{"id":547,"date":"2016-03-17T07:00:42","date_gmt":"2016-03-17T07:00:42","guid":{"rendered":"http:\/\/lamalaga.com\/espa\/?p=547"},"modified":"2016-06-10T23:16:25","modified_gmt":"2016-06-10T23:16:25","slug":"por-que-los-rankings-son-enganos","status":"publish","type":"post","link":"http:\/\/lamalaga.com\/esp\/por-que-los-rankings-son-enganos\/","title":{"rendered":"\u00bfPor qu\u00e9 los rankings son enga\u00f1osos?"},"content":{"rendered":"<p>Cada cierto tiempo aparece uno de esos titulares orgullosos de una de las universidades peruanas que se alegran de ser el tercer, cuarto o quinto puesto en investigaci\u00f3n. Hace poco la Universidad Peruana de Ciencias Aplicadas se enorgullec\u00eda de ser la tercera universidad privada en el Per\u00fa con m\u00e1s investigaci\u00f3n (ver <a href=\"http:\/\/blogs.upc.edu.pe\/noticias-upc\/noticias\/upc-es-la-3ra-universidad-privada-con-mayor-investigacion-en-el-peru\">link<\/a>). De hecho me parece muy bien por la universidad y suena super orgulloso. Al mencionar esto se refer\u00edan al ranking Scimago SIR 2015 (ver <a href=\"http:\/\/www.scimagoir.com\/pdf\/iber_new\/SIR%20Iber%20PER%202015%20HE.pdf\">link<\/a>) en donde efectivamente ocupan el tercer lugar en investigaci\u00f3n entre las universidades privadas y el s\u00e9timo a nivel de Per\u00fa. \u00bfQu\u00e9 significa eso? D\u00e9mosle un vistazo al ranking<\/p>\n<ol>\n<li>UPCH &#8211; Universidad Peruana Cayetano Heredia &#8211; 1228<\/li>\n<li>UNMSM &#8211; Universidad Nacional Mayor de San Marcos &#8211; 892<\/li>\n<li>PUCP &#8211; Pontificia Universidad Cat\u00f3lica del Per\u00fa &#8211; 644<\/li>\n<li>UNALM &#8211; Universidad Nacional Agraria La Molina &#8211; 188<\/li>\n<li>UNI &#8211; Universidad Nacional de Ingenier\u00eda &#8211; 153<\/li>\n<li>UNSAAC &#8211; Universidad Nacional San Antonio Abad del Cusco &#8211; 116<\/li>\n<li>UPC &#8211; Universidad Peruana de Ciencias Aplicadas &#8211; 112<\/li>\n<li>UNSA &#8211; Universidad Nacional San Agust\u00edn de Arequipa &#8211; 83<\/li>\n<li>USMP &#8211; Universidad de San Mart\u00edn de Porras &#8211; 82<\/li>\n<li>UNAPIQUITOS &#8211; Universidad Nacional de la Amazon\u00eda Peruana &#8211; 70<\/li>\n<\/ol>\n<div class=\"container-fluid main-container\">\n<p>Analicemoslo gr\u00e1ficamente.<br \/>\n<img decoding=\"async\" title=\"\" 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\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7dQlglZQk0K2jy1apT1OSQKALRDMF6hvkqQl0\/\/1h62\/eZkATFEZJAt24FfbU3\/pEoAtESyqBmjsypB7KoiCBNsXNJ87C67Q6PAJdIFq2QN1RowDrpiCBNqVNt7q+TetGQqALREvrhdd4hUChMBBoDAg0hVdj40DHFiNQKI2CBEoVvpBoo28idYSr8LSBQlEUJFA6kQqJNvoufIcmUPO1Jd5GgrIoSaD+YUxuqXQEBLpEtPHZmA6GQLWxS6+8k98BrJiSBOodSJ\/2KhICXSLaxHygzkB68f9nvA4PxVGSQIUxTd74KCkFBLpINGdGem24fIveBiqmBxXQhQSFUZRA9amYmExkzdHs30QaEahmUHqQoDQKE+iB6ezKiGb9KueYQOWvItH+CeVRnkCPAoGeOxpATSDQGBAoAHgoT6BU4YuOBlAThQmUGelLjwZQE0UJlBnpy48GUBMlCZQZ6SuIBlATJQmUGekriAZQEyUJlMlEKogGUBMFCZTp7GqIBlATBQk0fUJlp8up4epKrEv6bByTtV\/mZ6u05eIJgS6ZPz75rO1zPtYt0Ks+w2mfDx7k7Zf52fl6sXidQBfNH598VvY5I1Thj4YqPEAZFFSFpxOphmgANVGSQJmRvoJoADVRkkCZkb6CaAA1UZJAmZG+gmgANVGUQJmRvvxoADVRmEAPTGdXeDSAmihPoEeBQM8dDaAmEGgMCBQAPJQr0P17aSOYOhDouaMB1AQCjQGBAoAHBBoDAgUADwUJ1DMKNPlHPRDouaMB1AQCjQGBAoCHggTavguPQEuPBlATJQm0K4MO04nQBlpkNICaKEqg3WtI8u13BFpkNICaKEyg3U\/DC28i0CKjAdREaQLt5rTrqvEItMhoADVRnEDbX\/HofgwegRYZDaAmChRoV41\/hEDLjAZQEyUKtKvGf+t\/RaAlRgOoiSIFKqrxiT+H1IFAzx0NoCYKFWhXjUegBUYDqIlSBdoNCUWg5UUDqIlyBZoFAj13NICaQKAxIFAA8IBAY0CgAOABgcaAQAHAAwKNAYECgAcEGgMCBQAPCDQGBAoAHhBoDAgUADwg0BgQKAB4QKAxIFAA8IBAY0CgAOABgcaAQFfO\/vsPG94Nr\/6u9tut37zdbvydHy1xYFA5CDQGBLpuLh8KAlJ8\/cOHSqDCtS3fTflBbAAfCDQGBLpqnj0cd+KltkL5E4PC8SDQGBDommmr5N\/77HB41TjxLXd1U\/7UXPlMVvUv\/VsDpIBAY0Cga+ZSmrAxqVuJFy2eUqBtAfQD8d9nFEHhaBBoDAh0xTROlCJ85nQkdTX2f6TaQF+pYmdbMv1gsaOEOkGgMSDQFdMUMd9S\/23r8hptjf0DrRNJV+wlAoVjQaAxINAVoznR6G7vV77lW9xxyVAmOBYEGgMCXTHPVEGyMaXPiX6BNrV7q7gKkMq9E+jVlfhf0mfjmKz9Mj9bpS0XTwh0yfzN+ylq4uL75cN\/8Ifudq1A\/6mznyi5nv\/4+azhcz7WLdCrPsNpnw8e5O2X+dn5erF4nUAXzd+8n11NvP8+CNTYrhHov\/1P7f3+t669dAXHz2cFnzOyboFShT9ztPnRmzL9\/UK+Kvw3bzOICY7n3lXhs3ZDoCvGFGhkG+grBoHCHCDQGBDoiskRKP6EeUCgMSDQFZPRC3\/5kA54mAUEGgMCXTGvxsaB+ha3ryDxFjzMAgKNAYGumNE3kTpMgbYvxwdnDgVIAoHGgEBXzOi78B2GQL0zjgDkgUBjQKBrZnw2poMp0Ea3+BNmA4HGgEDXzMR8oIZAmYIJZgWBxoBAV40zI71VzHxtTGeng0vhOBBoDAh03di\/iRQUaDc7PQKF2UCgMSDQlWP9KmdQoPovIiFQOB4EGgMCBQAPCDQGBAoAHhBoDAgUADwg0BgQKAB4QKAxIFAA8IBAY0CgAOABgcaAQAHAQ3kC3VxIHqXvjEDPHQ2gJgoT6PWFSapDEei5owHURFEC3T2+sPlW2g8zINBzRwOoiZIE+voHpjH37zXfv5300wwI9NzRAGqiJIFuHV22Sn2akgQCPXc0gJooSaAbt8LeFEKTmkER6LmjAdREQQJtiptPnIXXaXV4BHruaAA1UZBAm9KmW13fpnUjIdBzRwOoCQQaAwIFAA8FCZQqfA3RAGqiIIHSiVRDNICaKEmg\/mFMbql0BAR67mgANVGSQL0D6dNeRUKg544GUBMlCVQY0+SNj5JSQKDnjgZQE0UJVJ+KiclEyowGUBOFCfTAdHaFRwOoifIEehQI9NzRasD6FfrxVd+8Hdx4neEgBQQaAwIFxeVDwXd+NL1KGK7lg0LCQRLlCZQqfNHRyueZdNTD79ojQJxVSmjZSls4HKRRmECZkb70aMXT1pG\/99nh8KqR1FtTq9oiYrvk9Q89\/ltjOEikKIEyI3350YrnUtqq8ZdVq3ZWtYrrmyOfOf5bZThIpCSBMiN9BdFKp6kly7LdM6uzxl2laUxbueJwkEpJAmVG+gqilU5TyntL\/fd7n42uutSaIi99vUBrCweplCRQJhOpIFrpaOXA1z80S3nuKt1iz7L6dRYOB6kUJFCms6shWuloYmq0ZZTy3FW60S6zRmcuHA5SKUig6RMqO11ODVdXYl3SZ+OYrP0yP1ulLRdPCHTJ\/JX8+Ue9ttrvrbC09V0Nuv9++fAf\/Khz3O\/163\/y3wqjJcYbauVd+o0f1XqxSnxvwv2hKJP261\/34c5+vu7L53ysW6BXfYbTPh88yNsv87Pz9WLxOoEumr+SP\/9IlPK6743R\/lBbL3wqvv9RJ9Bv3u7E1q7\/F2KsUWo8kY6b\/lUr0M6nmkC7cGJ9Hy4jnz\/uxpL+nm+99t5T812NQu34vbzz+eP\/rEvTt16Ek+n+CyvcSu6HggRKFb6GaKVjVZM\/GF3VjsfshNP93QsOZQAAIABJREFUJ2dg0cLhUt57sgSa12CwcLj5KagKTydSDdFKx9SW8dx7Vok30zsN\/I9v5zz0C4dLee9pDqMtHO4ElCRQZqSvIFrppBltUNp3fvQq66FfOFzSe0+K3GH7C4c7BSUJlBnpK4hWOknd4v3SzmXZw5iWDHeZ8N6T4tVDc4TqWsOdgpIEyoz0FUQrnVfhgZkjqw65I9uXDZf03pO+Km\/Q\/sLhTkJRAmVG+vKjle7rpFeDNDLfrVw2XF60y9wWyYXDnYTCBHpgOrvCo5Uu0KRS0zeqJyez3W7ZcEnvPUnya9QLhzsJ5Qn0KBDouaOVLtCkdjvluLZPJOvVykXDJbe4ejZcb7iTgEBjqNoxVWduflIn6Owe97ZrJ6\/ctGi4y\/BsJMFVR3SJLxyuJennUbozO\/GXCIHGULVjqs7cCfDNA+8M9naniM+dXW7JcImDpsyjWX24Q9rPo6hRtWPnsjCBdlMqa4NBX\/8gbRwTAj13tPIF6jxq2kPtPIVRD+FqwiW99yR4dUSJcOFwaT+Por2VMFaaL0ugG7v7CIGWFq0CgdqVPb1U5NYDnwVKPGsMl14kPKpJcuFwac0h7antxPns4Vi3f1ECVR3wshCKQEuLVoNAqyXdaO4AqvWGSxu3\/2woeI72+5ck0Lb+3s7HdK0MikBLi4ZAV0x6t7g9tmrN4ZKGhGlRR4u9JQl0I987at\/pFAZFoKVFQ6ArJvm9p+Oq1AuHSxq3ry0ZpSCBNrIc2j43vUERaGnREOiKSX416Lgq9cLhksbtx07GUpBAjQmVe4Mi0NKiIdAVk\/xy+lFV6qXDJbUYdEvEvKq1jAM1Z6TfdH3xCLS0aAh0zSR1sxyO\/u3PZcNdpozbb\/+VQ5sqGQdqClRMBYpAS4uGQNdM4gSdnlmgVhwuqdO\/+fe\/jnkroSCB6m2gh\/434RFoadEQ6KpJee+pW3ncxB6LhksZty8q710035TOioIE2g5f0n9Vbvf44o3\/CYEWFg2BrpuU956O7NRZOlxKCXT4eamDr31BoySBtuNA9R\/w2HZj6hFoUdEqD1c+Ke89xY71WUe4xCq8kvXlSEdSSQLtRtDr1fgtAi0uWuXhYL0k9cJfauoeG9JUlEA7g+pl0LZMikCLilZ5OFgvSeP2n1UpUPe34a8RaFnRKg8H6yVp3L4+7VNFAj0WBHruaJWHg\/WS+vMoQxm1mjbQ40Gg545WeThYMUnj9oclhksdEGgMVT\/0VWcOgcJA0rh9uaRbVMl8oMeDQM8drfJwsGaSxu2rJfXMSH80CPTc0SoPB6smadz+qwh\/ItAoqn7oq84cAgWdpJ9HEVIdf\/0egcZQ9UNfdeYQKJwUBBpD1Q991ZlDoHBSEGgMVT\/0VWcOgcJJQaAxVP3QV505BAonBYHGUPVDX3XmECicFAQaQ9UPfdWZQ6BwUhBoDFU\/9FVnDoHCSUGgMVT90FedOQQKJwWBxlD1Q1915uo+l3B2EGgMPPSEW2E0fH1+EGgMVT8XVWeOcwknBYHGUPVzUXXmOJdwUhBoDFU\/F1VnjnMJJwWBxlD1c1F15jiXcFLunUCvrsT\/kj6bGzVrv8zP9rlYLp54CheMt1Ccc3w+eLBovIXvSz7Dn\/OxboFe9RlO+2yfi5z9Mj+752KxeJ1Al4y32Hlc\/nPZ+2Tp+5LP4OeMrFugVOHPHK3ucFVnDjzcuyp81m5VPxdVZ45zCScFgcZQ9XNRdeY4l3BSEGgMVT8XVWeOcwknBYHGUPVzUXXmOJdwUhBoDFU\/F1VnjnMJJwWBxlD1c1F15jiXcFIQaAxVPxdVZ45zWWq0Qv46INAYqr51qs4c57LUaAh0jSDQc0erOxyZKzZcJgg0hqpvnaozx7ksNRoCXSMI9NzR6g5H5ooNl8l9FuinDx68o3192X9tFivEBvJafv373cI3p5KYSv6TQNSPDlq4j\/VIfeS\/\/5mW+rC9wNjemw3\/MQ03qi93bhIaaTkcvqlM2CujMuYl8VDeNw7iqCwZV0Y99FY+RxY6p13j7ubmhfZ1239tFiteGHvsxMKvvLnzEp1l+0axs+LNXVwwX6ritvPfCVN3ZlrGwrenP45+9yDQAa9AxTJx62gr3hxPYir5N\/2L5fYi3Ptqw5fa8XwypG7dOu8\/CAtUbjoiUH\/uRm\/UtBwKPmxWPg2tjMqYl8RDyRGoN0vWlVECtfIZXOg57RoxAtU30VZEKzQ6y33mPDdjMHexwXypem664U6YujPTMvaOCOfJgz8OAhXECbQ9n93J\/VBf2J\/BTIFq18hY3KfahXupnqmXxvF8dLC3VxuFBSpChgUayJ2bROQJdHPY0RUzgnaNypiXxEPJEagvHfvKmIU0+6A9C32nXSNOoDcvxerXX+oLn3szeESWReZ8N2M4y5HBfKm650TdCVN3ZlrGlEDtPPjjIFBB+AQ\/1Za1fxDbk\/uhul9UkShXoOpPt7lYpK98\/eYQT2lTXDx9+w5te7mpnY0RgYZy5yYRdQJ9OTyodR85+xyCWzgZ85J4KFkC9aZjXplBoM3X\/8Cqf\/oWek+7RlignTPbcM2ymy+6tZ0\/P\/+6\/e8+oQwanWVVMbJvxnCWI4P5UnUVre6EqTszLWNKoHYe\/HEQqCBCoN2fpKftyW2bX97RNg2X6KaT1x8VbfEf6E2uTeA\/UHeL0Rb61N6+X\/EHQYEOu4UEGsydm4RGWg473u\/WvePsYyQ6njEviYeSJ1DfRTOvzCDQJsD\/7mTNWeg\/7RoRAu1aPbtvt3ptfqsKphNEZ1kqxr0Zw1mOD+ak2gYM3QlTd2ZaxpRA7Tz44yBQQYxA23v8zebktifvHWPX7hzmCfQ\/0q64HvV9rSui+f4v+8v8sfU38U17+\/77vwwLVGQjKNBw7twkDsZ2CTns\/\/\/gwfuh4ulw3KMZ8zLysPgOJUOgviw5V0YKtNvgfatg5CwMnHaNGIG24mwLmzuzQ+kuthIfneUumvdmDGY5Npgv1a7KHLgTpu7MtIwNAnXy4I+DQAVRAv1UCPRj6+Z+X1zxPIG+86mqQ+hRPx1af9rqypsvfQJtHro37e1btO2H8HY2ggIN585N4mAsSchhn5XuXD619zGPezRjXkYE6juUDIH6suRcGSnQbsXHVsHIWRg47RpRAr0TAr01jbmX1fkporPsClTejMEsxwbzpdoJNHAnTN2ZaRkbBOrkwR8HgQpSBPphUi1hIvl32tacN53FT5s7R17L5r9PtbvFvT\/07Q8HY3u1gZWNoEDDucsVqCeH4ij\/\/oMHLz0VqISMeRkRqO9QcgTqv2jmgfUCbfP52cE6bHdh4LRrJAi0bQGNq7NbRGfZqcLreLOcEszZrxNo4E44VqCeaykeOisPCNQiqwrfOub3k9qpJ5J\/R2u2MaJ+KKI017L5+om8kl3XoN04r28vvn4yJtCPRRi\/QL8O585NYjr3gRz2a4TRPrL2SciYlzGBeg4lS6BuOs6VUUPC2vUfGiudhaHTrhFbhX\/R1eC\/GE8sQHSWVT+1p6fIm+XoYL5UO4EG7oSpOzMtY1Kgbh78cRCoIEagshMpMEb40wc2cQI9DHUII+qnsvm8ra6oP4Ufux2SxvaHg7m92