+J23fxGb43MYSihdt253sDp5YdTPd++6XxpwCjhAFt3d3bGxsRMmTBCVQURERHx8PPsw8Gh3gLMzFbsJHCBkOB3w0+3b+6aGsSHYhRLcjNrs7gdmTP/uymX32wOcAg5wDovFsnr1at5c0CwGg8FkMsXGxsIB8hldDjhTXs5Gq6GrBdcBckobnu9izAMHuMLg4KDJZGKXiZcCDpADHCBkOB3gPg8rewMHeAQ4wC36+vri4uIUCoWUBnhpIk/BnTt37dq19AmKfQRrM5FJgNnH37gT8wqfiSPFkoWcyCS9Pg9Oa8zdRc46J+40XoicdcEox8vdhSC17Alz/3SV++LGaO6n3DwGGyJPFRaQsEVepwoLuIVzP+q1NYs6wM0q2M24n4pGcPv+fdzD5JXDg1vC1aNH40N1ontRyiTHRRogbA+v2Ve7uujfhVONB3CAZ+ju7l6/fj1lKiGSJvLI3NFSq6Dw1iWXWmiFHa4QXRSFkbgOIJHUz89PGKx5i4RQYqj7jRcixwH04zUYDLw1qqRMJhV32BQ298Wen/JCGPd19f6txtzALRrX3K/i2okTbHTm7s6LuVJFUSIppXaeZqTKpDhAuC+Rn+h34ULjARzgYaxW6+rVqylTirq/hoxwiT4SSdkwajAYuOfpJOqx75CYyA3lvKAp5QAfwQohDlcl9Hjjhch0AOV4edA/Fc0/kHgkjMgkgnMDE3mHDce8DdhTezbAsQ5wswphCT/dvp20YJ6UA4TuoeR5hLXzxnUdlklxAHsgRGY/3b6d/vQy0kvC78KFxgM4YEgYHBw0m81Scw25s56waEykL3jLCFYM95GxTpbDtaWkojO3Lo83XohMB8hfa4y+OK0w7rCBhnuySdIRlEFObtRjwxxbAi/Eu18FW4JwgMFhNp9bjmifULJJUsl6XplyHCBsuZzxAIeNB3DA0NLX1xcfH88bMHDHAaJRkhvUuAslcvG4A6RO+Z1dSdypxgt56A4Q5ljoyRayFzc2sYkgNm/Dc4D7VQg1w0LZl/tyzQHcg6KUSR8PkBoFkXKAU40HcMAwwV17wJ1RAV4+nSAMo5RszEN3gDuNFz0c9x3AnRSENz7BwykHyDxJd8cBLl9qsMgcD3DHAQ7LpDuAeXC8hO18qVyQU40HcMAow7V0ChfPOmAYckF03HSAcBzbI7kgLkOUC3KtCoe5IKGQXMsFcYcfHJbp0AHczmf7QfhduNB4AAeMPujDqsL7Xnh4ygGiLXFzTNhh44XwIj4pQb4DhA2W4wDRc3apwUn5yXqpMWH3qxCWQN7hnqSLOoCVh1Njwry9HJZJHw9IXbqYdAtvfFj4XbjQeAAHeB6bzRYfH280Go1G46ZNm+RMNeoUvISJwWAICgriBnGyAfd022g0Uu625DlANBCLOoBXkZwI7mbjhUjdbOrUdQDbZnZAQsoBvHs06bkamQGaEdzSzivBI1WI3n4qdIDoTajyHSAsX9hpTuWChAfOmlL4XbjQeAAHeBKbzRYRESEc0oyIiLDZbB6siDt2mpCQQOIg5TErbgyVkx/n7k62FHUAwznvFlY0FI2XUyD5r/zxAG517HNwlOeWRR/CEsZB4YUCJUAzD2rgalcX+S83deN+Fbx4KvWMGDeSJi+MOlVYKNMBvCfUrnLOfuhl0nNB3J7hTSIk/C6cbTyAA+TS09OzadOmNWvWRERERERExMbGWiwW7gZ5eXnC6M8ybty4vLy8h9V4AEYyyNo/ROAAWZhMJtF54rRaLbnJp7u7W2oiOS4ezwsBMNrBZNEPFzjAMcIbB7n4+voODg7GxMSw75AFh+Pi4uLj49esWcOdcVqr1T7sowFgBMHN82BGh4cCHOCAvr4+hyf4a9asYbeJiIjgzRDX19en1WrZjSmL0QPgbbAOGBUzpI5J4AAHcE/w/fz88vLyurq6+vr6yLxAPBlMmDBB9JaYvr4+9mpg/fr1w38UAAAgChxAY3BwkI3vkZGRwvjOGweOi5M8l9m0aRPZRqFQDHGrAQBALnAAja6uLja+Sw3nci8UKAvNW61W9lphyNoLAADOAQfQkBO4TSYT6wDKs1E9PT3sZkPTWAAAcBrEIxpsfKckcGw2m5wTfDgAADACQTyiwTrAYDBIbcMGd19fX0pRcAAAYASCeESDdQBl8S84AAAwekE8ogEHAADGNohHNOAAAMDYBvGIBuuACRMmREjAPgM8btw4qW24m8EBAICRA+IRDe59nx7kYR8WAADcA/GIBhwAABjbIB7R6OnpIavAexDK0AIAAAwzcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgvcAAAAHgv/x+e8y3ulaRJ1gAAAABJRU5ErkJggg==)
Estas son nuestras elegidas:
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![](data:image/png;base64,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)
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)
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)
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)
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![cap gemini](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_vwHp_0Iffn77Z2lwMr3rEywBmNCENywIlJJncJNZyX4-MjVFOtxjrikAY7PLO77Rrcq9-Mtw-yL5hBC38gGhsKJwlEoxQKIbo0uTwLS3DIRCcbdXeuFY3uvp_jSov-f08fe5ZxtDX5-GWUaTywvG7I=s0-d)
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)
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![AMERCIAN AXLE](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_vN_8lEyBkScVUYuds25aa2R6IcONlSHb3SaynxCc2zpgRYlcrb9oq0s5sJAe-waB2HjQS0ldFXn9nWO0o1L4oj0NllpVd9W4a0PmVbRknP4xrNZkWmelEKeFBdn81lfY5dsI77d9ma-nUZVtih89zctTBD=s0-d)
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Estas son nuestras elegidas:
