Título : | Teorías contemporáneas de la organización y del management. | Tipo de documento: | texto impreso | Autores: | Zapata Domínguez, Álvaro., Autor ; Murillo Vargas, Guillermo., Autor ; Martínez Crespo, Jenny., Autor | Mención de edición: | 21a Edición. | Editorial: | Bogotá: Ecoe ediciones | Fecha de publicación: | 2009. | Número de páginas: | 490 p. | ISBN/ISSN/DL: | 978-958-648-566-10 | Idioma : | Español (spa) | Materias: | Administración
| Palabras clave: | Administración de empresas , Toma decisiones Cultura corporativa Calidad total en administración. | Clasificación: | 658.406 / D654t | Resumen: | Teoría general de sistemas , Administración por objetivos planeación y estrategia , Toma de decisiones organizacionales , Poder en las organizaciones , Paradigma en la cultura organizacional , Reingeniería benchmarking y outsorcing. |
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+WI3kJIcsxZTs+ptYNV4rsbX15Y9mmaTd3ZzXNmLGjtzJ2F1hykm7IwxyS0t7bf0WspnFiIDgtBJDlxMo3IqGPTMn86fiPOhg4pluyZI9QfTGtMvJgSzBh7gg4qs5PMk1tZJJochZ6DHKjkOg2HoPIenphOVqiUcWmSkvr+RLmfG32jiPEmZ8bfaOI8QLgx4SBzuutCzXWhtZrpYx7gwAM+N8HOW2aQPqa4So2lhKq4nBvuq2pQBv8AW37uJf7lTtIoe3KyTRwyR64qiLZiNZEjZxISp7wXVpq+dDFTi+bWVcuFu4stHA2oV30aRiRubXvjf0O2L8nEcuZYJz2zGGLLIYuzVQ8mWjRR9J2m0bMgN6S1HleGLci/uZBJl4XmdJsx2dIYRpQyTGAqzdoCWUqzeEA0BYvCnMqFLrzCllsirCkiyOnLljTL8Rqz5WSSfMDsezeaJY1KSSJO2YLL9KBuWHNfq4Q8TWFr7J5G1vIWLxhNKsQVAAdrO73uOmAB58RZZpY8uy96ZOyyclkkmRo0dCSd6t3F+mIPikKy5XsSXQwmGIfxFJWjsDzY6SfcYiTjmiTNFASs4PZ3QMbhu49XsVVm5dQMRwcRjWLLr3xJl+3ZO4ChaQ6ozeq+64Vjti1uLv8A7gyKM1W2yuvqv8Mu/FGUUQwPHpIj1ZRirK2rs7eN7QkAsutq2IxLnIxnEUC/2qLLxPzs5iIwo7e8qEk+ZB+5Lw7NIkGYgfVplVChUA6ZY2sE2R3SLUnc10xzPm6kjkhdlaNIQrEAMrxRqlgWQQdN