sDMRkigL8O5y+xE8uXwIG5NdaNaK2Mz5mVMoJ5DyRKoJx37yvQC\/dDXwOMsDJ12jYROpG38wCWT6Cyr9zvsm9GXu6RgvlSFQP13wtSdmZYxKVA3D\/44CFQQIdCPhTnnF2h7sd5xog6tP211RfOGFuYTlfpT1QZlbR\/IxjEC\/dhzCtJy2Ddu9UVCTwNpZMa8jArUPZQ8gXqyZF0Z4Rh59EYR0104j0Bv+yGfpxGonmX3jQtVfvZmOT6YL1UhUP+dMHVnpmWsF6gnD\/44CFQw8tDpfCSupfcRzhdoe5U+Otja\/rB\/n+VTuzHm4yGAGuQ+bN9+cxqgPNkYEWhU7jzNCAk5PIjm+X5M7VNzHyPR8Yx5GReocyiZAnWzZF2ZoZAmsveh+fxZCyOyFTeQvuss2ia9v5mT5WGMlnMzBrIcH8yXqhCo\/06YujPTMtYL1JMHfxwEKogTaHvOjHvlMJ3ERPLys03SFKj4t+2zesd5wF7KI\/rE3r695M72nmxklEBH79K0HB7EAJF+uEgfMCTQkYx5GReocyiZAnWzJLfqr8ww1twtY7oLjyqB2v48VQlUy7I+u4d5MwayHB\/Ml2ovUO+dMHVnpmWsF6gnD\/44CFQQI1D5atDvzy7Qvg5hClTUItpwH3m90R3bm\/b27YezvScbIYF+Hc7d6E2alkP1eGjphQQ6kjEvEwK1DyVXoHY6xo5yHKgvn76FodOuESFQOVZpdyKBqizb0yOpm9Gf5YRgvlR7gXrvhKk7My1jvUA9efDHQaAC6+p9aqjMoPvr5LtOY\/dDOHmxWNQhrJbXD0UhTf5t9A5f0sdoigrOx57tPdnwH1PzXIRzNzrMJi2H5nvfSqpegY5kLPFQHvgOJSjQxCxZB\/7AnTRBbuhbGDjtGltToHfeXnhB9LhPm+gsu\/PLyZvRn+WEYL5Ue4F674SpOzMtYz6BviP38cRBoALrBMsmEK9A7aadl+FxldPJ94u7OoQl0E\/7Tv93VIzmQj9109G3b66ovv2Q+qRAZaNkOHcpAp3IYT9d2YDdRW8edzhjiYfywHMo0QKdzJJ1ZfqXcN18ehcGTruGJdDbXpw+gTrjQGMbRaOz3Dcne25Gb+5SgvlSlQL13Qk5Ap24lpZA9YYyGwQqsKpQcviXV6CfWk07I+Mqp5N\/Ry16xxJo31Etm7c9kjYEI7Z\/aWxvbmfiOyYxriiQu9HbNDmH7ecw+dNT54zpxx3OWOKhPFCL3pkWaFKW3CvTD5p6R0\/AemrNhb7TrmHWyxtHikKmT6DOu5u39lShAaKz7GROvxnd3CUE86YqBeq7E6IEmnZ7PghcIQSqY2bXqEINgxe8ArVeW375IDy70XTy72jL\/pnVcPBh1xXRXaD+bnlp\/kn\/2HzNst3+Y2P7ntC1d47JfRdey934bZqUw\/dlh1y\/jTxmv0DDGUs8lAfasn82KdCkLLlXpo1mpCDz6V0YOO0aZr18GCvvFaj1Lvw2emB9bJb77j\/PzejNXUIwb6pSoL47IUqgabfnA18eEKiFmV3jXeTh5S6vQLtHcbjZXz5Q2gsLNJj8sM2nqrnlU+1vXr9I3i3v6+nYcms\/3ze3H9L2XHvPMcmh5t7cjd+mKTmUXZvDUElnQJB53MGMJR7K4BjtZI8INOmiOVemiWZ2Q\/f59C4MnXYd\/QX3tpIuKuVegXZdS8ZsTFEF0Pgs9\/MVuTdjIHcJwXypDgL13AlxAs25Pc08IFALM7td0404md3dP\/S8eQQq2snFinZOtmFWzrBAg8mrbd53BCqakz7qd3pz2PlNtcPU9odQNvzHpDo+PLkbv01Tcvjx8Je+W\/7hULwOCDSYscRDUY5RJ3tEoEkXzbkyYmIWPUcin96Fh8Bp19mpGee3qsvdL1Axn3K3Yp8yo3Jslu15voebMZS7+GC+VIdT47kT4gSac3uaeUCgFlZ25V\/WB1rhJCRQeRP1fCK3DQs0mPw7+g52ae\/DB\/Khf6mXoxRWOfnDYVGMQD3HpObJ9eRu4jaNz+FQg9J+GOITe\/xLu2QyY4mHohyjTvaIQJMumnNl3HkFunx6F\/YH4p52A3PI54thoUegQpsD8W\/GR2bZ+WGb\/gKFcxcdzHeLt\/8J3QlxAs25Pc08IFALO7v68yvPVEig2qsSw\/M8LtBQ8mY13xLop\/JO1byhp2Nr\/tMh7SiBusfUR\/Pnbuo2jc7hpzJZ+dC\/3+0wItBQxhIPRXOMmr94RKApF825Ml1vo3msbT69C1Va1mk32bo\/3RESqHivM\/U3kaKz7PlNJHnrhnIXG8x3i6v17p0QKdCk29M8l+8bo\/gP1joEOiBHYPin8e\/RxsKYd\/qEQAPJ69u877Q3vv\/AEehhKKo81ZJR23\/ibj9yj1nHpP8MhZO7qL7OmBwOfbPalJni3TydTyIylngo+nPxfoxAEy6a\/DJcGc+8h20+\/wvfQnkAzmm32Zkj5g8jAh1KrKlvdcZkWUUzb0ZvlsfeEHCDeVLVBOreCbECTbk9zXMp8oBALfhd+HNHqzscmbtv4RBoDGVcyyKi1R2OzN23cAg0hjKuZRHR6g5H5u5buPIEurmQPErfGYGeO1rd4cjcfQtXmECvL0xSHYpAzx2t7nBk7r6FK0qgu8cXNt+a+FEZCwR67mh1hyNz9y1cSQJ9\/QPTmPv3mu\/fnphR0QSBnjta3eHI3H0LV5JAt44uW6VGjgcTINBzR6s7HJm7b+FKEujGrbA3hdCkZlAEeu5odYcjc\/ctXEECbYqbT5yF12l1eAR67mh1hyNz9y1cQQJtSptudX071o3kdDkBAMzK3J5DoABwb5jbc6uuwpfB\/BdlRZC5Uqk6c+vJ3ao7kcpgNdfyFJC5Uqk6c+vJ3dLDmNxSafGs5lqeAjJXKlVnbj25W3ggfeKrSEWwmmt5CshcqVSdufXk7oTH0RnT5I3wz1eVy2qu5Skgc6VSdebWk7uTHsfG8meFDaCHFV3LU0DmSqXqzK0nd6uezq4MVnMtTwGZK5WqM7ee3K3lOApmNdfyFJC5Uqk6c+vJ3VqOo2BWcy1PAZkrlaozt57creU4CmY11\/IUkLlSqTpz68ndWo6jYFZzLU8BmSuVqjO3ntyt5TgKZjXX8hSQuVKpOnPryd1ajqNgVnMtTwGZK5WqM7ee3K3lOApmNdfyFJC5Uqk6c+vJ3VqOo2BWcy1PAZkrlaozt57creU4CmY11\/IUkLlSqTpz68ndWo6jYFZzLU8BmSuVqjO3ntyt5TgKZjXX8hSQuVKpOnPryd1ajqNgVnMtTwGZK5WqM7ee3K3lOAAAigOBAgBkgkABADJBoAAAmSBQAIBMECgAQCYIFAAgEwQKAJAJAgUAyASBAgBkgkABADJBoAAAmSBQAIBMECgAQCYIFAAgEwQKAJAJAgUAyASBAgBkgkABADJBoAAAmSBQAIBMECgAQCYIFAAgEwQKAJAJAgUAyASBAgBkgkABADJBoMexe3zR8MZH5z6O09Hk8Om5j+EkbNsrV2nexG356NyHMT\/79771if6tzeaT8x0OAj0OcQFb9MtaFW0Wa5SMUEydV+71D+RtWduVa3KmXa9Nn8tzll8Q6BEof1b5HHZsKnwMD5o\/Ly6+\/dm5D2ZuNuq2rOzSbfQH7XoNDx8CPYJrWX\/Y1FlfOvT13MqewoP409eJc7iEFbHt78Y2k1X9Xe9K1kOO2r+B7TXcnvXhQ6D5aLXb68puVYkoY9cn0Ouh4Lmtrwi6kX8TKmt+EbWG4TnbSG82y89XiUeg+WzVX772b2NFt6qkbXL67yvMWZMv+chp\/62FzZCj64qK193f8n+o2kCb7\/K\/58wmAs1Hv26bCjXT5fDpdYU5a8osdba4dBgCrebatY0tT7VOJO0aNv89Wy0Cgc7DprpyzKG7MZ9U9RBKthWVzFyGP+xVla6vW19qAtWKL2bf\/LIg0Flo6hO1taR192WTqRoF2uVJDPapLm+isvtI+6wIU6BP1dKz\/aFAoLNQU2PTgChV1yjQNmfX5x8CcyrU8LrK\/KkLVG80O2P9D4HOwTkbYU5GX8+tVKD\/1RoGEZ6MTZWjQC2BKmki0LJp\/FnfUyhbJSoUqKi8d7k77yDCE6EG0tfTBCoICvRs9ygCPZ5tlaWYTZ+pWgXaN7mcdRDhadj0uWuzWVneKIFWSJ3+HLxZoUBbxQxNLtUNQNP+JFzX9pYAAq2PTW03aYcaZVepQIc+v+qGNJnje+oqgtILXxttNam6NrSDPlGDoFrH1CdQvThW218\/TaBbxoFWQPt6bl2PX0\/dAtVewkWgJcGbSHVRYQ9ET90C1YdNVNcGalbh68rca96Fr4nmGlbqT43aCjEdw0w+FQ5B217onUh1ZU6vrDMbU+lU9\/fdS5UClXNJduNA6ypdq0Fa+mitStAFynygpbM1a7n1aaajSoHqTRTVjaHQZtuvLXNGdxEz0peN+uUZBFoe20oV06Leha8