Introducción
El Consejo Social ha promovido a través de su Gabinete de Estudios y Prospectiva este informe para el pleno del Consejo Social del 18 de diciembre de 2020 como consecuencia del interés generado en el pleno anterior del 13 de noviembre sobre la admisión en el Sistema Universitario Español (SUE).
El objetivo de este informe es establecer la posición relativa de la UC3M en el SUE en cuanto a los datos sobre la admisión en las Universidades Públicas Presenciales en el curso 2019/2020, últimos datos públicos disponibles.
En primer lugar, se analizan los datos de las siguientes variables segmentando por Comunidad Autónoma, Universidad y Rama.
- Oferta: número de plazas universitarias para los estudiantes de nuevo ingreso en los estudios oficiales de Grado en Universidades Públicas Presenciales.
- Demanda: número de estudiantes preinscritos en primera opción.
- Tasa de cobertura de la demanda sobre la oferta: relación porcentual entre la demanda (preinscripción en primera opción) y la oferta de nuevo ingreso.
- Nota media de admisión: notas medias de admisión de los estudiantes matriculados de nuevo acceso en enseñanzas universitarias oficiales. Sólo se han tenido en cuenta los estudiantes que han accedido por PAU o FP con notas de admisión entre 5 y 14.
En segundo lugar, se presentan diferentes tablas de interés que resumen los indicadores de la tasa de cobertura y la nota media de admisión, por Comunidad Autónoma, Universidad, Universidades de Madrid (UM), Universidades de la Alianza 4 Universidades (A4U) y Universidades Públicas Presenciales (UUPPP).
Análisis de los datos
Oferta, Demanda y Tasa de cobertura de la demanda sobre la oferta
Análisis por CCAA
Generamos el dataframe por CCAA acumulando sólo las ramas coincidentes con la UC3M.
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)
La demanda es la preinscripción en primera opción.
