Noticias de Sistema de GestiĆ³n Bibliotecaria de UNITEC /cgi-bin/koha/opac-main.pl Destacados <div align="center"><img 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" alt="Image result for principios de electronica albert malvino" />&nbsp; &nbsp; &nbsp;&nbsp;&nbsp; &nbsp;<a title="Macroeconom&iacute;a - Rudiger Dornbush " href="http://biblioteca.unitec.edu.ni/cgi-bin/koha/opac-ISBDdetail.pl?biblionumber=259"><img src="data:image/jpeg;base64,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alt="Image result for macroeconomia dornbusch pdf" /></a>&nbsp; &nbsp;&nbsp;<img 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rJ09Xh30KFd7CT3lGMrWuc2vHLNoqJFq2O6jZKVJGpcAHeUpArIoTatdu0Oov5/+lNaqfExYj6DWtbEdJWm2ZBCSmdZE2OmlSjYDtpyg9qhrwFRbKefSlZbTmE9a08D9kmiLuNxRP5sAHLBykjkOt3+2s1SpWUmk4iQhRcbtSKCdjPSRlEj9Ycpt5jzqdO77p1KRbnPHTyk1KnEYsSejPb1P1QPcAfCpBjMYAfi/8nh9lK6tbslH1GVKh2xl6AbGYVTasqtbHnY6VMlPVHcKhxr6lrJX6wsbRpbzqZS4QTyHAdntrFtZSdKnm43NGy8u9nl4Dj31XxQBSqbjuqmjaC1BJSySDAJnTWdeRB9nOg21NpPrJQhKUAm6s3yeMHn3VwlE7uVma21gVtPqxOF639c2COsNZjn9o766Nu1s8pbGIcScxHxaDaCeJHv5RQfdfdoPOBx2C22oqTwF/kq5wZM93Kug4VnOrORCRZA7OfjVq1Ik+wk2bhCm5uomSe2iSUxTQY4Us1PYrERTA2nkPKnA0iRQkBGrDpPCqzmz0TMCedquTTVVOVEXKCsCOBFQPYI8/bRIxULiqMiJuB/gZvaaru4H38YoylEVE4eyqpRS0GTYAcwxE+Y5VSfZSTmIE91aLEDsqhiGReKqcSxSMRt8dZPd9tCFIo/vK2Q4kfq93E0GyTXqMDpQjyOTiOsZSAt4Vr930whf7Q+4Vl0pt4Vr93WioKSNVOkCbawBNbYOzuYcQuhY0GzdqFpCkBM5jMyRFo4VaO3zCR0Y6sEdY8PDlbzqFnYriisAplCik3tw0PjUit3nh+h9I845VRP4Zybla5VH4lRtFO3Itf0mMfmhN/lHlbhTP6RG56MXt6x5k6x21XGw3MyUymCJmeEgG394U9OwVkApUkykK5XMWPZBmeyq8mEX+Y+fGPv/AACn3MylKiJJMcpMxVhx9KUFSjCUpkk8LXqvimChRQqJGsGdRNCtpJJDrYQstrQUlQEgEp5RwNZtrJOnCxo2SnvJ3COMXKFICsqYkkC8mSAPYaFbK2IXFEyYESToLfJnvt40M3ZeLTD7KgtS0PngpZyqSgoBVoBB1JFdF2OwU4RJUmFLuRa0mwkdkVworWx3JOyJtm4SyWhZMSQLWEWPfPvo6EgWofs09Yns95/lRBVWuyK+J7THFgakDlNOAvVTaSwMt+fGJ9tBJKtCyQpDgCYFoBB1m/40oc7s9SjmXkUqDBBWnlHH8WpinV2SStI/VCTz5pq9hXZEdaRzEH3VFkwKDTTyJ6iojg6FdtgoeGvGn4pTvyVKTGUXQFTIudeetFQa8qUiLgUY9SbrKcuYzKVJMW0F+dPax4VYlI4gzrE8/wBUA+fKii6gcYSdQPIeNTZhdEKFhWhBHYRTF09DSUTlSBOscaicntqqXEZFd4VUXHOrTx/H31TdNVjIx+9x+NT8z7TQRJo5vOPjRb5H2mgsRXqcEvkQ5HKr9YxgTbwrV7IT1V/tFfZWWi3hWr2Zov8AaK99a6fExYrqzRbKL4QSzcZoIgEzE8eEAVccxGNmSg6zGRPOfsNUdlbXLKSnIFAkqmYMwAPC1WUbyKCQOjBIgAyYiCPO9ZalOo5tqCYtOpTUEnNolbVi88dUEJMEgAESCeGsgeVRYjF4lhKQopgBIFgeBA+oaic3gUTORNkqGp+V/tUG1drF4QUBN5sSef8AEaIUajks0FbtCdamotxnK/ZxKTrpWVKVqb6caEocxbiVNNIQlKVkB1auqRmn1BKiRdJ0BjUURJtRVlMAAAAR9lZNsq0IW8TRsl9Kd/Ap4TZ6Wmy2CVEgqWo6rWbkn8WECtNiBDAAGiR7IoGlWlxqQfLS3hRVeKTEE6iK4sOJ2WybZGij3D2fzomKxx3wwmFQQ88lKpJyjrK4fJTeh2y/Sxhn8U3hkNrSlw5UurKUjN8kZdYJt3kVa4u5C8DoajFBtsu3Fzofx6wq/wBLQraiVFQgH1ZmCRxJuEm/8qVgRoxi4Fwe3LP+ueXnV3D4hxUkBJHbb3E0LQgm+VQ/uqm/9zsPsomC2IkrFteunsvUcWSEAqvM1RodSoSlQI5g+ymqXF6cVlVe00haUKSQo9qfvv4VYViU86C7Qxl7a+6qS8WefkaZRAIbUdi6M8mbpNhA4ifcOFSO4tLbYW4oJSEypSjHnpeslvJjVNtheYgA8CZMjsI+2sTtnbruIjpFwgaIm1uJ5ntNUyVmaKdJzNjtL0hMgkNNqc/WMIHhMn2Cg2I9ICj6uHSO9ZP+kVjcU+BAHOoFvFVkgkngBJ9lIlcvlThE2jO1jih0ikBJHVgGe2b99JTdUt3GlBshSSk5jY66DUcKJKSRXpsH1MeRwcSvmSsQZbeFarY7RWSgRKnVASYEk1mym1aDA6K+er31rp6vQw4n6PM0DGxXFBcFMoXkInkJJB/GtSK2A7eCk2BF9QZ8riBz7Kp4LajjSShBABMmwN7D7Ksjb717p0j1Rbu9tVSWJu8rVimLw2VZk7jmtguFRSpSUkDNztflppQiaJf8cemZTPzRzJ+2hgFXUVV13lvIpq7rTd38xVX2riWkoHSvkBMz1soOhF+YItVmuJ7bxBW84XFqWQtQAmwAUYHYI5VztrxvGHn7HS2QulPyNrtH0gtNgpYCnDzJITPebnwrJ7T3vxb8y6UJPyUSkeJ1PnQECewe6pUN1x0kju2EFQTaT2/i9eJWUkKSYIIIItBFwR41P0YmTf2D7/dTHx2Ad3871FybH0ruttT4VhWcR/WIkgcFaLHgoEVHtV13pCErCU2sVAX10NYj0G7UJaewyj+bUHEz+iuyo7lJn+/W7xC5cVcWiZV2DUZxFyOFQ9Cm2pJg1Oo1dbXI+U57oSPwKuHFuxZLaj+q77pTQ7DdZVusBBsbxzB6TSrz7A1CHAeBGWR3a0sWDGPYsgCRHMTMHv41WO0RcT+Oyo9qChap8fCrUtBeI59fWN7VXeXaZsOdoobicW4l0NpUhRNusAm+WdQb+ArP7w4R/oyt99McEgEyeACbDzqW7FkY3ZFvZtVLiS2FpMGQUSeNpOnOs3h0gmoFBRBlRMXA0HgNKfhVe2s83c2Qjl0LOJaT62UGNAZj2EGqLmPdggKCEnggBA045YnxmiczQZwxIMUkGPViuJrN0h8STrKz7k0bKKFbnoHQW/TPuFHHBPhavTYXqo8jgV+slzKxTaj+ykJJAWcqSs5iBMCb2oQE0Uw4sfnH31qpau3gYMVpC/iaTZux23UqIWqA4pKVR6yYTlkHTU+dW1bsoF+kXrpA/A76GbK2UtxGdLgQM0akXlPLvFWcRsZxN+mm4HytSUg+Er1++stSTU2lVt5CwgnBN0r+Nyc7upK8oWqInQH5RHu9s1HtLYaG21LCzIAMR3DXz9lQq2S6CIdvJRqrVIKxEcLedTK2C5Bl5J8VGL2ns6pPhUKo003V/BLppppUvyAa4Tj0y8589fb8o19E47Y6m0Z8ySLWvN/CP96+dsTd1z56vrGqdpVIzhFxff7GrZVOUJTUvD3IwBwH206kBzNeF0cL1x+J2iVKaa9EQTUaiTxjuqwzs5ZgxAJAzHQSYueFFrEh/wBF20Oh2i1+i6C0Z/WEp/zJTXbnsa9nUlCm4BOqQT9cT5V8+Y/DfBH0FKwpSCldvkqSqYMcbCu7JxqVErEwesADqFaGyhAiKm90VyVmWf8AiT2bVvTkPZ8ZRZGNTlupIMX6wF/OhWCzSFBClCOCxr2y4aNECNPdSoRgjaVC3FDX7qL7RHGhCrVfFaClZxhCyHBcjkr7raVnd9MC462koBVkUSU8YI4CjeIwIzhwWI4QkdmsT5GodpuKSy4U+sEkjvilce8shJpqxybFPqEpgjgZkEedNwblh5V5inpkm5N51k1DhDbxqi2hrcncMlyQPOqGMY+VB5UQbMx5U11INVJ2Zc45kaTctH5P/wCxX2UeKaGbmoysD56j7RRoia9Lhn8qPI8/iF8yXMhabuO8VfYFj3n301DV09499WcAhBUA4SlE9YgSQOytNCVm34GHGLoJeJNh8Y4gQhZSJmBzt/CPKplbUeNi4SNYMcweXMCiOy9jNuoUrMqy1AERdNssg/ZzqyvdpA+WvsEDt7I4e/wWeIw6k8y15GeGHxDinF6cwJ/xJ2Z6QzJVw1Iyk6crU8bVemekMmOCeEkcO0+dFTu6guFIUuMoVoLSVi/0RUW1diobQtaVKkZTlItBMa+fsqFXw8mo2/AOjiIpyvw8QY9tF1YyqWSLWgcDPLnXz1ipDi/nq95rvdcX3qwuTELVkKEuHMkEEcetr2++su04xiopK3H2N2yZOTm278PcFttlRAAJJ0FHt3NlJU8UvJjIAopNpk2nsqq9ttR6Mttpb6PQi5MiDM8KiG1Hkuh/MCtQgzFxyIGgsOWlcZ3aO5obvGYVpacmRMERoBFtZ4VhPhrysP0f/aTrCQORgq8rVax28rjiCkJCAbEgkmOMcqEtIGbKs5RzykweFqWEWuIDYEJjW8iNOXfzrt/o+20XMIzK5CEhpSepYpsBrItFzzrh7aZGkm0ayOcDjNa/0ZbXLWJLJMIeTxJgLSCR8pIuJHgKd8BZcDuTeLUYIaUQeIKP4vxFSjFKj80vwyfaqgrTmYxngT+lp4hydKNM4tBISFA2/SHlrrr5UtylobjkZkzEW8fGs26mCda17yJHbWa2mzBJvVsX2Cg9xXGqri6HvqyPoSCcpMgZjxE6Z7/Rq444B+ONTcexzvexpIeUlKEp4kga8Rwt21nmz766btbZTL5lY62kgkHuPOuc4toIWtIFgtQjW02qpo0xd0X8KqQKtBAqhhrCroJ9lZpLU1Qehtd1Ezhx85XvouW6HboCcOPnK+tRlTdejw3VR5I4ddfNlzZcOH9TwNVAmj3weQ3HYfdQd1ME1owkryMO0o2guYS2TspTgCw5lE8JkQRx0m8+FWE7CUFQp2ZCj1ZmQAbz841Fs7C4gtpLS4TJtmAgz29oqdGBxkznIgG+YcRcf5aSpOWZ9NLj/uBnpwjlXy5P+DxewHBJ6VMDmTpEiT40HxQUlSkFRMGDreD20YUziwoJU6QFEgGReEngL6Cqe1NnOIla1hRKrxMyRm5VZQqPNack78Lf8K69NZbwi1bjf/oMrGb+bLLjBUBKmiT2lPyh9vhWzNA8FtJOJZDlpUIUJsFaKjsOo7CKybXdsnn7GvZH73y9zkGFClSlPESdBpzJ4XrzLrztHLtvTVJykpPAlPkY+ypEruIE94n2VyTujkpJSDlkJ1IHMj1j5V6pMBJBmbkQRHZJ18KjOYEpMjjBkXidOBNOSiRfsI+0e7yoJH4dfX6pCM3V1IAFhck6V6y+ppxLiD1m1BSSJiRB117Kd0JABi3Anvn3mrOPwwSkHMlRIkgGY/nUXHyux3rZzqXEIcSh2FoCgc0gggKt1u2rCAmfUeB5wYFYn0VbYzYdKFKV8SS3AzKsesiREAQSNfk1uxtFBj1r29RX3UrtczNWCooXthvqlXK9X23PdTXtDabaUwhzPEPhT6MqjrwnlN7gceRq5iieB9lXtrupSsAoIUTySYsDwPbQvEr1plwLEMGnGuebebyYh0c1Zh4it70lZLfLC3Q6BwyK85T91DWhZF6gdhVXEOW1/wBqFMuQaupcqiUTTGR0zclP5Kn5yvrGjuWhO4SZwaPnL+ua0QZruYd/KjyRyK/WS5h3Dt/FtHsA91ZzGjrmtWwj4trw94rK7R/OKqzAvpsx7T6pcybCbXcbSEpywOYnt51Md4XuSPont7e32UIpVveHpN3cTkLEVUrKTCatuukgkIsZ9U8im9+01Fj9qrdTlUExINgRoI4k86oUhUrD0000gdeo005CNcw3fxwYeyA/FOwtHcdPEXSe4cq6ga5QrCqQXGmz12MzzUfKbI+OQD80zHzq5W1+MPP2Otsa3Tv4e4J3qw3R4pwcFHOP71z7ZqkCSZSMscifP8c60O+baVt4d9FwU5Z7NU/6qD4TFkN5AmSezvrk9h20TN7PUW+lKhExrJmJE9nCp19EWQAD0h1vNuHdeocBh1LlBVATeOZifwTU2AfQjOFIzE+qeWkEH8a0rGJSt95uI6iImwgcBUOHw7ZbKlK62ke/xqTZqHFK6JswVmYmNTzPCnIwiW3Sl641tx17OdDZLbfEMeirFJTjFMrAKXkECQD1k3ET+rnrrycC3aEJEaW0vXBE4wMYpD7eiFpXERa2YdxEjxrviHBEjQ3m9xU2vqU1NC6hUUzELlKgDEiAai6So8Q4Qk5YntmPZQyoAbQwC8yVFebLrJPIDiDfjrxoNi1a0bx+Jc4pTE3IUbDgSCPZQDGKB408VoWopZrn+dVsfhwtCkKFjbx4e2plKjjTVk6/jtpmhzBusFKo4ix7+NOJvV/b+HyuTFlXHuI/HOhqr3qplh2X0cJnANfOc/eKrVBus76Lm52czxu5+9XWuDVdWk7QXI51RXmwohHxbfh9YVj9qD41ff8AYK3QT1EeHvFYbbH55ff9lXbPfTZj2p1UeZRrylNeV1zgntKa8pUAe1gt6WQhaHsODnbObmLapPMRPma37Ikgdoo/id2mHE5FIJT85X31xtq05TcLeJ29kSspeXucH2ihPRuNIu0sfCGOwTK0d6TmEUD2ViVIVKdfP8amu/n0d4LKlHRrhCitPxi+qTZQBJ9Uxpp51Ub9Fuz0kFLbgI/8q/vrmbmVrHZU4nE0NKzhKjlzGD4aAirqMrT1iFpSew9x5V2J70ZYBZlSXf8AFVXg9F+A/Rc/xD91RuZDb2JyLFOy4XQkpBNo0gmYmI/2q1tXAFCULUoKzG4EmOWtdix24uFdACwuBpCgPcKqH0aYOIl7/En3ppVQmG9icZ2680tKciMkfg11rdLEqVgsOpWvRJF+zqg+IE04+ibA5pJfV2FwQf8ALWrRsRsJSkAgJAAAOgFhwptzISU4sEKeqnjniUkJWUnnAPsNaM7Cb5r8x91Rndtv9JfmP4andMS6Oa47CqCworSrrEnqQTI5g61WfdrpT+5rKtVujuKf4aoP+jtlRkYh9I5AtEe1s027ZYprtOcuO8qjU/XRx6OGbS88f8P+Cvf/AM1Y/rnv/n/BUODHzxOWbXTnb5lNxpwGnlWVNd+Po0YP/ed/+f8ADQz/APGsOZ/KXuyzdh9GkdOQOpEI+ihv/wDmMdpd/fLrYhmqu7G76cHhkYZKlLSjNClRJzLKzpb5XsosG61RlZJGWSu2y10fVSO731gNuD49z51dGisFtvAOqfcIaWQVGCEqIPkK0bOmlUd32GHakW6cbLtApFNirh2e9/UufQV91NOAd/qnPoK+6uzvI95w93LuK1KrHwF3+qX9BX3V58Dc/q1/RV91Tnj3kZJdw3Deun5w99dC6GsJhMKvpEShXrp+SeY7K6V0dcraM1mjY7Oy4vLK/gc52ptTHhbmRpxLfSLSk9CFZUBKMiwAFFQJbesRm+NTaACa6sZjysZi4lBKVJJaIUQgHVKGCZUtIUUEidAUCx6d0dLo65uc61kYvZe0Hy40lxDhR8GzqWW4zPSlWUwAQQ3J9VIM6AjKArO2dolASWVJcCFBSujGXpW1ALiQeqUJKxa4cgXFundHS6OjOFkc2xW2MZm9VSQJQFFBSnMHkNkmxHqtvLEpIh1B4VbXth9KW1JJc6RbwSnoTmOWAwFQAACbnj106gKrfZK9yUZwsjmmH27i8vqlCQ0FNlTa1qdUEXQeIUSFnMdMkmrOC20+t8NqWhsnEBATlCvi4KlSbGSBlCuJIMWNdCyUslGdhZGM2tt5Ta2wlJQIHSJWglSCtMoBgxIAUTBI6qr2ofht5MUoOSzBDSsoyLn4QHEoCFJHWgdI0bXPWroeWvctGcLHM3d68SVEIQiYX0SSgkukeqUnOAAAtBM26hEjMCJtjbyPOPoC3GoUtDZQEpkANFazAeJSokkkEWCRAUkKUOjZaWWjOFkcwO+WJKOqykL6Mm7aiAtKkBwSVpSYQHlxmBgoN4gybS3xeRPVQnLmRJBCS4HkM+s4tCLFOJISpxM5EnSY6VkpFA5VGcmyMA9vM+lsLQcO6Ct/rJSQkNtZR1/jjlVJUqZMjKIGaQR3f28vEYlbYWwW0oUsJSD0hSVJDKwc8FJHSTCbQm/WrXdGOVINgXgeVGYLIiDdLo6nilFRmIsZ5rfFhWiHfJP8VWDvI0Pkr8k/xUqVKMWhtdHJXkPvqVO0Engr2ffSpUASpxIPOnpcmlSoIHg0qVKgkVKlSoIFSpUqAFSpUqAFSpUqAFSpUqAFSpUqCRUqVKgBUqVKgBUqVKgD/9k=" alt="Image result for contabilidad 1 andres narvaez sexta