tc\/wmUkXov4iEQMtjc+ayyymxJm+vBmvAEr\/KCQBQLggUACATBAoAkAkCBQDIBIECAGSCQAEAMkGgAACZIFAAgEwQKABAJggUACATBAoAkAkCBQDIBIECAGSCQAEAMkGgAACZIFAAgEwQKABAJggUACATBAoAkAkCBQDIBIECAGSCQAEAMkGgAACZIFAAgEwQKABAJggUACATBAoAkAkCBQDIBIECAGSCQAEAMkGgAACZIFAAgEwQKABAJggUACATBAoAkAkCBQDIBIECAGSCQAEAMkGgAACZIFAAgEwQKABAJggUACATBAoAkAkCBQDIBIECAGSCQAEAMkGgAACZIFAAgEwQKABAJggUACATBAoAkAkCBQDIBIECAGSCQAEAMkGga+f6QuPJMSnt\/4e5jsnD6x9cfOuT7L337118+7MZUts97k6TSmtI2DiNZrDwho\/kWnPvfsVUkplXbntx8cZHwbzpq5pj9qS8f0+duuY8DjyNPgKIB4GuHevZzVfo5jj9TrAGgW7VaZJ7BwSqudE+AnPD3joRAnWTzLtyrfM8rhOy1LPWXFCBqVvj1Km9EOhpQKBrx35Mc5+D7ZHl1wlWINCtfpp6qwQFap+M0IbidEcJ1E4y78ptJ\/w5GPTaXiDY6N+3yeEhDQS6dq61W39rPy0JFCXQzDSkNlu3iPR0L6rse86jvqE8322l2VmomEoy68o159F3ma6lnzdS3\/Lgthd62bers6tA3uOGGUGga8d4BtqnJvOJqF6g15pIhvPkF2gnW\/Ns+ATaLhRKnhaoJ8m5rlyfuGpN6E70Rma3SXmoxIt2UnUhNsdcFIgAga4d89nduE1tkVQv0I3eGChtGhCoYduDvaE635v+S4RA3STnunKH7uLJnfs20uZ45fkejqOr5\/9D7UI02x59WmEUBLp2zMdQPKXNgyFl0ZQ55DOytZq6tqq5bmgMe+rd8mDt068RUuza2nzPoWdbjU2zz3ZojNzoDZNuuoO+Wj08GlLzHkCniW994jjXEGhzWkYFuo0VaHQJ1E3Sd+X6DbWzr86T\/6o6oYTUZQb1jdsT9VS\/EE2m8qUNMSDQtRMr0H4Ez1CBG753j54u0KFDwikyWmm0z+L\/8ljbc2JbW6D\/WkpT9Xd0x+qmK\/XV+1MXqH0AMq3\/2BaoUwLUE7Zt55QHQ1X42DZQT5J+gdrXSZ2nEYHqbOQplcGHU3+t\/e3paDukuqvtHRcFM4BA145TEXziFajypXh+rAEsmkC1NZZB7TT0UYT2M+jZ1hbo3+s2eWR2Rz\/xptubSvpTE6h9AHq\/sumY9ogcUQQE2m473QaqWhcjBOom6btyznnTzlOcQPsD1RLX9juYF+L64o1\/7D1XMBcIdO34uiLcR61VTbdIdspeaxLsHp6hDXTTa+z6wioyOWkIfz09aJ3AY9vaAtV6wsXO7X\/kwZrpCisM\/jQFam3Yrdl6pLDxmN4v0Gv3j4d\/GJPWzKgTl2TgypnnTTtPcQLto260xDchgW6cY4aZQaBr59p4UgYDWY\/aVm9ObNcND5h8oKRAVbFK7749HDxptE+7GnRoyNa3rSPQfgvVONhElF400xX6UpVgTaDmhtcyVTXEyDhVlvhGxoFaJcqkgfRxSfqunHPetPMUJVC5RpdmSKCDrTtdn7IL8f6CQNeO9Zh2D4T7qGnPkDDlte0XKVBNhU4jnpVG+wA+McKMbusI1Hlk+65jN91OXxujq9m\/4UZ3musYVeSye6emRrWHNnx08CyMS9J35Zzzpp2nGIH2f4JsgWqxtQsxjMLS9oN5QaBr59p9Ct1HTe+SFv2zW\/uhlgLdGG18WrHSTSP8RHu3dQRqGWUY5O2m26b332kFRyVQJ59ym5BjZCOp2G68YKnhawPtDviJtVAxlaTnyrnnTTtPEQLdan1P0yVQHfdywBwg0LVzbT+EB79Y7BLSUBjryzfboQNHH3atPaZuGqMCdbe1Bao91arrJyjQDrcEGvxDMTZ09HpIy20DvfbKLtDhLluSxzuRAkl6rpz3OgWvqoPyZ7JAr6nDnwQEunZ8z67zqGl9u\/LB1J7f7slRAnUbCGVK0QL1bhsUqL71iED\/nff0wph3Q+0wxsfeX9tFvmu9MWBivNNTfanswxrrhfcn6dnJc50SBLrRWi2ieuE1Tvwexb0Fga6dWIF6HrihvNOPBB0vgbppjArU3TYkUHkY3eD3sEAfaQWsnBLo7rF+njbDmFeny9zbo+IXqJwaaWoYkzdJv0Dt6xQtUDVGoY\/ojAP1fPNtDzOCQNdOlEC1tkGLzl59\/6\/dBmq+O+OmMVqFd7cNCfR68OKYQPtmB3sYU3QbqPtiZUig3ir3cQL1JunZyXOdYgVqjTP1vYkkUwlU4WkDPQEIdO1473zDTv0ISmMrsy+2Hzlp98KbHeXuRJThJ9q7bUCgWirbsU6kz7QZN0IC1eLavfBbcxzmJliFN0ZHDQSr8F0ykwL1JenZyT1velOHfVV17DFnvnfhZQjPCrOaD7OBQNdOQKC9BeXYdFXK602p5GgJNDwO1Elj\/OVsZ9tJgcpR8EGBDuIICVSZRWZ8wFwgdeofSO9pszymEymQpG8n57yZArWuqnF4lgC9szEdjAuhjV1yXtSHeUCgayc4gqZv2LxQvTDddhvRfTK86SKaF7Uh3PqbSI6CjDRGBOrbNlSF3ygLhdLV34XXurr8jaXtmq43xhnoqgtoePnJI1BPjTtvGNNokr6dnPOmC9S5qgOekqt\/PlBnIL18S54C6GlAoGvH++yq4TD\/Tf\/g6++Iy7ZOvee77wAefRfeTmOsUc6zbUigzkzxYYHK4lRQoCPvwlvjLgeV+gTq1rhDA+kHAZk8jUjSe+U812lQm3tVfXtdqCn2fJelAvWrAAAB5UlEQVRRvxB6pz9dSCcBga4df+u\/fKKe6OoxHhU1Eccw+P5CvU\/uPnieNEZ7Ndxtg8OYBpf\/Jz8IvMqvutSv9UFRvgOQ3nBmY\/LIKTwbk1PjDghUvUg6JVA3Sf+Vs6+TPojTvaoCdS01gcb8JpIKRg\/SaUCgayfUfboRj472qImnXD3DvSiNCqk+O6gvWSONiXE19rbhgfTiOX4im+LGBCpmHhkRqJwP1HyNysyyf0I6owxm17i9AtWmNZoWqJNk6MqZ18kYBe+5qnq2LBvufb\/KaV2IrREM5gaBQpl4BQqwLAgUSkKNYvVNVgKwMAgUSkL2Xav\/AJwRBAolQb8yrAoECkWxxZ+wIhAoFMaGfmVYDQgUACATBAoAkAkCBQDIBIECAGSCQAEAMkGgAACZIFAAgEwQKABAJggUACATBAoAkAkCBQDIBIECAGSCQAEAMkGgAACZIFAAgEwQKABAJggUACATBAoAkAkCBQDIBIECAGSCQAEAMkGgAACZIFAAgEwQKABAJggUACATBAoAkAkCBQDIBIECAGSCQAEAMkGgAACZIFAAgEwQKABAJggUACATBAoAkAkCBQDIBIECAGSCQAEAMkGgAACZIFAAgEwQKABAJggUACATBAoAkAkCBQDI5P8HEKLt+ZN7gyEAAAAASUVORK5CYII=\" alt=\"\" width=\"672\" \/><\/p>\n<p><script>\/\/ <![CDATA[\n\/\/ add bootstrap table styles to pandoc tables\n$(document).ready(function () {\n  $('tr.header').parent('thead').parent('table').addClass('table table-condensed');\n});\n\/\/ ]]><\/script><\/p>\n<p><!