martes, 14 de octubre de 2014

Diagnostico Participativo


El Diagnóstico Participativo es un método para determinar, desde el punto de vista de los miembros de la comunidad, qué actividades son necesarias y pueden apoyarse; si los miembros de la comunidad aceptan las actividades propuestas por el personal externo y si tales actividades son razonables y prácticas.
 Los miembros de la comunidad, ayudados por el personal externo, pasan por un proceso en el cual identifican las condiciones que son necesarias para la realización exitosa de las actividades y acopian información para determinar si la comunidad reúne estas condiciones o si puede crearlas. El «marco referencial del diagnóstico» examina cada actividad en relación con las condiciones necesarias y elimina aquellas actividades para las que no se dan estas condiciones.
 
Con frecuencia la manera como las actividades están planificadas puede significar que ya se han tomado algunas decisiones sin recibir aportes de la comunidad. Puede ser:
  • que los problemas y las soluciones a los problemas hayan sido determinados por el personal externo,
  • que se haya decidido en cuanto al financiamiento,
  • que la administración nacional o local haya negociado con el personal externo o, en algunos casos, haya iniciado el proyecto,
  • que se haya determinado una zona de trabajo y se hayan asignado roles específicos al personal de campo.

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CTv+Npk34WTr8MIQK4JA7mJF/JORdDp5ti0oskI5XzIvvrQLNAYs/55QZp/tUlj6bmNA5GBiTXRmd40wujK7o3Z2gfVIYyg2GqQb5qDiI/L2MV0KwJPM03tw1F5FBlrk+gm8rgosc+3iIBv2EEF/nlTLb0TPR69u0pFw3C4YZf0DmISzN568pzunWq6xDFnQHS7iZpGlhg/N10UgoqV+bpoMJfNAbNIOUx07qwQdz+P0SXVGF/SpMUCcBh121N802mdxQeLU/wORpz4nWrd0X4nh6HkyJ6pArp36+UHKgbk1+E1Qm7MflA1hq8ZatbPUqpbQDrKLkTMK5FpTHepCnGzOcJffuwHCMf/luvn7/rMFzIwqLVOvogWZPd1WgHLevxDCQmavPUnHgPKnVC06aJBD6mc84Xx6/1DJXivdbx+rlewf/hGRVHU1+GFfjGR/gK2m753fSoUWWP6TDSQzeorSMoKfPxBXSacpaq1SToLqBEKZCwa1PIoieiNSgWpHaZT0M4ftwf7u7OzO8rHY6xxHI9dR+McAppycoxvGlUVjsrZeSH6hGsh5Fch5ZPrfoOelK2TV/vIFUQDRDe44LX0vKGEM2JzS3ISDia5ftwfXN/ttZVGmX8bskjqavpPYBtQXdfTvYn/2PGB8xzHQxYV9Wm50G8KpXp8RAtJJzL1wSTaXy4hOA9x0ZPtuCZzlKU+x8Kjf+hZcv0tuf6GambH/gbRYgMU10lxulEvDa8uNgl94mOlPcJjpH+5TpesKTIXOUPBdpDpbuZ6xL6k6Xl8Wr4fkndI+zsJCg9PQYtTEEMi8MIM5u+6sfiWMqlJ8s5r1ad9Jyala2iQBGlBwtwBJlDkwlpM+NLSS91vEJoCKFC7D1cVrh85Lc2wbVv82K5IKYDPCaZpq3LW8SXvPpSXTdgs8CRa9cXKxkA19WrQwmFCqks/+GQRFhpcfLRIAH1nmafoENurJciJUuSiXz3NYyKmFTWSuDp+Z5UTvxdOlJaCAWLiJ+4ojTtGSVWUUyolPftIFeRkUVTQvmM6ygJOg8ZtmqLQA3d5ekNPZsoKGzm5AJ+1g5T6ul+Yv124KVvVVadhhYt0IclW1RwNxenH/g8n/th+E4oquvgFrt3zHMc2zJ95RyyyFwYVIUtRIG/HuDKmMpGCZ57bN6ZsqyyX5YAnzd4WNuzE2rFN+B0yXxY2z4B4ugvY6eQokHx0jersM1L4vQG+LYTH7EXddV4JMQ3t2rAjxcDlzpNXCZHpZBHQO8ASaftrMgHfz1S7BVXgUjmbhjUvsll3OulbP/z3ma7o7wYGfxt2exGDI+yufVqk6DJxHLOtTABPvS6uG8tMg4MvVXERSWikbXXmp14fHe0N6migvhWJDZC91Iqlbx3eqTbZ59ao3xtxRM686D2b4IKspAD7PM0RWICNMvLuHL2LLB4ow2aa97LyMI9MGfZdrootEki7h2rfbC9adLRHb+8Njxr73W1lihEW5fDIlfbIGDbQuyGPAKZkgpkbU+2JDIGuc9y9YFv/prVZpej14ZWVrQyZiaqjwRECRa+rjIIjn+n+rbHuM0NEfiYhh3V2pW+y2ZaI1+6JFdP0ZUoAh6Bl2Yz0BsxE7nX+Krdl8+lZk9QKYy6eOflI7w+qbYoL6ofnoza+bRoJ9SrWVVYU925A/yOnUt2pVj0ILFXn0SZsCKsmYsdSwhdj7vuYhOi8hKbjfIU0gFTdFb9oeXoXOtNC9QuityHiupYqMisf4hzJdXM7grCOyYirTsNmYMQVbfXM14J0Kqa04u8h7Bevy77qU5veoKxeiJb8fBYMObLFRhMir6DOGZOqar8kBKjOdtyd9S/3o39lFFuiRviZbKD6hPcSTA6sRiGY67ADeAm0xcD1kEkjmydYB5FuTZcD29B3L7Hd0Ws8mOEarrfFLbuUKQj0e5nApgoaDYFpVTZYp9Sxn6JHhsCz9Ukt82YwLyW49wH7+Jok8J2PdIZZS5TSD4LAaVAVnT3QIsZgy0mBADWoplIu847voOyT6juv89Jj1LxVgAPMKFj4EtSg6xO5bcO+ZEhNRt9YEtU8f/FPoQp88z5iAlrgMkDxTX44JW8psT+Jnn6kpzdPNR0hFyaqqFzHNXlFuI3rdyvN4xO+w8fj+vxely7vvKZ0Ax8n4IupOJhkFqnVQeChlEoAp/dk60Fg1KImt+qGHNy/YBJBcLcAAGg9FNWnQ0K22owdFUjBW4u7ZfM8IWyHPLRCUSFw2J+oxhIeTl8E48uD7PYtyk6/JEQgFWcesqJ2yxqW+zzokUQvbiqNiJpk3+1IvnB8En9n6TTdGsylNiY40WHSV7z5IjrguzDdXnenOljl2j8RfSpFh8z0CD+D/Gtb+f5Wc5juVA9CD9Wo3bLQNMTXK+ov7WxeUvcR0kpTqYMx9Iau0mwmWJcC4MSpFQ1i7ttBNQdLfnoZGC+OiGXqL6o7w8Y3xuP8LYqafrmHXuLlI21tPxXkOg8duTxF1du9CjylHFG2kERsDAcEKAFQuN7uOEtm41qJH8t/SEdPzgq4y+WLakBYxQgRYNUWyzvejU4/KfiYlup6jgeWSHH9siwstZadCuVT0Lt6qK/DIPFJvOOVN82Mm22VyOHYRVF4gWdt3b3CLonktrQmx+rLNphIyywl9hX8NSBIMwNHSA0q+rdFz04vvD6kHnw2mDm3rKg/kaUnoGO8iKKNGtUiLPp5fWQoYgdZ7Y45b6Nhn3Q35HkS7ULuEqlr+LTjeWnwfZ+3YCbmhtGLpDcQPVltHvkWwGnXGUPEuysGKB+RW855EBgrbN5Y679swylq0fpT5hGpUNClXuKYzprZShjLZ2B/40FcoPNTZD9T1tOdGbaKaC8S/WMAETdM2msky4gMmSPvvjoGBcMce0iDmEbk2LwHpkkkJvIkwNKPDYdI7tkLm7cUdnB9iqmKGWaLplU4DPt6CJMtplUysQju7pUUOT07d09U86qeJTZLToGIG+E2iwdK2OCLny7zx36IDBCVqhso9VFx2ciQCBeiA+mRzD+h8CJVOj4wrgx1/XdtfKZ62ocY4NtVTn4QEz+bSBO7jFMa2JrDNrRdYC3SbnksEI/MrRuE3A1UIGeBGaq84zOOQZSTTyAczIU39JTQAj49JDEFbKRsTeakR+SSyt5Wk0rolF0EvcN72fKJ6nCJ22pGAbBMK/xoSfyy94IB15WnF4y1faGiSbLj7D9AWJ7HlSz7mKL2751ADyN2Pidl491m8jZ0vozECzMhdANuAHopyC5z0bwutaoQdVfgnaRLpHF0h70vmLXeqdb61lWNfAML0bPWM7O63VwliCBKh/lanieLrh8JHYqPwqMuO7O8XUOehCQBsDCsBJxOW1UFCp07mNBzgZddYgH6jYeVYUGm0tw6Ro0DwDGJqcMdOWDZcfzW+/DgtV0Ia+KqMtP3waEfDRO30o4Xa2Wp6iSKEaRW3KqM26iZm0xMZ2Er7nN274FSGjGrulIATuycRgzX4dnO8BEYn48E+CilJVrFLigxXjMa3vxn/bWO5zqWodujxL46cNwbYgzuQE/yfZmbDuDXXYcghKxSa7iL+CRFYMmQvi+pljJCMWO02w6b7MaRkL/jrIBgvFcT8hdG2uOfUB1u/ZKL5Dw9VF1N4PWQ4jqdahxHQeC4phE1aSS3W+nCo+pfSSgiRaATyE0YcY8tge2Fd4yjVqvQdQnzlPJ0hyLrC5n2+AedqgH1q5sH62+XdNcQKKOjp0lNynIQu2ZFwYN9duMIn4CcXIRKBwkvFAHAEhosqfaf0OpL2GyPv79Vy4GADjBnz3g/8UFIgOCTJnfqJlfeUVaRDQXLZQU0+rHR5yzPBQprpI63t9Lu4fp0nlZ3XlvrUyq/Fce/yIq9N3nn3ysWyNGKSL+qorMHDwJMZ/A8SrZuEpdpF6luqCEj4n1djOOYfzBbHhRRTjdEK2It/Ngg2taqrHHspXlgljvVJLqWZRVM4VAR5jSfuyu/GcIo6bodgm9OIyDEsSHeuV5XggTCV6d+GQ6buvOpFam6bK3NLtxY/xGpolYsPliK7Vh0peJeXYtsg3gl+G9eQgSLROZnquNeWJOF6J5hntHybUJENXw/LcUY6rrmnMKfLr7MYkvSjmvaxLyloWGn5DiMSLsBBfWKB+cst+AvUexl2fzZhzjINUHakT1TNzCBWhVbDLMiPYt+FRtU/BT5+TMEB7nOouir0WdYijKxkoNEGD1fLpcF2Cjq6Beak2MUUZJEruapLijZkhbMB4uV91X9coiHwEOtbaI0nsg6z3S98k+OKIuk2jnAq1ZI78OF/QH0CAx36tpAgJeylwrV6+wtjEfGcnwdSV0TsdWrnKYoSIwflDVUUgFOVWg4RNOQJP1LKmTqyTVvlmRL2k1zCvzN5l4YfSaAXdg9QSIvzl2xn2kwlXTe4A3w9y9ifbgVCAmjUEeKH6/NFE31PP3nNqKzNPzKEMTi+AoeAZwtQd/kOruHMfaZ0fhnCJIdIXdTd/p2a23Awd8Dpn3UW7wYj/1QCyRDdsAl+gScKZ+p3olwlgXm3SVH0QWXMYTy+zr9tOTtT0fTsqAlFWXtvlRQz+oOH20QZKkkM/qBRqCneTfB9Br+Ta+WrasKdtIaiTN15KMrE6JI1a5isTCMhmKj3gTPLZ6p7kYg3EWusNMRpXgZoi51+PAQHAFFvMLYUlCTW8bdtUwVAkOxezH52o2b5blPMffMcMHLcq1tU3VAAOF2ywAQJ8pLvv6esgc8nrdKRFBxg59GTaJ7pGP3ueWOYt0Smj/JNc6Rkqb50Txtx75P/OqU+n3DSyU0EcR4WVFBEAhfGS9VtHA38JMpAz9NimGRnTshebSZaBeyjKer6Fh26j2mtMri2UJqG6947iuSx0fKXL3no7J4GABA6yOJ7xj9vOPlYJnOAdwNMpiHiGx8FLlPRVZsjFIpcMOtRkYglj4FPm6HBY/1ug9RUUeTG25pGqFwStMhGgBTJMlxVITCC8UcpCSXCwqTLJDAR0miDGRH9BEbE1u2RDGmivFcLPzUKoGK3OI6X1N50sS57+/qno2WF4uO6nMMAb9zP3dK9Xl9i99P6zqyasqOd5jQf8vxmKimoKSdi2CLzLNoE9KP3iPPP2Kt1wqtw2MKYpJE7XfWXsn3+LQECmKiaSWawKInsHIDBJYMPB6EhCGITXVPKXoi6tO6a0twJbZst/FWV7z0dNMmIh6+Yrydn77eulWo27wq028gtcLx2Iwik+itdAGU79+9vxbNeF8XVrElHj5SE6rH1jLTULD3zkwJeAgDRU8uMovzzcP7EjqyPoeLxA/8Oq4PG2oMpNoqEsucA7CablXdLY7AILYHUKSSgE0fuh9sXMpJBCJWQXBhl5UP8Zd6xxT+0m3ZUb7N2PiGNJz4gIOO0mHvvHlkv5eDjAJNE3y7kbWXC4hTFaehN+ClJ7wDXHMw1Do0s4qP9BS+wnwdshQkUZ1JhaU4iyo7E01WuhO+t9mYbQlS4nhw//t8pu7prBZ1Eoe6oEfvEMQmMW7aQgG5EFJg7+TWn6K6yHFuyVVxJRqX+bovDgiDx2Z8kUl+Uz56a4IbTpUbhdQCX2cKrC7EtuuEiTNZ7DbvLpS8hu8usTXulQzC3zei07ccpyh8u7jvexmOZJ2j2eQCMx4x01F2RsnC35rbdC5jRaoUzy0TadPcHW0G8fot5XdrSSfy1Lkp1kT