{"id":511,"date":"2013-08-06T12:58:39","date_gmt":"2013-08-06T12:58:39","guid":{"rendered":"https:\/\/blogs.unc.edu.ar\/bcafo\/?p=511"},"modified":"2013-08-06T12:58:39","modified_gmt":"2013-08-06T12:58:39","slug":"estadisticas-al-mes-de-julio-del-2013","status":"publish","type":"post","link":"https:\/\/blogs.unc.edu.ar\/bcafo\/2013\/08\/06\/estadisticas-al-mes-de-julio-del-2013\/","title":{"rendered":"Estad\u00edsticas al mes de Julio del 2013"},"content":{"rendered":"<p style=\"text-align: center\">\n\t<strong>Compartimos las estad&iacute;sticas al mes de Julio del 2013<\/strong>\n<\/p>\n<p>\n\t<strong>Circulaci&oacute;n diaria. <\/strong>\n<\/p>\n<table border=\"0\" cellspacing=\"0\" rules=\"NONE\" width=\"177\">\n<col width=\"86\" \/>\n<col width=\"86\" \/>\n<tbody>\n<tr>\n<td align=\"CENTER\" bgcolor=\"#C0C0C0\" colspan=\"2\" height=\"17\" style=\"border-top: 1px solid #000000;border-bottom: 1px solid #000000;border-left: 1px solid #000000;border-right: 1px solid #000000\" width=\"171\">\n\t\t\t\t<b>Totales del A&ntilde;o 2013<\/b>\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td align=\"CENTER\" bgcolor=\"#C0C0C0\" height=\"17\" style=\"border-top: 1px solid #000000;border-bottom: 1px solid #000000;border-left: 1px solid #000000;border-right: 1px solid #000000\">\n\t\t\t\t<b>Mes<\/b>\n\t\t\t<\/td>\n<td align=\"CENTER\" bgcolor=\"#C0C0C0\" style=\"border-top: 1px solid #000000;border-bottom: 1px solid #000000;border-left: 1px solid #000000;border-right: 1px solid #000000\">\n\t\t\t\t<b>Prestamos<\/b>\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td bgcolor=\"#CCCCCC\" height=\"17\">\n\t\t\t\t<b>Febrero<\/b>\n\t\t\t<\/td>\n<td>\n\t\t\t\t<b>626<\/b>\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td bgcolor=\"#CCCCCC\" height=\"17\">\n\t\t\t\t<b>Marzo<\/b>\n\t\t\t<\/td>\n<td>\n\t\t\t\t<b>1809<\/b>\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td bgcolor=\"#CCCCCC\" height=\"17\">\n\t\t\t\t<b>Abril<\/b>\n\t\t\t<\/td>\n<td>\n\t\t\t\t<b>1665<\/b>\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td bgcolor=\"#CCCCCC\" height=\"17\">\n\t\t\t\t<b>Mayo<\/b>\n\t\t\t<\/td>\n<td>\n\t\t\t\t<b>2738<\/b>\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td bgcolor=\"#CCCCCC\" height=\"17\">\n\t\t\t\t<b>Junio<\/b>\n\t\t\t<\/td>\n<td>\n\t\t\t\t<b>1688<\/b>\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td bgcolor=\"#CCCCCC\" height=\"17\">\n\t\t\t\t<b>Julio<\/b>\n\t\t\t<\/td>\n<td>\n\t\t\t\t<b>832<\/b>\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td bgcolor=\"#CCCCCC\" height=\"17\">\n\t\t\t\t<b>Agosto<\/b>\n\t\t\t<\/td>\n<td>\n\t\t\t\t<b>0<\/b>\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td bgcolor=\"#CCCCCC\" height=\"17\">\n\t\t\t\t<b>Septiembre<\/b>\n\t\t\t<\/td>\n<td>\n\t\t\t\t<b>0<\/b>\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td