-- dynamically load mathjax for compatibility with self-contained --><br \/>\n<script>\/\/ <![CDATA[\n  (function () {\n    var script = document.createElement(\"script\");\n    script.type = \"text\/javascript\";\n    script.src  = \"https:\/\/cdn.mathjax.org\/mathjax\/latest\/MathJax.js?config=TeX-AMS-MML_HTMLorMML\";\n    document.getElementsByTagName(\"head\")[0].appendChild(script);\n  })();\n\/\/ ]]><\/script><\/p>\n<p>Como puede verse, conforme se desciende en la lista de instituciones la diferencia en producci\u00f3n entre las instituciones disminuye, pero en los primeros puestos la diferencia es MUY grande. La producci\u00f3n del primer puesto dobla la del tercero y la producci\u00f3n del s\u00e9timo puesto es s\u00f3lo el 0.9 de lo producido por el primer puesto. \u00bfEso significa que la producci\u00f3n de la UPC es mala o insignificante? De ninguna manera ya que en el contexto peruano su producci\u00f3n es importante. Lo que quiero mostrarles es que tener un puesto relativamente alto en el ranking no significa que la instituci\u00f3n tenga una producci\u00f3n que se acerca al primer o segundo puesto. Al mismo tiempo, ascender en el r\u00e1nking puede significar que s\u00f3lo se ha hecho un peque\u00f1o aumento de investigaci\u00f3n (n\u00f3tese que la UNSAAC y la UPC tienen b\u00e1sicamente el mismo n\u00famero de documentos a pesar de que la UNSAAC adelanta a la UPC en el ranking).<\/p>\n<p>A pesar de todo esto, es l\u00f3gico que la instituci\u00f3n que ocupa un puesto relativamente alto en el ranking resalte esa posici\u00f3n y no la diferencia que tiene en producci\u00f3n con las instituciones que la adelantan. Los rankings son f\u00e1ciles de entender y seguir\u00e1n siendo utilizados como medida. Tan s\u00f3lo recordemos que conocer la posici\u00f3n en el ranking nos da informaci\u00f3n parcial y no es suficiente para juzgar\u00a0la posici\u00f3n real\u00a0de la instituci\u00f3n.<\/p>\n<p><strong>C\u00f3digo en R para el gr\u00e1fico<\/strong><\/p>\n<div style=\"overflow: auto;\">\n<div class=\"geshifilter\">\n<pre class=\"r geshifilter-R\" style=\"font-family: monospace;\">upc&lt;-<a href=\"http:\/\/inside-r.org\/r-doc\/base\/c\"><span style=\"color: #003399; font-weight: bold;\">c<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">1228<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">892<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">644<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">188<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">153<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">116<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">112<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">83<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">82<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">70<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/plot\"><span style=\"color: #003399; font-weight: bold;\">plot<\/span><\/a><span style=\"color: #009900;\">(<\/span>upc<span style=\"color: #339933;\">,<\/span> type=<span style=\"color: #0000ff;\">\"h\"<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"blue\"<\/span><span style=\"color: #339933;\">,<\/span> ylab=<span style=\"color: #0000ff;\">\"Producci\u00f3n\"<\/span><span style=\"color: #339933;\">,<\/span> xlab=<span style=\"color: #0000ff;\">\"Puesto en el ranking SIR IBER Per\u00fa 2015\"<\/span><span style=\"color: #339933;\">,<\/span> xaxs=<span style=\"color: #0000ff;\">\"i\"<\/span><span style=\"color: #339933;\">,<\/span>yaxs=<span style=\"color: #0000ff;\">\"i\"<\/span><span style=\"color: #339933;\">,<\/span> ylim=<a href=\"http:\/\/inside-r.org\/r-doc\/base\/c\"><span style=\"color: #003399; font-weight: bold;\">c<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">0<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">1300<\/span><span style=\"color: #009900;\">)<\/span><span style=\"color: #339933;\">,<\/span> xlim = <a href=\"http:\/\/inside-r.org\/r-doc\/base\/c\"><span style=\"color: #003399; font-weight: bold;\">c<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">0.5<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">10.5<\/span><span style=\"color: #009900;\">)<\/span><span style=\"color: #339933;\">,<\/span> main=<span style=\"color: #0000ff;\">\"Posici\u00f3n de la UPC en el ranking SIR - IBER 2015\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">7<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">50<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #0000ff;\">\"UPC\"<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"red\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/abline\"><span style=\"color: #003399; font-weight: bold;\">abline<\/span><\/a><span style=\"color: #009900;\">(<\/span>h=<span style=\"color: #cc66cc;\">1000<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"black\"<\/span><span style=\"color: #339933;\">,<\/span> lty=<span style=\"color: #cc66cc;\">2<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/abline\"><span style=\"color: #003399; font-weight: bold;\">abline<\/span><\/a><span style=\"color: #009900;\">(<\/span>h=<span style=\"color: #cc66cc;\">500<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"black\"<\/span><span style=\"color: #339933;\">,<\/span> lty=<span style=\"color: #cc66cc;\">2<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/abline\"><span style=\"color: #003399; font-weight: bold;\">abline<\/span><\/a><span style=\"color: #009900;\">(<\/span>h=<span style=\"color: #cc66cc;\">1200<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"grey\"<\/span><span style=\"color: #339933;\">,<\/span> lty=<span style=\"color: #cc66cc;\">3<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/abline\"><span style=\"color: #003399; font-weight: bold;\">abline<\/span><\/a><span style=\"color: #009900;\">(<\/span>h=<span style=\"color: #cc66cc;\">1100<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"grey\"<\/span><span style=\"color: #339933;\">,<\/span> lty=<span style=\"color: #cc66cc;\">3<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/abline\"><span style=\"color: #003399; font-weight: bold;\">abline<\/span><\/a><span style=\"color: #009900;\">(<\/span>h=<span style=\"color: #cc66cc;\">900<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"grey\"<\/span><span style=\"color: #339933;\">,<\/span> lty=<span style=\"color: #cc66cc;\">3<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/abline\"><span style=\"color: #003399; font-weight: bold;\">abline<\/span><\/a><span style=\"color: #009900;\">(<\/span>h=<span style=\"color: #cc66cc;\">800<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"grey\"<\/span><span style=\"color: #339933;\">,<\/span> lty=<span style=\"color: #cc66cc;\">3<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/abline\"><span style=\"color: #003399; font-weight: bold;\">abline<\/span><\/a><span style=\"color: #009900;\">(<\/span>h=<span style=\"color: #cc66cc;\">700<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"grey\"<\/span><span style=\"color: #339933;\">,<\/span> lty=<span style=\"color: #cc66cc;\">3<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/abline\"><span style=\"color: #003399; font-weight: bold;\">abline<\/span><\/a><span style=\"color: #009900;\">(<\/span>h=<span style=\"color: #cc66cc;\">600<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"grey\"<\/span><span style=\"color: #339933;\">,<\/span> lty=<span style=\"color: #cc66cc;\">3<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/abline\"><span style=\"color: #003399; font-weight: bold;\">abline<\/span><\/a><span style=\"color: #009900;\">(<\/span>h=<span style=\"color: #cc66cc;\">400<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"grey\"<\/span><span style=\"color: #339933;\">,<\/span> lty=<span style=\"color: #cc66cc;\">3<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/abline\"><span style=\"color: #003399; font-weight: bold;\">abline<\/span><\/a><span style=\"color: #009900;\">(<\/span>h=<span style=\"color: #cc66cc;\">300<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"grey\"<\/span><span style=\"color: #339933;\">,<\/span> lty=<span style=\"color: #cc66cc;\">3<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/abline\"><span style=\"color: #003399; font-weight: bold;\">abline<\/span><\/a><span style=\"color: #009900;\">(<\/span>h=<span style=\"color: #cc66cc;\">200<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"grey\"<\/span><span style=\"color: #339933;\">,<\/span> lty=<span style=\"color: #cc66cc;\">3<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/abline\"><span style=\"color: #003399; font-weight: bold;\">abline<\/span><\/a><span style=\"color: #009900;\">(<\/span>h=<span style=\"color: #cc66cc;\">100<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"grey\"<\/span><span style=\"color: #339933;\">,<\/span> lty=<span style=\"color: #cc66cc;\">3<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">1<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">50<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #0000ff;\">\"UPCH\"<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"blue\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">2<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">50<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #0000ff;\">\"UNMSM\"<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"blue\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">3<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">50<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #0000ff;\">\"PUCP\"<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"blue\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