+oNEYTkufMkoS47rh/f/AEWWi7aTKxs1oYI9WpqAjTtHeieXcVvww2z/AA5Zc/AxGlMyFnYIwIDIjNJGrKa8UdWD9fC7i3GEmaSQIY5JIo4ioA0A69cpBvk1AAVydrxxkuKaYYUUlZoJ+0gbSCmiStaNvdFrNVRFjrhpxWz+YmptJrbZqvn3L78QkLaw5SvCqmo1X+DR4dFbURR64sI7fssYWXsx204/fCLY6DQLOt7kn0vHGTzcSTxy6ZVCPrMahHHIgormRSV3I7yg1zvHP7ShiEbdrqEssmrQjAiSq5yA33bPvhRezthJW4pLZenoWsg5kjniYkvK8ksZ85cukbsFH8TpI/L+HEKaf2PMD6zCKYn/ANNnaNF29QX/AMYxDHmQhhaPVqikMnfCgmyoYCmIpkBXntfzx7JmlJzHdISWExxqoFKVZTGDZFKqrW188O1XrTQpQl2W1p+xe43LJ2g+lIBhS07Yd4NCAwMZazYJ+r6+uBazEcaf+YWCNkJNmZNAZks85F3YeYv1Iq53NRSOrfTABY1I7NPqKFNHtdrrbba+RxUd7EWksrIkYDUAVkjUDUtE7WPmDRGG5K35DjB6VWzS8v7DO5l1gQpJIv0BA0uy7LLNXI9MMfiOVjmJlLuV1g6SzFRSiqUmhzPLzxS4zmu3306GMehwo21lnLOovkdWqrHOsScVzKyzPIoYBzYDABhsBRokdPPEZPZq+6Jwj4otrs/e0VcGDBio0CXM+NvtHEeJMz42+0cR4ADBiw2L3CoASwO408j7jENZb8O3sKcGHGa4eV3XceXUfrig2DWJ46K2DFlUw3zGSDAHk1Dfz9/1waw0GfwYuSoVNEUf98seVg1i0lTBhpkkDKwbcX923TFXN5dk35r5+Xv+uJWRaKuOomplJ5Agn2BvHl4BvthiHikEWDYPIjlj3COCdojtuPI8j+hw4y2YVxa/MHmP9+eAEyTBjrBWCwOcGO9OOghwrGRYMSlMGnBqCiLBjvTjmsOxCTM+NvtHEeJcwO+32jjjBYF7O5YruN1/Ee/64m4K/eP2f6jFxhjnJ5MayV2Onl0O45eWIONotUmmW5GwvzeVDbrs34H9PfFmQ9OuORhKNBKViZ2K2CKOHQbYewxHPCrij8j1GJ5oCoF8qG/++WGkJsikUMKYX+Y9sKs5Ey+q+f6+WGeCsOkRspcLOze4/LF3HeT4fsxTz8Py6fpi7l+FsxoA/diM8kYK5MIxcuBDmeH3ug91/T9MV4MqxI7p2Nn5Y+m8M+EWrU9KPNv0xJxtMnBDMLDymGRV8tRRgCa9axzn+qQlNQxpt32L10zq2fNM1lQfbC5SyN5EdR/vlja/CHw7Nn2PZUsS/vJnvQp/hFeJ6s0OXUixep4l/Z9kmj0J2pcb9vrok+Sx1p0fK/XHXZjRjfhrN5eZhHO4hc7Kx/dv6E/Ub32PQ9Mah+HZNPFNdeWFZ/s1j65mSia8C19/+mL/ABT+z5oVU5eRplFB0kK6x/PG2wKjqh38ieWMGfpJZJalNpeSNOLNFbSVgZMgvVzgHEskOUbH5jCCXhhRirqysOYOx9/b1x2mQXyP34yPpIfynJ/VmuLfaKHTZ/JN/wANx8xjxDkm/jGFY4cvkfvx7/dq+uF8DGuJtfVk9LfMUNv7ryz+CUj3GPD8LA+GRT7mvzws/u0dGI9xiWCKVPDJ+JH64i45