![](data:image/png;base64,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)
Frecuencia relativa de la Oferta y la Demanda
Comunidad Autónoma
|
% Oferta
|
% Demanda
|
Andalucía
|
20.9
|
20.3
|
Madrid (Comunidad de)
|
18.8
|
18.0
|
Cataluña
|
14.8
|
14.3
|
Comunitat Valenciana
|
10.5
|
10.5
|
Castilla y León
|
6.3
|
7.1
|
Canarias
|
4.4
|
4.7
|
Galicia
|
4.4
|
4.3
|
País Vasco
|
3.4
|
4.0
|
Murcia (Región de)
|
3.2
|
3.5
|
Aragón
|
2.6
|
2.7
|
Castilla - La Mancha
|
2.4
|
3.2
|
Asturias (Principado de)
|
2.2
|
1.7
|
Extremadura
|
2.1
|
1.8
|
Balears (Illes)
|
1.4
|
1.3
|
Cantabria
|
1.1
|
0.9
|
Navarra (Comunidad Foral de)
|
0.8
|
1.0
|
Rioja (La)
|
0.4
|
0.7
|
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gkoACRBBQgkoACRBJQgEgCChBJQAEiCShAJAEFiJRhQKcffz0/P//54+8RXyugwHByC+iHF5ONr970/XIBhX1W6+vYtyMHeQX06slk2/0f+m3AnQL22CyvY9+SDGQV0MvT6qg+Olv4vPrLybNeW3CfgN3W4VTQADkF9M9vZsF8Wbvg/Syo937pswl3Cdiplk2rZb+cAnrRymWV1Md9NuEuATvVl4jlsldGAZ0+n0yaT9gvJ5MHfd6Nd4+AnQS0l4wCOnu42Xq+3nXZLu4RsJOA9iKgwIaA9pJRQGdP4U+aZy15Cg+DEtBeMgro9atWLauXRR/22YR7BOwkoL3kFNBPp7OCvq1dcDXrZ+tB6U7uEbCT05h6ySmg1XlMs2KefX9e+WlxJn2vs5jcJWAPJ9L3kVVAr9+dNj7KefJdvw24S8AePsrZQ14BvZ6+rif05GnfiUzuE7CPfobLLKAz0w/nr8/Ozp6ev4mYZ+dOAQwnv4DeioACwxFQgEgZBtREeiANuQXURHogGXkF1ER6ICFZBdREeiAlOQXURHogKTkF1ER6ICkZBdREeiAtGQXUQGUgLQIKECmjgJpID6Qlo4CaSA+kJaeAmkgPJCWngJpIDyQlq4CaSA+kJK+Amkh/ECaSQ5jMAnptIv34/E4cCJRfQG9FE/bzWxkhlICyze8Fh2AZBtRE+lHVd5HdBTvlFlAT6ccmoBAsr4CaSD8+AYVgWQXURPoDEFAIllNATaQ/BAGFYDkF1ET6QxBQCJZRQE2kPwinMUGwjALaf6DypMNYt+7ucCI9hBJQmuwsCJRRQE2kPxT9hDAZBdREeiAtOQXURHogKTkF1ER6IClZBdREeiAleQXURHogIZkF9NpEeiAZ+QX0VgQUGI6AAkTKMKAm0gNpyC2gJtIDycgroCbSAwnJKqAm0gMpySmgJtIDSckpoCbSA0nJKKAm0gNpySig/QcqtwkoMBwBBYiUUUBNpAfSklFATaQH0pJTQE2kB5KSU0BNpAeSklVATaQHUpJXQE2kBxKSWUCvTaQHkpFfQG9FQIHhCChApHwDOv31/OfeT+IFFBhOvgHt+ynOOQEFhiOgAJFyCugfH+s+zAL6Zvb/v/XZhIACw8