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Acción española en una clara tendencia alcista,
como toda tendencia alcista podemos observar impulsos y retrocesos, en
esto momentos estamos ante la finalización de un retroceso y el inicio
de un impulso alcista, esto será ratificado con la rotura al alza
de niveles de 42,00, llevando a la cotización a niveles de 50,00.
Observen además como las manos fuertes comenzaron a entrar en el valor tras el apoyo en el soporte en niveles de 37,00.
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Es la acción Top de Alemania
ya que su comportamiento es mejor que su índice de referencia además de
pertenecer a un sector alcista y fuerte. La situación técnica de este
valor la podemos catalogar de momento óptimo de compra ya que se
encuentra en un proceso correctivo dentro de su tendencia alcista, con
la particularidad que este proceso correctivo se ha apoyado en el
soporte de del entorno de los 50€, zona de fuerte resistencia
anteriormente además de corregir el 38% de la subida iniciada septiembre
de 2011. Como se dice en nuestra sala de bolsa “si no compramos esta ¿Cuál vamos a comprar?”,
la operación podrá salir mal ya que el mercado es el que manda pero si
tenemos una acción en tendencia alcista, pertenece a un sector fuerte en
Europa, su comportamiento es mejor que su índice de referencia, se
acaba de apoyar en un soporte relevante, ha corregido el 38% de toda la
subida y está a punto de romper la mini-directriz bajista, más no se
puede pedir.
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La
zona de 29,00-30;00$ se ha convertido en un soporte siendo el final de
la corrección , para dar paso a un nuevo tramo al alza. El indicador de
congestión se ha activado, lo que denota laalta posivbilidad de un
movimiento brusco para los proximos dias, com oel valor a comenzado a
mostrar fuerza positiva y las manos fuertes estan dentro de este
pensamos que el movimiento será al alza. Aprovecharemos la resistencia
en 32,80 como punto de partida, si esta es superada ¡A Comprar!
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Acción que ha principios de año entro en una Etapa 4 (depreciación) su sector pertenece en estos momentos a la peor industria
de Europa y el proceso correctivo dentro de la tendencia bajista
instaurada en la cotización podría ser una pauta plana a-b-c. Esta
corrección se vería ratificada si rompiese a la baja la línea 0-b y el
indicador de fortaleza comenzase a marcar debilidad en grafico diario
(en grafico semanal la debilidad es clara y evidente), si este hecho se
produce proponemos una idea de inversión. Tomaremos posiciones cortas
perdiendo los 26,75€ colocando un stop por encima del punto C (que aún
no sabemos donde estará), marcándonos como objetivo los 23,10€.
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Entrada por “Método ENB”, como
sabrán nuestros lectores esta es la técnica que usamos en las
operaciones de trading y swing-trading que publicamos y enviamos en
directo a todos aquellos que lo desean. American Axle se encuentra en
una Etapa 4 (depreciación) y seguirá estando hasta que demuestre lo contrario, por ello si la cotización rompiese a la baja la línea 0-b tomaríamos posiciones cortas, ya que esto provocaría la continuidad de la tendencia bajista, algo que debemos de aprovechar.
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