9WIS/2W3X2XM/njl0TFcG3xvgCa/OwhrpWwJrDlF16afOB4E6H6eBiqoSxbGeQaiuQAjxeoMvK3oZeVRD5NDue5n0S4lUeqsiHFGyNw/ILEUqfRPRqEwZr6MMc+63g9y04yVDmtcifVvxED7WAWh4h8ztIHckiB+THKZXJJGV3jdPuA9EGur1hmIW84aPGgMKo4dauc3hwEQpKBnxPUspx4Snug9F7wsw1/RFsYQx6ezv5sCnSdiTZXI1XRRjsm1+xGnBJyTyvo4tDXtZhlH1gE3g1FErUnkgY69Ua7Xs8yu4qJl5T4VUt5Hm0AVWC2ZKVt+FRk2wMOWK6DUqcpku7Hvxe9/IUbtM4rAqa39eLmeUivZIIiiVkzb5RxcRBDM3bStxKsgx216cV4SUaZeh5fb03bKgW8vkAnqKF32ZSfBxEWJfz8R+hOKoyQh26TfEEruiF0Cz2a1gs1VfaVnxsaDXQruuklYLC7vndASV8AuJULoAAAjLSURBVOJ5B9eS4s/Ne8rWy8ixO1wuiKdITcawLCu3TAGGMZcftFLSigkW+LVxSS1lT5DYZTj2YPIEDaUkehO93u2hWDr1Qdd9gLD7JoQeV63sxtuSWoK4BPREdWKagYtvui4sK0VjrRGktXMppRgGT77F9X187Oc4XtcYd1UBK3kuHATs0dqhPVI4wXzUs8J1ffZNaluJuYBl7/pIPRsyyw5U47mQXPaP87y0OitWmN0IpiaTErLtgmoHaavw0VZfhJmfRaTb69QX5QnA8YBJ0EZvp6s9Z5Sn2rokojp6GIBohNjy7oL9I4fsH1kZtT5ERYnw+OhGLgDvlltdz3VoiEeY49GSg+87Ub3LgX+Ah4UCSzeIFLpon6mussYGxleaVrNeZVtgVyOLadmYIYJXbCB/Ps6wdZ7xR0sEm9Vb6iOCiYoTaCQURqs88jQbZQSllY+DHJPutHdDVrYNvlR5t6xzf2tS1XzRYGT3uP4ysIU0kCaTonOWWT9Ax0eB70GJki5N5/VBXav0egJE2BfiA0iUe4EDmlo9h3GkV7Lutv3CLnB7YLFRZhvXdd9bmx6xWEiS/nGb35IFRGKQPNfduykJiNjqh7L6SVcTLBYvE+BW9TzBeGc4EoA7ru43ahUswkbLIgr88sqmbpFRPriAgYrDRmf60tRT42WfRZenF6R47JYdOHvGB6FWkA0RStv1yD2qr6ocJp/FQPssG4yfr9u8xST1BNFJ28kTtVgdXbeURFPeL4eNV6ua+ACXB8Ypq30bVVyXOpuZW4BChilNsyeyhcGH6HWZ1xPNPGfAm28YJcZPfe72+rMATzfKPudb7Wfl5qHgvR9E4cTFfAaVcKsVr4uooYC/ZuKIRlqi/qhHDFyTOo0029ZkFYAponoJ5k+8CuZi4euDam1MjK0DXBDBl5Y+PE3EsYrr3ELdkPe8+1HvJ4RaJcgJYVlVVyu4JtCO4aVZSg3mCbkLIM4ovtXVB5TnxARuXXeILfIaVE0BbKDWL9n5ErC1sIwHaGjn6/hccvCF+10RSWVVkzo0GZpJeqJQJKmDo/P3R1T3nJ3vBzgLnlQJhMzPH4jqTKijkS330jquos4GC6pkQwLivuggGSS3QE1fqPa5Ls2nLDCljZ+8+Ai50WK0mSfyrGMX+CPojWCXaFiorISvK+3xj1K37nN/t1dOS208h/aTL+fPR3p6xL7DVliXO4XhBU1Vyc4CCLx0WXngD03RX9hrSFvev38TX7JkxHOLiiUQsYNNNQTbGohXR1c5J4k1ffYevw9lYPEVX4nrP69LJolzv/h8ZM96y/g6gDupwbDuwl7R5gXWmTyT6WgMck/x+/fXus8MmoEqbGIbarZEUSidjGu5/g2wsZ9t8VZN03Irmm9naVEG+l48Mkj1nBsZB6Y5y52vU4ecTqS8IRp57cNNUolQT+JcM/aWJPWaUvNRXmTEFHJlcVkbReExOQciXhUiEW7+uLHYTaKxLh6x0PtienXhP1PdgKQH453qsAMSUoHc3g91kLXd4q7Ar+PoBOPEzJ2pVo+okWXmLNbEkF1NlC71duIfUPFrmPrz0hZv1b6IR0kjHeE9UwnYK3qc6b96zqUvyKVu3tbIGxtVIfib5KY4k/SGnAq+iWNOw4L4ltDEVpgXiSlJNrWn7w6O/3686kDa6W4uQMe63AxfSp3nHr9u0uhpbs/Fe8tOAGaAXQ+q39bP7RbtoBqJp/LCkHUIgfsSkeBdiOhYyP20+zGv30bTBE92xQYkdMvmYArrvafhJvbzfn0AQiK5jUd572dNc/JlLOvXoLGeNtlvWsqTQkV3CgFIjXph3gMCCFGdLsJnJb9O9QWv7UN5DCEeN9m44nFLJ+69nJHbT4df8vDwEoRrcd8+emRejKK1uIWQ6zxSkkrkmvpze+JRQMUE9tryCn7Am+zXJUQ0O/BhCjwdqWn5aEPDew/xQA2rrVBc3Sm0lgQ5AjxU7PwKaqb9qXfmRVN7IhqYQbgIqTIPQNaSqmEtvWFDwnPRyNgFqQDMf/ngTC6ld1+amMpDa+5K2IWalZbJRWLv/WYVIBwDSRRUx+/xbDg+etVw82TD/Fk92khHLNpQ1PCCxUbecwKw2fOmuLZkaLbFw/beT/Pjod7iXJHiezRvSfyl6iaZIBgU59jQ1PMHsbzlUYRa3ncUAgRv1r255bAeOYxQGBujFv2gMQRXqa1cwJBgIkhNhYQLksMcg3T4v1GNTWdpLOb4YeuudSCO9q/yPTZFsvh0iwmEb+iR1Yi21i5znp0CGD1cBqkx3bg93N4M5UkbZic6RFGyAXU52DsIXFhiobQSG5TDSW5qO6PoNzaVKhl/WltRsGPi2NeMgo4ELthqB0XX+863EjWeGmTZhJuW1U+GX/gKcQzLnM9HKxPxQ/3sF3EpyW9uSnCe1l0sV1jiK09FxsWvZizhpYHIbx1voZ/dc3KretPyCCdRhcEAVySWuz+9Y2IiUXP0HavXa6b6T1ZEtGhUY1vPbnFblXkU7Sg3s3qlW+oLK+2BGko76gHb1wk0EPe2HcR4j/gfHlJ6RmZgP2ymkbZfEZefZXJzhnca/GyTFqBLvpRHn8RJtRAySN+TkmYc545nj7WwpjqGeGZeu67Kx00GA1uDl6E8HV7O5bhr/+Q/AFCnUiSy12/2Nz2Nqcrjeiv29Spa7IKzE4bZJLepAsHObcpWkGSfUCgIznIZo2U/OBAbyLt3MSvRj7HTT6nOsiDM/O3DQb39P06WKG9cZ9lqN/J8uQU91BaRww/+y5vX4WUNLRwUbiaKqn9zjvSTsGqlWnHL6fpPSvjdYIKruOFwFdD3zJZW1BmAlfbPpNT2R3H4Eor+9BSzHw+dXnBVzZeoHlsVNPKZ5d5TpU+SL894MVkRCaqzxn8Git+OaBXOLf/bkxY/nysS6mLbk2FD5Ga+uFulGl8ao6s7iep7GeSHw2rb6X/y/yv8jIJ0xF87Fuftl2n9fzwUfRjBo8Q9G+rgF1Twl8b/AamSaVxWQl5NAAAAAElFTkSuQmCC

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