kooNX05A6mMQFHIqAAkTIK6PyDnCdnK/94Ojn5cvb/fzHODjiOnAI6n750fzWOyZtIo1k9uD/27YDUZRXQ6+u/zR52/tPijwI6ls3LI8e+JZC4zAJ6ffVkNRNUQEeyDqeCwh65BfR6+r+XQ+wEdBy1bNpbsFt2Ab2+/jR7EPrV7wI6kvousrtgpwwDej39cfYg9KWAjkNAIViOAV2c0PTlqYCOQUAhWJ4BnZ/Q1PMc+jlF2EtAIVimAZ2f0CSgYxBQCJZtQK+v/trvQ0hzirCXgEKwfAMaRRH2choTBBNQGpxID6EElCYf5YRAAkqLfkIYAQWIJKAAkQQUIJKAAkQSUIBIAgoQSUABIgkoQCQBBYgkoACRBBQgkoACRBJQgEgCChBJQAEiCShAJAEFiCSgAJEEFLIyuUuOvTNvTUAhJ8dO3rCOvTdvTUCBJgslkIACTRZKIAEFmiyUQAIKNFkogQQUaLJQAmUY0OnHX8/Pz3/++HvE17pfQAALJVBuAf3wonYOxFdv+n65+wUEsFAC5RXQqyeN08ju/9BvA+4XEMBCCZRVQC9Pq2g+Olv4vPrLybNeW3C/AIaTU0D//GYWzJe1C97Pgnrvlz6bEFBgODkF9KKVyyqpj/tsQkCB4WQU0OnzyaT5hP1yMnnQ5914AQWGk1FAZw83W8/Xuy7bRUCB4QgoQKSMAjp7Cn/SPGvJU3jgeDIK6PWrVi2rl0Uf9tmEgEIACyVQTgH9dDor6NvaBVezfrYelO7kfgEBLJRAOQW0Oo9pVsyz788rPy3OpO91FpP7BYSwUAJlFdDrd6eNj3KefNdvA+4XEMBCCZRXQK+nr+sJPXnadyKT+wUEsFACZRbQmemH89dnZ2dPz99EzLNzv4AAFkqg/AJ6K+4XEMBCCSSgQJOFEijDgJpIDyOzUALlFlAT6YFk5BVQE+mBhGQVUBPpgZTkFFAT6YGk5BRQE+mBpGQUUBPpgbRkFFADlYG0CCjQZKEEyiigJtLDgVgogTIKqIn0cCAWSqCcAmoiPRyGhRIop4CaSA+HYaEEyiqgJtLDQVgogfIKqIn0cAgWSqDMAnptIj2Mz0IJlF9Ab8X9AgJYKIEEFCBShgE1kR5IQ24BNZEeSEZeATWRHkhIVgE1kR5ISU4BNZEeSEpOATWRHkhKRgE1kR4OxEIJlFFA+w9UnnQY69bBHWKhBBJQoMlCCZRRQE2khwOxUAJlFFAT6eFALJRAOQXURHo4DAslUE4BNZEeDsNCCZRVQE2kh4OwUALlFVAT6eEQLJRAmQX02kR6IBn5BfRWBBQYjoDS4kMHECbDgJpIPzIf24JAuQXURPrRrcOpoLBHXgE1kX58tWzaW7BbVgE1kf4A6rvI7oKdcgqoifSHIKA48sFyCqiJ9IcgoDjywTIKqIn0ByGgOPLBMgpo/4HKbe4XewkojnwwAWWbgOLIB8sooCbSH4TTmHDog2UUUBPpD8OJ9FgooXIKqIn0h+GjnDj2gXIKqIn0B6KfxXPwA2UVUBPpgZTkFVAT6YGEZBbQaxPpgWTkF9BbEVBgOAIKECnfgH44//m33l8koMBwsgvo4jd5LN9Muv9y39UbBBQYTl4BvXqxnEL/avVG/Nf9NiCgEMBCCZRVQD8tzmE6+eFy9r9fnJ2dOpEexmChBMopoNX45Mmjz2ePQZ8sPsE5/dFHOWEEFkqgnAJaTaR/u3wcupisXA0TMZEehmahBMoooOuJ9BebqUzG2cEILJRAGQV0PTx59hD0YfOyQO4XEMBCCZRjQGd/EFAYkYUSKK+ALt4xmv7PR/+wfN4+ezAqoDA0CyVQRgGtTv5svmN0YSI9DM9CCZRTQC9bJy1d+b3wwPHkFNDqbfjJP2zedJ9/nrPXm/ACCgwop4Be//lkUn/Jszqxvt959AIKDCirgFaPObcDev/tjmt3EFBgOHkFdNv033vmU0CBIeUc0AgCCgxHQAEiCSjQZKEEElCgyUIJJKBAk4USSECBJgslkIACTRZKIAEFmiyUQAIKNFkogQQUaLJQAgko0GShBBJQgEgCChBJQAEiCShAJAEFiCSgAJEEFCCSgAJNFkogAQWaLJRAAgo0WSiBBBRoslACCSjQZKEEElCgyUIJJKBAk4USSECBJgslkIACTRZKIAEFiCSgAJEEFCBShgGdfvz1/Pz854+/R3ytgALDyS2gH15MNr560/fLBRQYTl4BvXoy2Xb/h34bEFBgOFkF9PK0iuajs4XPq7+cPOu1BQEFhpNTQP/8ZhbMl7UL3s+Ceu+XPpsQUAhgoQTKKaAXrVxWSX3cZxPuFxDAQgmUUUCnzyeT5hP2y8nkQZ93490vIICFEiijgM4ebraer3ddtov7BQSwUAIJKNBkoQTKKKCzp/AnzbOWPIWHEVgogTIK6PWrVi2rl0Uf9tmE+wUEsFAC5RTQT6ezgr6tXXA162frQelO7hcQwEIJlFNAq/OYZsU8+/688tPiTPpeZzG5X0AICyVQVgG9fnfa+CjnyXf9NuB+AQwnr4BeT1/XE3rytO9EJgEFhpNZQGemH85fn52dPT1/EzHPTkCB4eQX0FsRUGA4AgoQKcOAmkgPpCG3gJpIDyQjr4CaSA+HYKEEyiqgJtLDQVgogXIKqIn0cBgWSqCcAmoiPRyGhRIoo4CaSA8HYqEEyiigBirDgVgogQQUaLJQAmUUUBPp4UAslEAZBdREejgQCyVQTgE1kR5ISk4BNZEeSEpWATWRHkhJXgE1kR5ISGYBvTaRHkhGfgG9FQEFhiOgAJEyDKiJ9DAyCyVQbgE1kR7GZ6EEyiugJtLDIVgogbIKqIn0lcldcuydSTdHJlBOATWRvnLs5A3r2HuTbo5MoJwCaiL94dhRZXP8A2UUUBPpD8iOKpvjHyijgPYfqOw5YzQ7qmyOfyABpYsdVTbHP1BGATWR/oDsKAiQUUBNpD8gOwoC5BRQE+kPx46CADkF1ET6w7GjIEBWATWRHkhJXgE1kR5ISGYBvTaRHkhGfgG9FQGFABZKIAEFmiyUQBkG1ER6GJmFEii3gJpID+OzUALlFVAT6Q/Fjiqb4x8oq4CaSH8wdlTZHP9AOQXURPrDsaPK5vgHyimgJtIfjh1VNsc/UEYBNZH+gOyosjn+gTIKaP+Bym3uF4HsKAggoHSxoyBARgE1kf6A7CgIkFFATaQ/IDsKAuQUUBPpgaTkFFAT6YGkZBVQE+mBlOQVUBPp4RAslECZBfTaRHoYn4USKL+A3or7BQSwUAIJKNBkoQQSULrYUWVz/ANlFtDp628fffmvmxc/fZRzJHZU2Rz/QHkF9G+njXffBXQkdlTZHP9AWQX0Yn0C0+ojnQI6EjuqbI5/oJwCWn2U8/7Ljx9/rP5/kU0BHYkdVTbHP1BOAb1YPfKsfrfcoqACOhI7CgJkFNDaRPrqj/OWCuhI7Kj+JiRq1IM++BaH3uBKPZarOXYCOhI7qrdjV4KbjXnUB9/i0Btc2Yrl8tfJCehI7KjeJpP/R5IEdG47lp9Oq1GgAkoqBDRVAjrX+K2cl5PJvbcCSioENFUCunCx/fs7ql8T/38FlEQIaKoEdKE6D/Sr3zZ/fzV/fVhASYKApkpAly4avfxRQEmGgKZKQFfenW73svoVHwJKEgQ0VQK6Nn3/l6059NMfTwWUJAhoqgR0MAIayI7qTUBTJaCD0YVAdlRvApoqAR2MLgSyo3oT0FQJ6GB0IZAd1ZuApkpAB6MLgeyo3gQ0VQI6GF0IZEf1JqCpEtDB6EIgO6o3AU2VgA5GFwLZUb0JaKoEdDC6EMiO6k1AUyWgg9EFxiKgqRLQwQgoYxHQVAnoYASUsQhoqgR0MALKWAQ0VQI6GAFlLAKaKgEdjIAyFgFNlYAORkAZi4CmSkAHI6CB7KjeBDRVAjoYXQhkR/UmoKkS0MHoQiA7qjcBTZWADkYXAtlRvQloqgR0MLoQyI7qTUBTJaCD0YVAdlRvApoqAR2MLgSyo3oT0FQJ6GB0IZAd1ZuApkpAB6MLgeyo3gQ0VQI6GF1gLAKaKgEdjIAyFgFNlYAORkAZi4CmSkAHI6CMRUBTJaBbph9/PT8///nj7xFfK6CMRUBTJaAbH15MNr560/fLBZSxCGiqBHTl6slk2/0f+m1AQBmLgKZKQJcuT6toPjpb+Lz6y8mzXlsQ0EB2VG8CmioBXfjzm1kwX9YueD8L6r1f+mxCFwLZUb0JaKoEdOGilcsqqY/7bEIXAtlRvQloqgR0bvp8Mmk+Yb+cTB70eTdeFwLZUb0JaKoEdG72cLP1fL3rsl10IZAd1ZuApkpA5wT0gOyo3gQ0VQI6N3sKf9I8a8lT+JHYUb0JaKoEdOFVq5bVy6IP+2xCFwLZUb0JaKoEdOHT6aygb2sXXM362XpQupMuBLKjehPQVAno0sX81Pmz788rPy3OpO91FpMuMBoBTZWArrw7bXyU8+S7fhsQUMYioKkS0LXp63pCT572ncgkoIxFQFMloHXTD+evz87Onp6/iZhnJ6CMRUBTJaCDEVDGIqCpEtDBjBrQCYka8aDXD/+xQ0E3Ad2S6kT6Y1eCm4131OvH/9ihoJuAbiQ8kd4CSpWAlk1AV5KeSG8BpUpAyyagS2lPpLeAUiWgZRPQhcQn0ltAqRLQsgnoQuIT6S2gVAlo2QR0LvWJ9BZQqgS0bAI6l/pAZQsoVQJaNgGdE1DiCGjZBHQu9Yn0FlCqBLRsArqQ+ER6CyhVAlo2AV1IfCK9BZQqAS2bgC6lPZHeAkqVgJZNQFeSnkhvAaVKQMsmoGspT6S3gFIloGUT0LpkJ9JbQKkS0LIJ6GAEtEQCWjYBHYyAlkhAyyagW9KdSH/sOwrdBLRsArphIj29CWjZBHTFRHoiCGjZBHTJRHpiCGjZBHTBRHqiCGjZBHTBRHqiCGjZBHTORHriCGjZBHSu/0DlSYexbp0FlC4BLZuAzgkocQS0bAI6ZyI9cQS0bAK6YCI9UQS0bAK6YCI9UQS0bAK6ZCI9MQS0bAK6YiI9EQS0bAK6ZiI9/Qlo2QS0zkR6ehLQsgnoYAS0RAJaNgEdjICWSEDLJqBbTKSnHwEtm4BumEhPbwJaNgFdMZGeCAJaNgFdMpGeGAJaNgFdMJGeKAJaNgFdMJGeKAJaNgGdM5GeOIcKKKka86gPvsWhN7jSf6Bym4CWSEBLN+ZRH3yLQ29wRUCJI6ClG/OoD77FoTe4YiI9cQS0dGMe9cG3OE9k7uMAAAyRSURBVPQG10ykJ4qAlm7Moz74Fofe4JqJ9EQR0NKNedQH3+LQG9wwkZ4YTmMqm4CumEhPBAEtm4CumUhPfwJaNgGtM5GengS0bAI6GAEtkYCWTUAHI6AlEtCyCehgBLREAlo2AR2MgJZIQMsmoIMR0BIJaNkEdDACWiIBLZuADkZASySgZRPQuWr8fAfj7NhDQMsmoHMCShwBLZuALrR+qbGAEkJAyyagS9X4z37Tl5oEtEQCWjYBXen6vXK9CGiJBLRsArrW93cgNQloiQS0bAK6cXm7J/ECWiIBLZuAbsyexN/mIaiAlkhAyyagNZ/Ozv5X/FePuytJ1XhHvX78jx0KugnoYAS0TOMd9frxP