edicion" />&nbsp; &nbsp; &nbsp;&nbsp;<a href="http://biblioteca.unitec.edu.ni/cgi-bin/koha/opac-detail.pl?biblionumber=4">&nbsp;</a><img 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o1ovubX7S5bGcLJuGC1PFbwcRWIyERfRfpAUp2GjB7MPtnVnPjnNNuPfRFt0is5gtrJfpFdmKQlI1ZclFIOI0J05xtkn2U0u+s6xuAFueHtIBuA6wy4Pq18qdr1jcNMXYG2kWIrp7Psouzx5aFbGPhVHGorNxfLLl/0FGWw5n4fDY3tmtl+D+kM6SwqxZHjCahKUJOCpHpe2rrmud8H6UcEtmLwRtEzDBbsnY48gcsQPUKmo+sHhzfpGPejlHzWuSvTqStaLy5vmawsszmtL1DDpnYH9Lj+OofMVkOk9k3K7g/6ij5muOVGprhfwCzLl0Y/9OvvSf4jUVr6Izq9qjIyspaXDKQwP4VxzFJX1XD5Uop7I86T7TOL9cXDysiSb7FkPl/PdH11Q7Keb0IixzltKjUTtucYJOw+yvQnWR0e+kRMBjLjY4zhh6vgD7RXCOGyGyusyDvRiQDbILGNlQ+tSSDnyrh4SXVwlR/VC+W65M9BvEsQytoZgyNGj6jl4yqsc6dyV27wGN6ufC+nF1Hb/AIK0Zj6KzEu8Ssf1U0c99gWPxrRB0ut42WVIm1Ro0UUfoqqNIMkvvuY13GN9bDNaG45aeHa4RRHGmCqhRIzq/dlA31DUGDZKDFWc5yteBhu/Irb2s8jk9nIztIynCMWMhyzLyzq5kjnSy3cyko3dYd1g0ahh6jlcjn9tWlulkDJIrK6NK8ytLGoyI3ULHIFyO/gBWAO4yc1CXa/TLhEgDtiNIg7jvvp2LuATzJxjPLFbhUl+pWRtO5buqm20pNOeQUqPAEbHn7UP8fKkjhkvfZl3Ua5N+WZ+wOfX2mRj1V0ri9xDw2yS3JOXwDsTncau9yGB9ek+JqqSdJYWB1AlpYhHKd8hlE7B13AJZ5UYg8t8b15/CzlUnUrJZSdl5R+92UbwtJGtejUwOnXCc5GoSZXIbs9OrHpa+5jzPxqqc8mr2/SeGUlnEnPVhVQbpMJU2BxhtADeRdjvjeiAcx5V20b53NNtrMxzRmkJ+qlIrpJZikUgoNC0AHjS4pC1AOaDQUpNSfAeHxTmRJZWiKoZA4QyDSgJkUqCDkjBB81x41YrDhXCRG1w9xNLGNC9iV0Soz5GXKHvbhiMHG3jUp1lDVN+SEUrTSmuicQ4Jw6OOJpp3EQBWJkVg0nasZAzNghwoI3AA8/KoO96KoshijvYXkLHShOO6OetxkK4/V8QD7KjDjKcss16P+5cxlYStg3pJVUMwDagGIVsY1KDsceGRvQau7FYu2RlWIpVY+NLSsbEatYNZNWK861HQnJ5no/qZ/JFt71x+8y0tJ1M/ki3964/eZaK6FoeRPvMnekfoL73+Rrn3SfopFdjPov4MPP2/wAg/bXQekn4tfe/yNV8V8X0vxNShx+Om7OyPV4SClRs9ziPFuhd1AfQ7Rd+8u3Lzztn2E+2opeD3BOBBJn3T/Pga9FiJe0C7kHHiAdwDvt66xW2zuMDbO+5AxnJOPlXZDpqta0qabV1k9gdNX19jiHCugt3MRqQRrncsd8eJAHyzXTejXRmGzXCDU55uef8/wD78zViNuRvkYHM77cj5f2hWt1wSDzFebx/SXE1Y4ZLDHw5lqUIXyzKZ07VtcRjTXIqyaBoEhLdhcEYQg6twDjHgPKoG+gIVjCiaCXW67q4WDXceforntACMbog8BWfW7KVlttJI7knIkeK+XqJ+uufo2a9/o2nfhKb8PqQmr1GWzpWH7RRKAJArg4AHc7aTsuW2Oz04/s6aqgG5p9CuxpgebV301YpJWSNYpcUmaSrkBWoVaKKYC0UZpSRSYyR4dcdinafrOq8tyid+QezJj/kVnbTJC80EwZopMKSmNa6W1RSIDscZ3UkZDHcbGkuLSRvwccTP2MQMmkFtOe+7MQNgCxBPhjnTa9YFYn55Uo3vIcfdKfbU9R+pZuJ2NpHBaPJcM6BJSqxxOrzAzMxGXOIxkgEnPjjO1QMN2TJLc4GouzAeAeVicDPhjX/ADzsPTGy0WHDjjcRlT7XRHx9YNVprZ+xQKjHJLthSR+qo25bAnf9aubhpKdPE3fNr0xMEab2ILIQvo7