Título : | Nuevo directivo racional | Tipo de documento: | texto impreso | Autores: | Kepner, Charles H., Autor ; Tregoe, Benjamin B., Autor | Editorial: | México; McGraw-Hill | Fecha de publicación: | 1989. | Número de páginas: | 238 p. | ISBN/ISSN/DL: | 968-422-363-30 | Idioma : | Español (spa) | Materias: | Administración
| Palabras clave: | Dirección - Administración de empresas , Recursos humanos | Clasificación: | 658.46 / K365n | Resumen: | Premisas de la dirección racional , Análisis de problemas , Análisis de decisiones , Uso del análisis de decisiones , Análisis de problemas potenciales , Análisis de cituaciones , Manejo de problemas de desempeño humano , Instalación de proceso racional en una organización. |
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kXUEjwPMVms7CKJdMUaRr3IoUbd+OdbQqazo3NeO1RSSqKpb4RAAJ7dyOe5PtrUvOCW0rapYI5G72RSfb21Yk1V3PFlDaEUyP8AFXkP8zchUqFlJTUezeht1RQqKFUcgoAA8ABRDAiZ0Kq53OkAe3FaVo85YmQoByCICfWWP5V5/Sqdb1esE8tIGd+ZyfCrbH4KfPGrbo32t0JyVUnvIBPhmvYQDYDA9GK02vlVtLHBJwuSN+fIc+ytAdJId92GMjdT2fZVo4pPpFZanHHhyouygznAz34qQg7hVTHx+A/vgeIIFbC8YhOf1ibfxVV4Zp8xZMdTjl/siwFTWtDdo/wWVvAg1sZqrTXaNYyUunZJpTPn/wCp/vFNdKjef/qf+wVlPtF0NtFFFakBRRRQBRRRQBUGpqDQC1pJkcAEnUxABxuCeZ7q0rvg1wwLNKGbmF3G++Rq/tVlbefbxf8AGrU1fT5HFWjxavCsnd/2c8S+kU7OwI9J+yrbgnFFLuJm3fABbkQOYqo4qMTSD+I1ospyDqIAzkDkc9/hXeeGOWF1yz5aOeeHK4t2l4Yy2t5AuuFo/JLYyCWBAzgj+1MPCrFYkKK2pSSQdsgH+Ic/Gkbg1jcSSOYcAAFtchOjU2yooAJxkEkeFdEgjCKFUAADAxsPZXK1SUXti/5O7oU5LfL7P6ejPDHpGMk+knJ9tZa8qa9V4zsLo1bqDWMZIHbjmfRnmK1haRqhRVwmNwuQfHbfNbrGtDi7SiJuqCmT93WcL6zV16PPkq78lPxLjyBWjV2jkzoXWjkZ0BwcgZxgjfxpfv7pWYaNtKhSwJwTjfT247qsR0TLssrShpP+YNiDsfgtzXBJO3PNbC8M97DWyGVuYx5KqF7z2n1V78Dx4+bt+jkauOXL4qPbfoWw555we/O+1Dt+dbsUsZW4JAUsBpB3O7HYVp3LIWOhSq4Gx78b108c7lW2jiZYbVe60zHqo1VFGK9DSPOnyMnDrRF0yxN1jLjUpOCNQ3I7fVTkjUo9GrcIzMSGV1ADLghSMsdXcd/qpjsL1JA2kklGMbZGPKXGfHmOVfOan97V2fX/AIfxiTSqzfDUrP5/+p/vFMtLT+f/AKg+8K8ORdHTg7GyiiitCQooooAooooAqKmooBftvPt4v+NW1VVv59vF/wAatajF0YZb3Cjx/giprkjXGolnAPNid2NaXBOGRzK7M5Gk4ypXbxzyp6Yd9VM/R+3ZWCxhC51EpscntIroQ1cow2XX1OTk0EZZN9X9CeFW8cJaNWzk6gCDnkM78jVsDVFPc9WmJwXZdlYbK4J7xsDtuPZUWfSJGZlKMiqcIxIIdcfCxzHbWMsc53JK/qeiGXHi/Q2l9BijavbNWrBOrgMpBHeKzsaxa5PdGf6eGYbiYIpZuQBPspUvuOiQ7bL2A8/E0ycSt+tiZNWNQwCKQpOHyhipjfPoUkepsYIr3aOGN25vk5H4nlzRpQ6ffBsfpEg5Bx4VkPFnfyXZtLbNjng86qmBGxGD2g1FdR4ISVpHC/MZIvtm3c2qxyAN5SHLKQdypGxHpFbkPA2kUPE+UIO7jDAjsx2578144ZOH0QvF1gDEp5WkjPME91PKRBQFUYAGAByHoFeDPqJ4ml5/9OnpNHizxcvH/aOZzxMjFXGlhzB7PTXqS3dQpZSA2dJPbinHinCVaVJexcaxjOQN8jG5O2PXW9xOxWaMo23ap+KRyNX/AMj+3j+Sv+Jb3c9dfUUej5ZZ0IDYYPsBs2hRkE8u0YBp9j5cseil/o9ZdSruz7ciDsFKfC27859QFW9mwby1I0uNXI5z3+gY7K8OpmpzbXR1dDj+LEovs26W38+P5g+8KZKXHH68fzB95a8WTwdGHY10UUVY0CiiigCiiigCoNTUGgKC38+3i/41bCqmA/rz4v8AjVsKY+jDL+4moYVOa9adqu2ZqO4VemDvhAAdG5J9PYD9dKwaulXMCupVhkEYNc7v7fq5HTmFOB4cx9tdfQZU1sPnvxTBJS+Rvhmex4nJFnQRvjIIyNqceC8QaZNbKF3xscg4pF4fbtLII02JBYtg6QFIB379+VdC4faiNFQdn1nPOstd8adLs3/DPm7b/T4NuoxXvTtXk1zkduSoVel9kMCXO4wpHfvsR6aVac+l0JaIODsjZI8ds+qlCGBmZUUZJIA8fyrtaKdYuX0fM/iWP/npLsauh9oulpObE6fAD89qZCKpY+HPGIoYz5GS0jdpwQRv3k1eVys0983L2d3S4/jxKNU0QgqXWvca9tDisb5PWofpKp7IrG6Y6xGPwWIBUHmNRG+OysttbaG21EaQqjYBQAO3nv8AhW6B370u8f4y0bGNBjb4R/CtIQc3tR58uSGKO+Xg3byW5RgY1R07idJA2/e7a0ckzAkYPWDI548pe2qI8YlwQDz5j/71Vb2jlnjY8yyE+vSaavBLGlZXQayOeT239xyooorA6QUUUUAUUUUAVBqaigKC38+fF/xq2xVVb+fPi/41bGoxvgxyL9RKis2K8RrWSrNloRpGs4xSDxaBnu2RFZiXUHTjKqQMtv3CuhSCqGztNN1I7D4ajQew8tR9B5bV6dPl+O2u6PBrMHyVF9XZu8M4ekKaUHifjEdtbqrRiskQrCUrds9GOCVRS4PZG1YSK2KwyCoRvONowTwq6lWGQRg1pcL4PHDkjdjzZuf9qsqMVfc0qT4PM8cXLc1yicUAVNelWqm6VnsVDCvVTVDWjARVdxLhCTFS+RpzyOMg9hq0ZajFXUnHlGE8MZpqStC7e9GomHkZQgY25Huz7K0rGMq0asclWQE4xuNI5U3kUuXH7R/UX7VquXJKSSkxh0+PHJuKoaKKKKg9AUUUUAUUUUAVFTRQFDaL/iD4v+NXegVS2Y/xB8X/ABq8FUh0GgFTRRVweSKjTXuooQ1Z501OKmigSSCgipqM0JIwKMVNFLIpBigUZozUWTRNFRmjNSCaijNANAFLV1+0fPX7UplpbuR/iPnr9q1lPtExGWiiitSAooooAooooAooooCjtB+vPi341diqW08+fFvxq6FZw8ksmiiorQgmiitHiV51ShsDc6RqYKo5nLMeQ2oDeoqhfpFGq6nDL5WnGVOchsYxz+AahukUY1BlZSoLY2+CDjVn/wCx31FgvqU77pSIbuaKVkWKKFZc/vliQNI33q3m4ppkVNBIOg6/3QJOs557hH9fZSfxbgUd3xWVZlOgWylSMjDZxnPLbnVZPgGfinSK9isXvWRI8shiiKkuEY/Cc5+EQRsB9tWNq3EesTXc2bIW3VFbWyjmF7jik3pBdXI4fPYTI8k0DR9VII3IljEi6G