3Yo6CaggxHQMo131OvH/9ihoJuADkZAyzTeUa8f/2OHgm4COhgBLdN4R71+/I8dCroJ6GAEtEzjHfX68T92KOgmoINxGlOJBLRsAjoYAS2RgJZNQAcjoCUS0LIJ6GAEtEQCWjYBHYyAlkhAyyaggxHQEglo2QR0MAJaIgEtm4AORkBLJKBlE9DBCGiJBLRsAjoYAS2RgJZNQAcjoCUS0LIJ6GAEtEQCWjYBHYyAlkhAyyaggxHQEglo2QR0MAJaIgEtm4AORkBLJKBlE9DBCGiJBLRsAjoYAS2RgJZNQAcjoCUS0LIJ6GAEtEQCWjYBHYyAlkhAyyaggxHQEglo2QR0MAJaIgEtm4AOxu+FL9N4R93xz8GYR33wLQ69wSEJaJnGO+qOfw7GPOqDb3HoDQ7pMEvpDrCjIICA0sWOggACShc7CgIIKF3sqLI5/oEElC52VNkc/0ACCjRZKIEEFGiyUAIJKNBkoQQSUKDJQgkkoECThRJIQIEmCyWQgAJNFkogAaWLHQUBBJQudhQEEFC62FEQQEDpYkdBAAGlix0FAQSULnYUBBBQuthREEBA6WJHlc3xDySgdLGjyub4BxJQoMlCCSSgQJOFEkhAgSYLJZCAAk0WSiABBZoslEACClmZ3CXH3pm3JqCQk2Mnb1jH3pu3JqB0saMggIDSxY6CAAJKFzsKAggoXewoCCCgdLGjIICA0sWOggACShc7CgIIaHaOfereoI69M+FWBDQ3x07esI69N+FWBBQgUoYBnX789fz8/OePv0d8rYACw8ktoB9e1J7/ffWm75cLKDCcvAJ69aTxEtr9H/ptQECB4WQV0MvTKpqPzhY+r/5y8qzXFgQUGE5OAf3zm1kwX9YueD8L6r1f+mxCQIHh5BTQi1Yuq6Q+7rMJAQWGk1FAp88nk+YT9svJ5EGfd+MFFBhORgGdPdxsPV/vuqx2U5y5DYxIQAEiZRTQ2VP4k+ZZS57CA8eTUUCvX7VqWb0s+rDPJgQUGE5OAf10Oivo29oFV7N+th6U7iSgwHByCmh1HtOsmGffn1d+WpxJ3+ssJgEFBpRVQK/fnTbeEjr5rt8GBBQYTl4BvZ6+rif05GnfiUwCCgwns4DOTD+cvz47O3t6/iZinp2AAsPJL6C3IqDAcAQUIJKAAkQSUIBIxQUUYDiDN2roDQ7p2DsbuFsGb9TQG+QIvNZRNsf/aOz5u8ACKpvjfzT2/F1gAZXN8T8ae/4usIDK5vgfjT1/F1hAZXP8j8aevwssoLI5/kdjz98FFlDZHP+jsefvAguobI7/0djzd4EFVDbH/2js+bvAAiqb43809vxdYAGVzfE/Gnv+LrCAyub4H409fxdYQGVz/I/Gnr8LLKCyOf5HY8/fBRZQ2Rz/o7Hn7wILqGyO/9HY83eBBVQ2x/9o7Pm7wAIqm+N/NPb8XWABlc3xPxp7HiCSgAJEElCASAIKEElAASIJKEAkAQWIJKAAkQQUIJKAAkQSUIBIAgoQSUABIgkoQCQBBYgkoACRBBQgkoACRBJQgEgCChBJQAEiCShAJAEFiCSgAJEEFCCSgAJEElCASAKauvcvPp9MJp999bJ+4fT17MKTr/d86dXLPVcgCReTtcZxHsWf30we/D76dymEgKbt3el6bZ18t750+nx+ycOdXzr9cfJ47JvHEGoBnbn/w8jfTkAHJKApmzWwbn23v1z8fXcfL/ddgURsB3Ry8mzcbyegAxLQlL2qltPXH2d/+uP1aa2gF5OAJSCgubhYH6nphxfVIR/3MaiADkhAE1Y9Mvl6dVefPxp9vP6H/Y9SBDQXF/Uj9ek05L+OtyGgAxLQdM3u6FsJvFg/NhHQO2UroPPXZ0Z9Ei+