FfdYal+wisF5YpxeRHs42IIIBjbUMeicrsf7Jx+zTQHyrqWaNxdmbVJ5GkFYajnejNKxvEDGkXnSE0gNbJYsz0j1M/ki3964/eZaKTqZ/JFv71x+8y0tWWh5U32mTvST8Wvvf5Gq/Vh6Sfi197/I1Xq+D6e/3H5I9jgvyjNpSTnO/n7K2ZOkHV44x4/zvSRoCrbHIAIP7QFLo2Xu5yAS2+2+DjFcNOMtW9Vu97FZON7W0NYlYeP8AP8gVixzua33EYGTp04bA57jfz9g+um9RqqUXhk7lINNXSOYdcX4229yT7yVQYjvXYOm+nWuqCGXEErDtHVDsybbsO4c5J8NPMZrnd7PA/aCOCJSBhWjLlTIFDSFVLY0AK+BjmQd819t0XUf4SCty8Nzkl+YxjC2xpk3M09hO1Mm5mu+GrN1HkjXmjVQBSVc5zL20YpM0UAZU44bGGkGr0Rlm8tKjUc/AY+NNRTzhN+IZNRiSVSCrI+cMpIJGVIIOw3pSvbILl46HutvCLiaWFGvJiXEz6S1supX07HLF3J3wMKN6qvGOHGB7m2P+qbtIz5psPjlHQ/sGpyXpXYSqom4ax0KEQCdmCqPzV1Ywvqpnx7pRBOGKWelzGY+0kleRghBBAGccicZziuKGNVL4Xnrp6cxosvWJBmytVUb9pEi/GFx/kKr/AEauJDO5Sd4rWEdpMUJAMcYCqNvzmCgD44qT6W3cyWlg8ixsBguM+kwj7m4P6hJyOR+FNuBdLLO3XCW08WSCwil1gkbDd2Brg4eM48LhUcV29Lbvf2GQfFeLvevcSP4gOin81YyRpH7DMT7CahA1XTj3SqzmPaLazPMEMavNLhVB1baEJ1ek3PHOqUBXrUe6sreAkZEmjNYk0lWsPEKTWS1iKVaATPSHUx+SLf3rj95lopepj8kW/vXH7zLRVVoeZNdplsv7MSrpJIwcgjzph/QC/rt9QqZorjr9H8PWliqQTZWFacFaLIccBX/aN9lJ/QK/7RvsqZoqX+K4T9i9zX4mruQzcBU85G+yufdKuPvacQFmiIydksrSOTkBtedhgc1Ue1hXWq8+9dd+8fFSF0kNbQ6ldEkU4eQjKuprMuieEtlTVzdPiKl9TUvEJr57xplVDFZTRBFzhX15Y5O53j+rFVnh1rFoZ5JHj7AByQqlS74KR5LA6yRjGMAKSTgGpTgl+jLO1xeRRtNA0YWNNGGfHefTHudseJ5703t+k9xa/g4zbOCdRaNGCsTtk6SoLbeIzWaVNwcoQVkrW1S0zs7ZnQm35kX2WkkDlzHukZX7CKjm5n41KTXRkJYhV2AARQigDkAo2FRjDc/GumBaeiNIFLSClFdBzirSAUlKKBmWKSgCloGJU7wTi9tAAXslmkHNnk7vPIxGUIBHLxqDJzQRU6kFNYZaebXyGXy76wYpkKS2Kun6rSAj4dzY+yqbxOaJ3BgiaJcbqz9pvk8jgYGPDemuKSpUOEpUPy1b1dvdibFJozSUGukLgedITQaMUCuZKaFNYisloY0ekepc/wBT2/vXH7zLS0nUv+R7f3rj95loqiPOlqXeiiigQUUUUAFedOvc/wBa/wDtofvSV6Lrzp18flT/ANtD96WkylPvHPlrbHWpTWyIb1iR2Q1H8HKmWN2p3Bypox3PxqEdWXnojXijNANFXIACKkOD8OExkLPojiTtJG0liFyAAqjGWJIA3qOqX6OXDIz47yshV0MZlV0J3VlDKRuAQQRisVG1F2AztuExTyRpbzN3tWsSx6TGqLqZ+6zBhgHYHO1ZDhUMkbS28sjCJ41kWSMIdMr6FdCHYEZ2wcGnLX6QyIY1MDIdSqttktqGnvtLcM7KRkYJxz2zvWy/m0xn8E9vEXRn0W2kOwJKBme5Y4ByQoIHPaoSlO6s/K/nn55aWELxHoj2UkgEheJYp3WRRzkhUlonH5jZB+G4zvjXJ0aAt+3Blf8ABdqXjWN4gdOrQwD6xjkWxgeWKc2VxPILiSIXDJciQTBbdTH3gQzD8P3WAJ3zyO9MoOLoV0Rrh2Tsu0S2jWUoV0kZEuMlds4z66mnWtnLT+57D1MH4Goult9bYMJl1YGc/RjPjHlldNMr+yWIwZZissMUz4xkB2YMF8Ngu2fOrPcidY9TQS5EfZdt9HiEoj06Mau0/VyM4zg86b27mWIYtzIsKdlqeGHUqoDsWYkjG9Ea8sndNaPPnnn8guM34HA728cLy67hVdTIE0KpZw2oLuWAQnA9VN4OFwTLrgeXCyQo4lCAlZn0B007Ag/mn66c8ODXLRm3Wdmt1VUKtEjKoYsDnBzux3PnW20kkujiCGTuusjdn2Eal1JKs5WLDHnsdue1PHJay01vy8/NAxtxvgKQRu4aRSsgRRIYmEu5DFNByCNic+dV4ip7jgkiV4pY5F7V+27zRsvaEnLLiMY2JBwR4VAgeuuii243buAA1ktYVkpqrGmekupf8j2/vXH7zLRR1Lfke3964/eZaKojz3qXeiiigQUUUUAFcJ65JnHETpXUBBCu41DMjSKBgsBvp8j8Mmu7VxnrTuYRxJVlZV0JDK2SAWWMyuoAJGo5Vhj+0POpVm1HQ3T7xz3UjMyNbDKFtYVX1L+EV8MBEceiyc+TGtcfZZJCKQ6oukgKAymMOUkO/eVZd8ZBYeVWkI8nftXkHbyRzytEoEpQw6QdBbl2ytlc/nU54ZbI0tvbyNmUXcs0ch7upo5wZUwDtqVmI9aivOlxCjy/g7EVyX6P2T6YwHwcMGQAHO3cEh307bHmM4OcVViNz8a6XeF+yaIIPopsZJS2kY7fLksXx6faBRjPjXNG5n41fh5XuWbuka80NSUtdZITNWbq7b/TVx+q/wAe6edVqrP1dITerpBOFfOBnwNc3GK9CfkwJzpTwPt72CRd1l7rnyMe+f7vyrLrMYfR4QvITMNuXdRlx8MEUtl0g7KG71j8JbyydmGG+ZHIj9Y3P1A1le8IkntuHxENvIC5PgpUsSc+rJryqcZwnTc9INpeKs3f5IzfMnOhsEVvZw20vp3wlYg/q6N//iV/vVVehXDFt7i7aYZNqGA+GTkesqv21L9Jemv0e77CO0ifsxGqSP6QyAe5jkBkj4Vt4vfQw3Zld07K6jEcmGVtEgBxqCkkArkE+GKclVUZZPtq+Xg9PDLIaIPhXSPiUrdusfaxliDGqqFGPzQ2NQ5jmTnxpx0MYwx3ZutisimXUAfTHeLf3sn404sLaK0wf6SQW4YuIw0ffzjY6CWfkBgCocX8LQcRKyqO2ZmjV2VJG8T3M538Bv8AXVJRVWMoxjaLw6Jrn9BXJ3gPAvo15Np/FSW0rRnwG4yvwz9VRVxxB7PhVqLc6HnJLOvpDYk6T4E4UZ8hTnoL0rjWB4bqVU0KVjZzzDAgL57bb+VRfBeJWs1otlePoMRzHJvjG/jg45kb8xRGFVN9Yr2av4qzz8eQGyO9e74ZM051PAwKueZ3HP14yM1S6t3HOKW0Vr9DsnMmpgZJN8YBBwCQNRJA5DGB45NVGu/hIYVJ2sm7pDuGayU1iKyTnXUxo9JdSv5Ht/euP3mWijqW/I9v71x+8y0VRHA9S70UUUCCiiigArzr18/lQf8ADQ/flr0VXnXr6/Kg/wCFi+/LSZun3jn0TlTlSVPmDg789xTiC6kXTpd10ElNLMNBPPTg934U2Ws46nJHZEmoL6bsjF2r9mTqKFjpLZzkjzzv7aiG9I/GnsPKmJ9I/GowybOia0NYFKRRmkNXOcMGs45WX0WKk7HBIyPXiteaXNAClieZ3Pnvn2+dYlB5D6qWkoEAApMDypQaXV6qAEzilo1UaqBiA0uKQmlzQISijVSk0AFZLzrAVmvOizGmekupb8j2/vXH7zLRSdS35Ht/euP3mWlqiOCWpbTPR9I9dbZYA1RlzAy+ugB99I9dH0j11CNc4pfpVAE19I9dcP65eDyXHEA0JRm+jxjs9YEmzybhW5jfz8K6r9KrjfWta9vxEYJyLaHGBncySgFvJQcAnw1CsVL4cnY3T7xSbjhFxF+MglX1lGx/exj7aaIwzzFWNZ763QyxXUhiGN9TEDPZ4zHJnSSZAMY/Nbyp/wD07xIA9rGkoUZbXDG+B3vS0ciNLZHMYOa5XUq7Rfq19PqdqK7Bypl+cfjVth6UZHfsrE/8jB+9Uf8A0/HqYtYWpOc7KVGPLTWITnnePui03kiv1jqqxf8AmgD0LCxHtg1H6yayHTS4HoRWqe7Ao/zquOr+z3/hkMitah5j663xWcjejG7e6jH5CpxunN9+bMq+7FEPmprU/TTiB/S5PgEHyWtJ1dl8X9kIYx8Eum9G1uD7IZD8lp3F0Tvm5Wc/xQr97FaZOk163O8uPhM6/YpFaf6WnYgSXU+MjUTLI2B4nBbetdvw9wEvOETxO0UkTK6qGZTuQpxgnGdtx9dYrwyYsFEZ1ElQNskquojn5EfX51mXTn20pYhs+Gd8Lk88Fcnx5423rCbQVbR2hOxBOCOXeLev1+yndiEXh0hwdI