">4<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">50<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #0000ff;\">\"UNALM\"<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"blue\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">5<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">50<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #0000ff;\">\"UNI\"<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"blue\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">6<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">50<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #0000ff;\">\"UNSAAC\"<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"blue\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">8<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">50<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #0000ff;\">\"UNSA\"<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"blue\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">9<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">50<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #0000ff;\">\"USMP\"<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"blue\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">10<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">50<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #0000ff;\">\"UNAPI\"<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"blue\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">2<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">1150<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #0000ff;\">\"% de UPCH\"<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"dark green\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">2<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">1050<\/span><span style=\"color: #339933;\">,<\/span><a href=\"http:\/\/inside-r.org\/r-doc\/base\/round\"><span style=\"color: #003399; font-weight: bold;\">round<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">892<\/span>\/<span style=\"color: #cc66cc;\">1228<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">2<\/span><span style=\"color: #009900;\">)<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"dark green\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">3<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">750<\/span><span style=\"color: #339933;\">,<\/span><a href=\"http:\/\/inside-r.org\/r-doc\/base\/round\"><span style=\"color: #003399; font-weight: bold;\">round<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">644<\/span>\/<span style=\"color: #cc66cc;\">1228<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">2<\/span><span style=\"color: #009900;\">)<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"dark green\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">4<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">450<\/span><span style=\"color: #339933;\">,<\/span><a href=\"http:\/\/inside-r.org\/r-doc\/base\/round\"><span style=\"color: #003399; font-weight: bold;\">round<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">188<\/span>\/<span style=\"color: #cc66cc;\">1228<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">2<\/span><span style=\"color: #009900;\">)<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"dark green\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">5<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">300<\/span><span style=\"color: #339933;\">,<\/span><a href=\"http:\/\/inside-r.org\/r-doc\/base\/round\"><span style=\"color: #003399; font-weight: bold;\">round<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">153<\/span>\/<span style=\"color: #cc66cc;\">1228<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">2<\/span><span style=\"color: #009900;\">)<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"dark green\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">6<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">200<\/span><span style=\"color: #339933;\">,<\/span><a href=\"http:\/\/inside-r.org\/r-doc\/base\/round\"><span style=\"color: #003399; font-weight: bold;\">round<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">116<\/span>\/<span style=\"color: #cc66cc;\">1228<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">2<\/span><span style=\"color: #009900;\">)<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"dark green\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">7<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">200<\/span><span