F+zI/qgeGL5iU8z8FzamOmxZ3G/5Yrt8LuOYw0i+IcxE51JYs7jY/ev6Y03D/ibLyrbOVYbEMob7iP64y5eq6zH2tegPpY9tz546kEg7EYscO8R+z/UYuTQhhv8AIjmMQZSAq5vlWx6HcY9PZyy/Hw3tgaG6mNdXQNK4RQx6Am/Pl63ha/D5h/wpCLAsRuRbEBRsNiSVAHMlhV2MP+G8ReMaERX1OrUV1MzKQUUVvs4sVuSa8sWslxiaJggiBZBHGFKtrUQsXCkA3e4Bv+AdReIMZlzknBAdTFqJAMoMa2pprLD6p2PkdjhvLw+VSyGJ206g2lWZT2Z0uQQKKqdieQOIp828Qy47MMICklMXt9IXQWBPh0qu61q5m7w0ynG9MegRLS96Omc1J20Uys5LW1FBvuWIUNYJwtkDsRT8DnrUkMpFgVoYmyusaRVm1Bb2x5w/gskiCRQCpYqACC5IKCwvMjVIgsdXA6413D55JJIysKWtBANWkFRJuBq2/e36UtYeQcPSBDZXXZI7t1raIlOfeDNGg5A77HfGTqOrhDw3u+KLYY5eQn+HvhcquqQFVLAbg3ZIWq6d416YbZueOAHsomLUDqCMxptlJocidgevS8IJ+OyGTQkekrIhUEHUak7VVHVtRIA6m/PHEHGSiMrLueyeM0eccmvclvASCO7d7i154zPo1m3ySbXlx7l1yi+ELuI57OTGhFMQeWiN2va9tI37pB9iDhJk8qsssaSG0eSNJDddx3Csb6d0nfpjUvxzZAY00p4QGfYBSg72q7XUSGuwcZHikGmKSt10Pv5d08/1xrx4IY1WNUgeSUl4jfZj4tidRDlFVMqlIoQAawNrA6L6Hc7E89rkWdDLd7bCxyPt5H0PUHHxn4eaUNaKSh8XQehB878sfRpZOzy8UDk65XDOw209QxH8OrSPTUT0xtMBscpGp1RuL6EeeMLP8Zvl87PlpELKkmlGU/VIDbg+4IONlk8y0dSOB3hRPkfMfPFL4r+GEzbxZqGhNENLr/zI/f8AiWyR5gkbbYQHmbzeWzKXKsndHdZVYMvnRqjv0O2MYbFkA6Qasiva/InGvCKYlaPYmPUw5bg0QR0INg9dsQZLJqTqrTY7wO4PuOXzxXkxRn8y7FmljfoZlZvTEiZj0xxlQ0mYny6Rk9jR1A87o6aO973tf5XYSHHNyw0OpHVxTU1cWdJmVxOkinyxAYMeHLYoaiXbkE0Q1NXmccHKKeYU+4xVkR1dqJ5nHYz7jYreKXGX8WXbVud4s5EWxvlp/qMVsWch4j7f1GPSHmiZYdDal1VTqdJp1EiNGWQkeJQ2pb6qPcXxxOK1McRFHkQtaQJjYNkhi0i2LNCMbnESjDbh2Xir6QA6mG1OKKhxbFV5EMCCt7gaqrFcpUSUbKQ4gukKsfeAADsqlrEKxBudAqy3VNsx3B5uMhAXaNdC2AvILa0hVn3Xfc/W57dawvZo1H7q2CgAd8FnETNzJoFpdCE+ELZ2osNTKqZej3iAtu24LFdLgEUeZTRXlIee+MmXNJNJNW+C7QkuHZRnZcoCRp069VWdRHcJUbbAsijrQvnZGM9mOLa2QnUUQxmmrUTHJA5b7RETCr+vz3OG+azMTlGenbuBtSyUt9oGNCv/AErq+teihHy47PthRpATUtEiIrpOm+6HCct+e9XSxYpRS1NNkrit6Z5Lm