7wBG45FS3Ib8lJpPoTYySo2VtzvhjgY8yPEeFbjbqM/gZDhmbvbYjC8iB4gshzWawd3AtiGAdiSxJwFKsSp8nIP7ON96WIZssuCLIgdru2iznuvIQ4wSN0xtypx/QVuPS4jb/srI/yppJZsyArAFDDKtqySEXBwM+PMjzNaIuHOwG8Yycd51GMpr3HMDH27c6m1N/rfwQEmvCLDPe4mP2baU/bmszY8MH6dcP7ttj7zVCy2wC6taHZDgHJ72TjHqxv5ZFNyK2ov9z9vsBP9lwsf6y9b2JCvzNKsvDAfxd63taFflUAKVRWZUb6yfxGj0v1SlDwuAwhlj1T6Q5DMP8ASJM5IGDvmitXUuf6nt/euP3mWirqCt/LOGTzLxSEZpaK2Ijr3havuNjVevbR4+Y2q5VjJGG2IzQBQe3rmfWRPCbrEg73YIVI8g0pCgjcZYaf2s+Fdv4j0fVt02Ncw6edXc9w4mjYB1QJpYHSQCSCGG6nvHwPhyrMldG4NJ5lLubOVllEUkzq7BQCyyKw1QFWaQnIJIXTjJ/BNjmac/R5lkkwtuZTKCMCVC7AKBPz04IuwxXbxwNjmAv+jV5bE64JBj85AXHmDlM4+OKb23F5kARZXXSykLk7FSpXY8saV2/sioSptHVB3JR+CyRw9qSjR7YZWyCGClSNht3l+uoJh3jUueKyvGUd8rkHSFVQCAANIUALgDG3hnzNRA9I/Gswvd3OiV7K5qzWaRFj3QSfIAk/UKBEx8K328kkZ1IxRsYyDg49vwH1Va5LCzWtq5GdLY2OcEDB5bnbfNO4LCQalMJJLaBnAwwXWRg+Ok58Dt7abPMxGGl20hcF9tK+iuPIVuSzlf0RI+TnZXck+ewO/OldiwsdRSFxlIIACxIDDJHZBHYDfkcbjG+ojxNKnaacZgUBNe50sRJqbAPMsMcgds49VEPRe7f0bS5P/IkH2kCpCDq/4i/Kyn/aCJ95hSw/2wst0R3eDaDPCFy2ogIw/FAHw3yO75Er7DWsELgG42YYbSjHuuV189ye6vPc6ccqssHVZxJv0XT78sY+RNP4Op3iB9IW6+2Vz8kp4WK8d0UmScFxqnlYMGEhGQeWABnmDpQbjw9VabiRCRhpSuls6ueognln0dWCfOumQdSV0fTuYF9iyP8APFSFv1IN/rL1f2IMfaZDRhYusp7nIO0i1A9mxXCZVm5sGBfcfmkBtvDVz2rPt03xAOTBcuxI1MSpJGM6QQPDOnPjiu2w9SduPSu7g+6Il+aGn8HU5YL6T3L+9KB9xVp4GLrYeJwn6aM5FtCO8GxpY8gBp9L0cgnHrO9YxXTrgrHGMAD0BnYEZ35k5JPnXoWHqo4WvO3ZvemmP2a8VIQ9XvDF5WMB95df3s0+rM9dHY8yXMrOQXK5Ax+auwzjIHM78+fKtIUfrDPkDn5V6xtui9lH+LtLdfdhjHyFSEVnGvooo9igfKngDr1t7nPOqSOQcLhGCO9NsRg7zyHlRXSQtFbOZ5i0UUUAFFFFABSMoPMUtFADaSwjbmoqNu+i1rJ+MhRveUN8xU3RQBU26u+HH9FiHsUL8qxbq04YRj6JH7d8/XnNW6ilZGsT3KpD1b8MX9DjPvZb7xp9b9DrBPQs7dfZEn8KnaKdhYmNIeFwp6EUa+6ij5CnCxAcgKzooEJilxRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q==" alt="Image result for diccionario juridico magno" />&nbsp;&nbsp;</div> <div align="center">&nbsp;</div> <div align="center">&nbsp;</div> <div style="text-align: left;" align="center"><strong>Visite Biblioteca UNITEC para consulta de estas novedades Bibliograficas.</strong></div> Novedades <p>&nbsp;</p> <p><img style="display: block; margin-left: auto; margin-right: auto;" src="http://biblioteca.unitec.edu.ni/opac-tmpl/bootstrap/images/logo1.png" alt="" width="671" height="277" border="0" /></p> <p>&nbsp;</p> <p>&nbsp;</p>