2B8oDmB6KtuH33CIXWSKylSRdwy202QSMEjbuqGySeD8b4nPZe/VkgKgMxjMZBIQ+UNecb4rFwb3Q3kugrqBA+lQ2MdW7jydT9oLBhv3isfQXoks1khuJLlfKYNF1jpGQD2x9xwK3rLgCPeX8DRlYXiiVDpOkYGAVJ2yPGo5Bi6V9Lbq3e8EbKBCISmUB842G8Tyq4t3vNeW4nbSAZJjjgUMwAJwG6045d1c94nw69ZL2OWN2kVLeNHWNiJDHINLDYg7AE+um63vrCI64eF3COAwVltXDDI7PVSwYeG8S4jJY+/TfRJhXcxvAoB0fu9Zr2zg76e0U7dHb5p7aKV00M6BmXfY+jPYcZrn3A+hkT8L1yW5W6VXZWKsJNaZKjBG+cKOVdB6OSyPawtKpWTQusMMNqGxypG3L66tEMtDS3c/tH9Rf9tMhpduf2j+ov+2k/AQx0UUVcgKKKKAKKKKAKKKKApbXz58W/GrkVS2nnz4t+NXQrOHklid01mnE1osNz1IYyGRQrM7qhjLadKnThSwycDLrWDi/E7lYW6tX61tB/V6HMbSI+pChceSGTTnsLEgHFbXS2O4a5suqVmjDS9aVVSVyqhGDHdD8MAgjnv3Gts+HXAXWqy+XC2VlWPrOsChgzFf3y0svo22xR9gv+hQufeie+9XXBnDayC2zHGcbdgpgIpe6ELci0T32HE2p9XWY1Y1HTy25Yrf4zNMiKYU1nUAw/hwc+vkOznzFWT4ILED01OKonv7ka8w4UFgGycncgED1A9nMVJvLsscQAKGbduZUHbGDtnv8AqpdguyKTum9nOkM91HeTR9WmpYl0hMrtzxnfP1Vddfc4l/VgYSQxntLLjQDvjfPcOVaPGLW4nsJ4mTMrIyr8FQ2+xHdsKhgU+NQXMENpL+kLjE8kSyZZQqLINTEHGcjfnUcbvJYWX3jfS3ZKSdahZZFRAmRIXRfJIPt9VMHH+ByzWtlGEDGKSFpVJGNKLhwc7GsXSvouzNFJZRIjqJI5NGmMNHIhABxgNg42PearTAtcJ4zavDGbji1ykrL5aCQYDHbAGg7Vd8PtjetPLcTyrBAxhjjWR4wRGvlSyOp8onnyra4L+lLa3jhFnCwjXTrNzgtv8XRt7a82/Db20eYwwRzxXH614Wl0GORgdahtJ1ofJHLsqaJKy74rJbxvBbXyXBmkjjtyX1yRByVcu+TrHLHd663+NdH3tIGuYLqfrovLcySu8cmCMq0bHAz6PrrTl6F3M0k0r9VDIUjaAxYxHJG2VBAAzyG+O2rHiMfFLuP3s8EUCvhZZ1l15XbOiPAwfRq9YqKAq8J41DPLcPdTXoDSKYkgefSqsDkERk438K6Z0ajjECmJpWRssDO0jybncEyeV2cqWeE8CvrOWf3skDRSMmgSOwKrGCB8Hvyc03cJacpm5VFkydoySuns3PbUx4DLCl25/aPnr/tpipduP2j+ov8AtpPwEMdFFFaEBRRRQBRRRQBRRUUBTWp/Xnxb8auKX7q11M2SeZ+2qK76FQSHUzMD6KyjKizTH0iox6K5o3ub2/ykn/3rry3uY2x5ySH2VO5FLfo6aBigjNcy/wCGNoebP7F/Kj/hdZ/xexancE36Ol6RRqUdoHsrmf8Awus/4vYteh7l9l3N/wBv5U3L2Tz6OjmVPjKPWKj3xH8dB85a50Pcysv4vqr0Pc1sv4/qqN31I59HQjdx/KJ9JfzqDeRfKR/TX8656Pc2su5/aK9j3NrL4re0flTeOfQ+/pKH5aP6afnXn9KW/wAvF/qJ+dI49zuy7n9tT/w8sviv9L+1Nw59Dv8ApW3+Xi/1E/Oj9LW/y8X+qn50kn3PbL4jfS/tUj3P7L5Nvpf2pvHPoczxe2/6iL/VT86gcatf+oh/1E/Ok4dArL4h+kayJ0IshyjPtpuJ59DgnFoG2WaNvB1P2GqiZw04IORrXcfNrTt+Awx/ATHhW1DCA6Y+Ov2iquVsskNFFFFbFQooooD/2Q==) 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