1kjqtDLopu7sVU98Gru9Io7VGp9BxxbiYKP2cWljq0EaSEBheNQCx23Kmq5rd2QB1lGjuNl07B9ZAkJViHEZdXFMUJiYlLBIfbkDdBiAbWFZtDU1SAO+qSzsu2wioaQCGbrVaVsQavszjNcUy+vuoHW1awnIUVKqH0UQC1HSOadU3zzQjSQw7pBDDzUjcfdeNH+zZewQEILGqEwGnXIG1VZoAIFre922OE7Zc6WO+ysd+ewP44rnJ2rLYQTTpMi4xno8tB2iRqEWgoO2pjyUenr5A+2M/8AD3FzmHPalWmJNA0A6t9VbNbeV35b4d/tDA1dKeYNEV5UcUcxw7Jghiihr1EoStH5UAfbGwwGm4fnZVUhblQWJIJB9Kg61e7bdCLI5Xi9ks92P0kRLQ8yu5ZB1B808j03vbGOzHG4VcN2o1ABQxfvaR0u9z73iU/EcCuHWVgxJJ5Dcjf0s8jgoDccZj+iM2WQN2jL2wH1QTZkG++9WPUnCbh8h/apld+5FsijYd1AxY9TuRjzJ8ZiUhstMJNRuSEaQApG7rewANWrUKJoigDNwzhEcqyzvKqtJJImmt1GrTW53JVQb/PCA5+EOGGPtnkGmUytIGAJLLIoZR6gCgfKsWeKcOlkbWkV9TyXbexZqyDy9KxoYKChTKTp5EBb/AY6LC/G/lsD6emITjGaponCcoO4sx0vDJEPeUjyH+9jiFkK8wcbfQG20mv5/wDe2IJeGi7Hy6ivUHHB67FlweNLVH7r5nUw9ZGW0tmfO3UFjexJOPewvkQcavPcIQ2SlG+a8vn1Awtm+G5L7rageoxzY9bCXejoRyxM+RixkB3j7f1GIWxb4ZHbH2/qMevs89Qxhj68ut1f4dcPjlltuSqrADSbtDyO9iyCu90aNAYoRgRrZ59PfFDMZqhSAF2NA+RJrb54zymnyaseF+ZpODoh7OQiyQqLuBpZ41Yt521+wWztRwZuZZiql6vVXl3WYDcWdRoKBpO7rzO2JM4gijjiB37kd+rsFv7yThNmI9Ka2KgFA++o0NErHUApNgRHle5HQ2MfTOOabyqPogkqW8jyWJLKhzq3Ck0Fup2sg7qKhrfkXF8t+OIZONBIdW6kGiLGlgDVHvFgT5b10O2IXy4R9MhBYhgAvV1YoUtwADqVh5MVABOoYH4XJW+nVWoAatIFeHdbV9fcpq71C9xjoPbZIgt3cmXl4agYgUgLoAFYGkaVow7FmN6gAQV2JI2GJcpkEfszZ0u1AsRWkoH5KPENQscu45sAYocPyKAyKzrSrr1LWk3W6661Ag9OfS8XTkTqCgoCSF+tRalJ308tTBd6Nn54j9CddtX2J8rk0IjIPj0hgvMfR6iQSKvYtRO4O1bWu4ogEch6iNya9FPPFwxEgHVHpbTZ79jUWADDR/ErDu3v6b4X8TasvOw+rBMx9KjY4z5JNSW1FuNeF+KzIPxKMAmhtzsj8sOUQNw+DNJGGLErKtbbsVBAPqK+ePneYzhkpUUFmIUCuZOwHzJx9Q+LgmS4RHAxI/dxWNiWB1EjoNkY46dnLM/JnK2GW0t5jsx8/FhhwGHNTsYxEqRjxSyFHA9AFJ1N6bAdTiD4d+B5MyElmkmjhNHQxAkdfKwAUU+fP0GxxvQyhexiHZxpsxAoKB0F82P+p8sKwEOZdct3cuopCHmdhzVTek11PkNgDe3V/kOItmIhPHl6UkqRqQEFTW4s+3nhJxTLmUpGvcjLaq6sqmyT6E0L637nFTJSSrK8UUmhgdS2LR1PMe4P4EYANh201Coqr+ZSPzvHhae9ljHoXO3IdFOMzJxHNqtEDXyZTY/xKRzU+fS98Q53j2ZUauztRQYg7jat1AvysfngoDWwl/rlfSrP5gYsS5lV8ZArkf8Af9MZ7hbZpxqlVIvIatRrzcV3fRdz56cXYYFY7AynkXfZB6Acyf8AdjHE6/8AVYY7hDd932X+zVhwat5cEGZ4mxP0SUCdIkksJfp/r12rEA4arqGlkJO/JgF9aAGGjkrs/eQ7FiOV9HH8PS+nXzxRlzEMfdZyedAsTpH8I09B63jyqnbbivqu/wCDoxfaKMWsWGvDVCWzGgB+mIHZV9T5frhecwZJdA325DzJFAfPHuNbm6RjjjSVsv5zPGRqGy+XX54m4MA2YivkG1H/AA/64VqrAgsCNV1/hYofanUrR6jDP4XIOYFkgFWojnyvaxviOZaccm+EmSjktUjScZSbWCgYEE8jpIJteZI2Pnyp18xhPmVlYhQCQI9Sd7UCgABCCzYCyXXIKxPI4j45xaSO9OyEsVBHNgRY26d9BR/lrezjjhmYmjiIj5CMKbAFL2axA78zoQbb8ia22r6VQjjSjdEpxl3oAkokYMXDJE9nUSRGsZars6gdhpF3q88SjtyGYyMCAVJZ28K9ptquq+jcb7H1okcrnHiOsHvHuk0K7rLIQwrlenY9DWKkHFJFvQbMfZLexC9mGjQbjvEaztvZ53vd1r1G4yulQ1SIntFkNsAA4clmYaSQliwbCbE7cqJvFnTKXB1G9qOvqwX6xPOnQc97FYSZLOSsJ56BV6R2ABKkIEUi7IOllGroZB54bPxKUOGayTpYlf4u/EbG/Ryvr3fK8QlTXLB6k+EWIoGGkrYOxXvaSvdLb77aVZr6DUfPFfjmWAyeZrasvN/+J+eLMeZYW7K1gqO4A1HukqDQNXEt/wDaG/mu49xAHK5kFZFuCYC0IFmN+Zxzs2SskVG3v+CdS0u0voYL+yvKpJn49a6tEbSIOgdSoB+QY1615Y+3cRyMchVpFDaGDpqAOlqI1AHrRO+Pj39j+XJzTvyCxab6amZTXvS/iMfZs0+3PHoEcgqz5gigDeK+ciVgCQW3B0jbUSdlPpfP2wZlCAWHPoP9+l+l4r5jMtJl37Fu8LFMKZSNjRHM1detYAIOHwl2lmdr1d1a5aVsADzF2b630wh4nDYi7Nws3aGVT6Cwb/lK0p98arLRR9ioItdNAb0RivDCsrlAo1cyQBSL/T2xDJkjjjqk6Q1Fy2RBwbOx5lGslJFsEc2RhtYH1lu/ceR5WpHVWUuNU1VpTdj/AIfL1Y/LFdoDExgiCwINy+7O4be75ncnbp54tZVo4hUSMzHmzVbe55/KseY6/wDUsmRaY7R8u7+bOhi6dRVvdliLKM+8uw6Rqdh9puvsKHvgn4ii7DvHkAvLEcmSllrWQg/hFn76rFrL8NROWr76/wDto/jjiaFJXL2XBa3Ffud+iFE0E0tmRhFHvt5j1vEUMGXhtWrTzVtBe/NbUV3T+DDyw8MCAk6RfnVn7zvj07+uK3n0+Ht6bfkfxb24XofMGl0qzH/3OKHB5ykvaUGI7wBJA1A2pNb7NpNAi6qxd4OKzUAvTmcKoOIWxCeR73zXl+uPfYI0r8ynNL+Jssx8WBFZBDRc6m0S6SCZZZmomMlbMraeqlVO+O+EfF5aRU7HQzyM2sSmlZlZaVdFqu6qFDbLGo3Nk4q8dQyaWDDmCD92LcluLSMsdOpXwfQ+L8caFWj7PUNLJZkHLSF2UxnSpC2VB5m9W2Kk+cVmcyrqV2Ept/C6CTTZKW698itjstHpirx3NK0aycywG3kfXCzNysxFnc3y6D5sT064wYM0pQWrlcnUlgguEOc78TmQmomHeDbS7nSI+7JUYDRsUtk7urVzFb9v8Qs4kbQ4sP4ZtLC4xGWsRfvV02stbeR54zrR9d+m+3U/LpfPF7K5cFNz5i9R5GwLo1fn64unlaV2Rjgi3VGm4Xmj32CKGM3bCj3RqKEpprcEJWq9tV6TWGMee3exZbQfFz0MW0sQoBJBI1Vt4q1ADGWyXF10bWSQuwFMxOjYX9tT7X5YYftn8C6qaNSL3+kZQLHS7cXysKeRxgy9Rmiqj9yU8GNu2Oslm2YXTAGRm/eb+KS6pBTW571bgAUOeJpckJUeJiQsqtExXYhZQUJF7XRNc8LMhOUj1SMsfJ++pslwGIC2K7xYVvyxZyGbmklj7JCI+0TU8tLa6hqCKBdkcrxycss2XMnKSpPb3+5B44xi9I5/+EYcvGBl17NFHIEkivrWdzfW/wD2r9tWzdOZ/wBMbJ2rHwP+1viJjzZhgmpNGqRY2IZHYm0YjkKpgBv3t+l+0XBxx98XfHEUClE+km6IDsvlrPT254Tf2bfFTtM0Ezamcl028R6oB6cx6X5YxHBeCTZpykKXW7ux0ol9Xbz9BZPlj6p8M/DkeUrsh2k7CjKRXuF6ontRPIk4xdX12Pp1T3l5fnyLsWCU+OC/xXitFlgPdPMkcj1CA8vc4YfD/HAQI5QqEnZwAAx/mHQnz/LCfMcObtmTmeZrfmAenqcVJMvXMEXuPbzHpjkZeoWem3v2OpHp8ejSjccYyjSINGnUp+t4SOt/rhdl8rOBskHuC4P3g444DxciopTtyR/6N+uHcsABsd0nqNvv6H545ueNeJL5lFyx+Bi9UzA+qnylf/8AYHEqmf8AhX5uD+SDFnvDyb8D+h/DAJR12PrtjLqiLV6Ios81nuIf8ZH9Dg7R/wDlgezg/mBiy/M44dgOZrGHJJPhDTvsfAOM5wySMOSg0B7efniHhniPsfzGIJWssfMk4kyDhSxOw0/1HLH0mKpJGbJJOTYzxRzGfrZP/q/Tz98QZrMs+3JfLz98QacSKTTfD+YLxtExvmReGcyEEA9KH4V0FdcIPh7MokgLsFF7kmhjVfEWYgq4Z4HsV3ZEYr8r5+uOXO4ZmqdP0O1jyRliim1ZSnl0AGrN0F2s6uvOunMnHuXZ3JssN78IHpzNg7DpihFnEIsyJqI+sRWroT6XgXiaCiG7w5kyXex2obV1seQ23wTU5JpIuTgnd/c0vC0iQMZCBoI0k8yt9otDrpax8vXDbK5qRxWXQRqBXaSDoOir+V4zPDcxl47lkzEcr2CVLLuK30qTdjn8qqzjRv8AE2VVdRzETVyVHVm+QGOX1Ucm2mLb+Tr2ISnHzX2Lg4eIyJjqlZSe0Ld4lDzKL0KmmocwGHMjD/KkakaxWpN+hsiqPr/XGJl+OYlelKsASPEAp5aX186r6ukb9ThdNxkuDImYgUpqeKMSJXarbIERm3t6Hz222xnh0