style=\"color: #339933;\">,<\/span><a href=\"http:\/\/inside-r.org\/r-doc\/base\/round\"><span style=\"color: #003399; font-weight: bold;\">round<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">112<\/span>\/<span style=\"color: #cc66cc;\">1228<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">2<\/span><span style=\"color: #009900;\">)<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"dark green\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">8<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">180<\/span><span style=\"color: #339933;\">,<\/span><a href=\"http:\/\/inside-r.org\/r-doc\/base\/round\"><span style=\"color: #003399; font-weight: bold;\">round<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">83<\/span>\/<span style=\"color: #cc66cc;\">1228<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">2<\/span><span style=\"color: #009900;\">)<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"dark green\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">9<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">180<\/span><span style=\"color: #339933;\">,<\/span><a href=\"http:\/\/inside-r.org\/r-doc\/base\/round\"><span style=\"color: #003399; font-weight: bold;\">round<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">82<\/span>\/<span style=\"color: #cc66cc;\">1228<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">2<\/span><span style=\"color: #009900;\">)<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"dark green\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">10<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">160<\/span><span style=\"color: #339933;\">,<\/span><a href=\"http:\/\/inside-r.org\/r-doc\/base\/round\"><span style=\"color: #003399; font-weight: bold;\">round<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">70<\/span>\/<span style=\"color: #cc66cc;\">1228<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">2<\/span><span style=\"color: #009900;\">)<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"dark green\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">7<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">1200<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #0000ff;\">\"La UPC produjo\"<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"red\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">7<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">1100<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #0000ff;\">\"el 9% de lo que\"<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"red\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">7<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">1000<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #0000ff;\">\"produjo la UPCH,\"<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"red\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">7<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">900<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #0000ff;\">\"es decir\"<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"red\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">7<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">800<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">1228<\/span>-<span style=\"color: #cc66cc;\">112<\/span><span style=\"color: #009900;\">)<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"red\"<\/span><span style=\"color: #009900;\">)<\/span>\r\n<a href=\"http:\/\/inside-r.org\/r-doc\/graphics\/text\"><span style=\"color: #003399; font-weight: bold;\">text<\/span><\/a><span style=\"color: #009900;\">(<\/span><span style=\"color: #cc66cc;\">7<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #cc66cc;\">700<\/span><span style=\"color: #339933;\">,<\/span><span style=\"color: #0000ff;\">\"doc menos.\"<\/span><span style=\"color: #339933;\">,<\/span> <a href=\"http:\/\/inside-r.org\/r-doc\/base\/col\"><span style=\"color: #003399; font-weight: bold;\">col<\/span><\/a>=<span style=\"color: #0000ff;\">\"red\"<\/span><span style=\"color: #009900;\">)<\/span><\/pre>\n<\/div>\n<\/div>\n<p><a title=\"Created by Pretty R at inside-R.org\" href=\"http:\/\/www.inside-r.org\/pretty-r\">Created by Pretty R at inside-R.org<\/a><\/p>\n<\/div>\n<div class=\"rpbt_shortcode\">\n<h3>Art\u00edculos Relacionados<\/h3>\n<ul>\n\t\t\t\t\t\n\t\t\t<li>\n\t\t\t\t<a href=\"http:\/\/lamalaga.com\/esp\/peru-gasto-publico-en-educacion-superior-estimaciones-varias\/\">Per\u00fa. 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