bgcolor=\"#CCCCCC\" height=\"17\">\n\t\t\t\t<b>Octubre<\/b>\n\t\t\t<\/td>\n<td>\n\t\t\t\t<b>0<\/b>\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td bgcolor=\"#CCCCCC\" height=\"17\">\n\t\t\t\t<b>Noviembre<\/b>\n\t\t\t<\/td>\n<td>\n\t\t\t\t<b>0<\/b>\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td bgcolor=\"#CCCCCC\" height=\"17\">\n\t\t\t\t<b>Diciembre<\/b>\n\t\t\t<\/td>\n<td>\n\t\t\t\t<b>0<\/b>\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td align=\"LEFT\" height=\"17\">\n\t\t\t\t&nbsp;\n\t\t\t<\/td>\n<td align=\"LEFT\">\n\t\t\t\t&nbsp;\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td align=\"CENTER\" bgcolor=\"#C0C0C0\" height=\"17\" style=\"border-top: 1px solid #000000;border-bottom: 1px solid #000000;border-left: 1px solid #000000;border-right: 1px solid #000000\">\n\t\t\t\t<b>Total:<\/b>\n\t\t\t<\/td>\n<td align=\"CENTER\" bgcolor=\"#C0C0C0\" style=\"border-top: 1px solid #000000;border-bottom: 1px solid #000000;border-left: 1px solid #000000;border-right: 1px solid #000000\">\n<p>\n\t\t\t\t\t<b>9358<\/b>\n\t\t\t\t<\/p>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>\n\t<img loading=\"lazy\" decoding=\"async\" alt=\"\" height=\"342\" 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width=\"533\" \/>\n<\/p>\n<p>\n\t&nbsp;\n<\/p>\n<p>\n\t<strong>Usuarios Atendidos<\/strong>\n<\/p>\n<p>\n\t&nbsp;\n<\/p>\n<table border=\"0\" cellspacing=\"0\" rules=\"NONE\">\n<col width=\"86\" \/>\n<col width=\"86\" \/>\n<col width=\"86\" \/>\n<col width=\"86\" \/>\n<tbody>\n<tr>\n<td align=\"CENTER\" bgcolor=\"#CCCCCC\" colspan=\"4\" height=\"17\" style=\"border-top: 1px solid #000000;border-bottom: 1px solid #000000;border-left: 1px solid #000000;border-right: 1px solid #000000\" width=\"343\">\n\t\t\t\t<b>Estad&iacute;sticas 2013<\/b>\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td align=\"CENTER\" bgcolor=\"#CCCCCC\" height=\"17\" style=\"border-top: 1px solid #000000;border-bottom: 1px solid #000000;border-left: 1px solid #000000;border-right: 1px solid #000000\">\n\t\t\t\t<b>Mes<\/b>\n\t\t\t<\/td>\n<td align=\"CENTER\" bgcolor=\"#CCCCCC\" style=\"border-top: 1px solid #000000;border-bottom: 1px solid #000000;border-left: 1px solid #000000;border-right: 1px solid #000000\">\n\t\t\t\t<b>P. Ma&ntilde;ana<\/b>\n\t\t\t<\/td>\n<td align=\"CENTER\" bgcolor=\"#CCCCCC\" style=\"border-top: 1px solid #000000;border-bottom: 1px solid #000000;border-left: 1px solid #000000;border-right: 1px solid #000000\">\n\t\t\t\t<b>P. Tarde<\/b>\n\t\t\t<\/td>\n<td align=\"CENTER\" bgcolor=\"#CCCCCC\" style=\"border-top: 1px solid #000000;border-bottom: 1px solid #000000;border-left: 1px solid #000000;border-right: 1px solid #000000\">\n\t\t\t\t<b>Total<\/b>\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td bgcolor=\"#CCCCCC\" height=\"17\">\n\t\t\t\t<b>Febrero<\/b>\n\t\t\t<\/td>\n<td>\n\t\t\t\t469\n\t\t\t<\/td>\n<td>\n\t\t\t\t&#8211;\n\t\t\t<\/td>\n<td>\n\t\t\t\t469\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td bgcolor=\"#CCCCCC\" height=\"17\">\n\t\t\t\t<b>Marzo<\/b>\n\t\t\t<\/td>\n<td>\n\t\t\t\t1322\n\t\t\t<\/td>\n<td>\n\t\t\t\t&#8211;\n\t\t\t<\/td>\n<td>\n\t\t\t\t1322\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td bgcolor=\"#CCCCCC\" height=\"17\">\n\t\t\t\t<b>Abril<\/b>\n\t\t\t<\/td>\n<td>\n\t\t\t\t1818\n\t\t\t<\/td>\n<td>\n\t\t\t\t154\n\t\t\t<\/td>\n<td>\n\t\t\t\t1972\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td bgcolor=\"#CCCCCC\" height=\"17\">\n\t\t\t\t<b>Mayo<\/b>\n\t\t\t<\/td>\n<td>\n\t\t\t\t1489\n\t\t\t<\/td>\n<td>\n\t\t\t\t367\n\t\t\t<\/td>\n<td>\n\t\t\t\t1856\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td bgcolor=\"#CCCCCC\" height=\"17\">\n\t\t\t\t<b>Junio<\/b>\n\t\t\t<\/td>\n<td>\n\t\t\t\t832\n\t\t\t<\/td>\n<td>\n\t\t\t\t306\n\t\t\t<\/td>\n<td>\n\t\t\t\t1138\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td bgcolor=\"#CCCCCC\" height=\"17\">\n\t\t\t\t<b>Julio<\/b>\n\t\t\t<\/td>\n<td>\n\t\t\t\t556\n\t\t\t<\/td>\n<td>\n\t\t\t\t178\n\t\t\t<\/td>\n<td>\n\t\t\t\t734\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td bgcolor=\"#CCCCCC\" height=\"17\">\n\t\t\t\t<b>Agosto<\/b>\n\t\t\t<\/td>\n<td>\n\t\t\t\t&nbsp;\n\t\t\t<\/td>\n<td>\n\t\t\t\t&nbsp;\n\t\t\t<\/td>\n<td>\n\t\t\t\t&nbsp;\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td bgcolor=\"#CCCCCC\" height=\"17\">\n\t\t\t\t<b>Septiembre<\/b>\n\t\t\t<\/td>\n<td>\n\t\t\t\t&nbsp;\n\t\t\t<\/td>\n<td>\n\t\t\t\t&nbsp;\n\t\t\t<\/td>\n<td>\n\t\t\t\t&nbsp;\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td bgcolor=\"#CCCCCC\" height=\"17\">\n\t\t\t\t<b>Octubre<\/b>\n\t\t\t<\/td>\n<td>\n\t\t\t\t&nbsp;\n\t\t\t<\/td>\n<td>\n\t\t\t\t&nbsp;\n\t\t\t<\/td>\n<td>\n\t\t\t\t&nbsp;\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td bgcolor=\"#CCCCCC\" height=\"17\">\n\t\t\t\t<b>Noviembre<\/b>\n\t\t\t<\/td>\n<td>\n\t\t\t\t&nbsp;\n\t\t\t<\/td>\n<td>\n\t\t\t\t&nbsp;\n\t\t\t<\/td>\n<td>\n\t\t\t\t&nbsp;\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td bgcolor=\"#CCCCCC\" height=\"17\">\n\t\t\t\t<b>Diciembre<\/b>\n\t\t\t<\/td>\n<td>\n\t\t\t\t&nbsp;\n\t\t\t<\/td>\n<td>\n\t\t\t\t&nbsp;\n\t\t\t<\/td>\n<td>\n\t\t\t\t&nbsp;\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td align=\"LEFT\" height=\"17\">\n\t\t\t\t&nbsp;\n\t\t\t<\/td>\n<td align=\"LEFT\">\n\t\t\t\t&nbsp;\n\t\t\t<\/td>\n<td align=\"LEFT\">\n\t\t\t\t&nbsp;\n\t\t\t<\/td>\n<td align=\"LEFT\">\n\t\t\t\t&nbsp;\n\t\t\t<\/td>\n<\/tr>\n<tr>\n<td align=\"CENTER\" bgcolor=\"#CCCCCC\" height=\"17\" style=\"border-top: 1px