XUZJxlk2pr28iiaUou5L3Nh/ad/aD+xqYcuVOYYczuIEP12HLUfqqfc7Cj82+F/gbMZoiWYSJE5L6m2kl1GywLcgees8+gN3jQ/CXAMmjftGezcE2ZY9ppaVWRXO+pyf3j+/dHQGgcb0/EWV/6qD/MX9cdrrf1DIrhhi/nT+xzMcFzIr8P4LFBGqBQqLssaciT6ndmPUnfzOGmXhCjkLPOuQ8lHoP8AXC5OP5UnUczB5KO0XYefPmcSD4hyn/Uwf5i/rjzvwc0nqlGW/ozS8m1WRxL9POw50qD3eh/TF7O5RZE0kcvD5ivL8sKMpxvLa3Y5iEW5beRd6GkdffF3/wCIMp/1MH+Yv64axZm70vt2Y5TpqmKZ8kYyL3U+Fujeh8jhtlc6yx2BrUbEX309D/EPI4j/AL8yZDK2ZgKnoZFqj8+hwsPF8vC+qPMQup2I7RSa8jvv6HEnjztXTv5Mt+LHIqlyaTKZlZF1L8x1B8sTEYzM3GMsjdrDmYd/EnaKL9KvDGP4kyhAP7TCPQyKCPTniH/nyP8Ai/ZlM0lunsWnQC6On8vuxCUDbvXoPTz+eKMnxLkiTebgFHkZk/HfHp+J8if/ADeX/wA1P1xjfSZ3xB+zHrS7nwTBgx4cfRjCe4MaGfhcUcQnkgkEYhy7mpP3pzCxMSm1rouahuCQl2AQ1nKfD0ZZ4+zaSSIKrIshXtZJMucwtbd0BkdKHTSTvuQLMrgrHshW203ps6bNnTZqyNiarfH1L4M/svy2cykWYeadGcWVQx6bHlqjJ/HAB8swY+g/G/wNlsg0QWSeXtA570ka1o08tMfXV+GMLxCEJLIi3pViBZs0PMgCz8sRU02490Xz6fJHGsj/AGu6+hBgrBgxMoDHcA76/aX8xjjHcHiX7S/mMADusFYMGFQBWCsGDAAVgrBgwwCsFYMGCgCsFYMGABLmR32+0cRViXM+NvtHEeCgDHjcse44lICknlRwgNY8J7J1bLP2ZiiSU/tMOzZZI0RhWyAiNg12fpDR7lGdzMAyyZdyZV0TaZoRqkSEZZdBN0dLk6TuWfawLOmzPwVnjCbfKFZY+8NOYJpxfMuaqzQGwvlVDCHjGWzaa9Zy9MSWCCdbLczYcMOuwNGzYO1WwxSl+1WVTyRhvJmKnI1NQoamoag1CzQ1DZqH1hz54+q/BfxkmWyyZeaNniaJSClahrWipBI2POwepx8rzUhZ3Zq1MzM1bCySTXpePrXwzwDLSZLKyyhS7xgeGRmAUldxG6gDl0/qcZ8ilWx0OieByrMm01tXNmkzHxPl/wC7jmlRS+8ahkTV2nIagNv5yB0x8I4v+/l/7jfnj7SPhvKmou6F7SypE+nVut321clYavs9Ofx74oiCZzMoOSzyKK5UGI2v9cRjqbtk+peKMNML3be/l2QswYMGLTCGO4PEv2l/MY4x3B4l+0v5jAA7wYMGAAwYMGAAwYMGAAwYMGAAwYMGABLmfG32jiPEmZ8bfaOI8ABgwYMAEv7VJ/zZfbtHr7rxy0zHm7H3Yn+uOMGGAYPmfvODBhAFnzP3nBgwYADBgwYADHcHiX7S/mMcY7g8S/aX8xgAd4MGDAAYMGDAAYMGDAAYMGDAAYMGDAAlzPjb7RxHiTM+NvtHEeAD/9k=) 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