solid #000000;border-bottom: 1px solid #000000;border-left: 1px solid #000000;border-right: 1px solid #000000\">\n\t\t\t\t<b>Total<\/b>\n\t\t\t<\/td>\n<td align=\"CENTER\" bgcolor=\"#CCCCCC\" style=\"border-top: 1px solid #000000;border-bottom: 1px solid #000000;border-left: 1px solid #000000;border-right: 1px solid #000000\">\n\t\t\t\t<b>6486<\/b>\n\t\t\t<\/td>\n<td align=\"CENTER\" bgcolor=\"#CCCCCC\" style=\"border-top: 1px solid #000000;border-bottom: 1px solid #000000;border-left: 1px solid #000000;border-right: 1px solid #000000\">\n\t\t\t\t<b>1005<\/b>\n\t\t\t<\/td>\n<td align=\"CENTER\" bgcolor=\"#CCCCCC\" style=\"border-top: 1px solid #000000;border-bottom: 1px solid #000000;border-left: 1px solid #000000;border-right: 1px solid #000000\">\n\t\t\t\t<b><font color=\"#FF0000\">7491<\/font><\/b>\n\t\t\t<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>\n\t&nbsp;\n<\/p>\n<p>\n\t<img loading=\"lazy\" decoding=\"async\" alt=\"\" height=\"320\" 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width=\"498\" \/><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Compartimos las estad&iacute;sticas al mes de Julio del 2013 Circulaci&oacute;n diaria. Totales del A&ntilde;o 2013 Mes Prestamos Febrero 626 Marzo 1809 Abril 1665 Mayo 2738 Junio 1688 Julio 832 Agosto 0 Septiembre 0 Octubre 0 Noviembre 0 Diciembre 0 &nbsp; &hellip; <a href=\"https:\/\/blogs.unc.edu.ar\/bcafo\/2013\/08\/06\/estadisticas-al-mes-de-julio-del-2013\/\">Sigue leyendo <span class=\"meta-nav\">&rarr;<\/span><\/a><\/p>\n","protected":false},"author":34,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-511","post","type-post","status-publish","format-standard","hentry","category-sin-categora"],"_links":{"self":[{"href":"https:\/\/blogs.unc.edu.ar\/bcafo\/wp-json\/wp\/v2\/posts\/511","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/blogs.unc.edu.ar\/bcafo\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/blogs.unc.edu.ar\/bcafo\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/blogs.unc.edu.ar\/bcafo\/wp-json\/wp\/v2\/users\/34"}],"replies":[{"embeddable":true,"href":"https:\/\/blogs.unc.edu.ar\/bcafo\/wp-json\/wp\/v2\/comments?post=511"}],"version-history":[{"count":4,"href":"https:\/\/blogs.unc.edu.ar\/bcafo\/wp-json\/wp\/v2\/posts\/511\/revisions"}],"predecessor-version":[{"id":515,"href":"https:\/\/blogs.unc.edu.ar\/bcafo\/wp-json\/wp\/v2\/posts\/511\/revisions\/515"}],"wp:attachment":[{"href":"https:\/\/blogs.unc.edu.ar\/bcafo\/wp-json\/wp\/v2\/media?parent=511"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/blogs.unc.edu.ar\/bcafo\/wp-json\/wp\/v2\/categories?post=511"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/blogs.unc.edu.ar\/bcafo\/wp-json\/wp\/v2\/tags?post=511"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}