gAxLQdDWfqFdvHT1cdHXzEuj03aPZH794ubziq9mXvP98dsHr5ZXmS/GP19WVTr7wrnyStgNavXCzfHtw++DOwzd9Nzu696sDOa1e1fls/c7i9jGe3Vfu/bI4V+Ort6urXL2oXhH6fRNQ94tbE9BkVb3cfiQye2xy75ftgH5avUt/f7FMZgF9N38j4l9qAd28SeGRR4oaAV0c5uvWwa3C95/PV8f+6smkfipG4xhXAf2P09p9YHOVB39fBdT94vYENFmz5bNYR2uzFTR7Dl8P6KfNWU6L676afDa/6OHlZvHU3+T1pD5BjYAuDnP74FYB/efVO/X/9nyyOcLtYzx9Xrtg8cLP+ir/ZRlQ94sBCGiyLlsPDNaPSVevgVYtrZ7OTavTRecPRar37R+8XX3949WVvv5t9ocPTzzUSFIjoMvD3Dq48/9y3n8zeyr+zeph6fvaP20d43lAT777ffPe43xzb5dnFldXcb8YgoAm67J9pvyr5UpbBXTT2NWjllebtbAK6GY77ce0pKA7oK2DWxVvccnlpPan6g+tY1xtY3msLxb/tn5FffU2v/vFEAQ0WRf7A/pqc8rgMpevNmux/S78bAVaKAnqDmjr4FYBXbycufrPZcchXV5QbWO5zVkeZ72cXbDaXOssYveLeAKarP2PQOvno8yWycPFNZ5tvr6+LP/49a+nEwslRZ0BbR/cTee6/lTZHONaLxcBrV1xcUH7a4ggoMlqvwa6zuMmoHXVtduPSWem779dvR9hoSSoHdD6e4Xrg7szoI1j3BXQ1b1p/Uf3i9sT0GTd9C789TqgtbdpdwW0fjULJUGd78K3D+6ugDaPcSugtYedq4C6XwxAQJN103mg1/WAth+jtgK6eCjz2Rd/+f7vXutKUvs80O3iLe0IaOsYBzwCdb8YgoCm64ZPIl3Xn8I37/gdAb1Yn2XvzYI0dX4SqX2wdgS0dYwDXgN1vxiCgKareohQfxup9Vn49mPUjoDWltKlp2pJan0Wvjpg7YN7c0Dbx7gV0NrmFv9hdr8YhIAmbO80ptn/33u7vmhxGtPNAa3Ov7ZQEtSaxvRween2wQ0J6OoYtwK6eT6zPJ3U/WIQApqy+TzQp53zQNefRKo+bnL9x4+T1Yn09YDOr/9q8VRtPnti7FGTxOieB9o6uDuewreOcTug808ivVl8eGn5fqP7xe0JaNJumEi/Hmd3WfvX+RqsBXTxJuuzretYKClqTqTfPLPeOrg7Ato6xu2Abq7z379ZfRLJ/eLWBDRt759s7uOb34m0mQd6uT4VZfEYphbQxTyJx5sKnzxtv2ZKAhq/E2k9fq5xcHedxtQ8xh0BXf1+rfU0JveLAQho6j50/FbO2kDl6Xyk42dPf1v8tRbQ62n1dLD6zZ3vv51f5feuDzdxfLWAPvrLm9o/bB/cnSfSN45xV0Cvr16cbs0Ddb+4PQEFiCSgAJEEFCCSgAJEElCASAIKEElAASIJKEAkAQWIJKAAkQQUIJKAAkQSUIBIAgoQSUABIgkoQCQBBYgkoACRBBQgkoACRBJQgEgCChBJQAEiCShAJAEFiCSgAJEEFCCSgAJEElCASAIKEElAASIJKEAkAQWIJKAAkQQUIJKAAkQSUIBIAgoQSUABIgkoQCQBBYgkoACRBBQgkoACRBJQgEgCChBJQAEiCShAJAEFiCSgAJEEFCCSgAJEElCASAIKEElAASIJKEAkAQWIJKAAkQQUIJKAAkQSUIBIAgoQSUABIgkoQCQBBYgkoACRBBQgkoACRBJQgEgCChBJQAEiCShAJAEFiCSgAJEEFCCSgAJEElCASAIKEElAASIJKEAkAQWIJKAAkQQUIJKAAkQSUIBIAgoQSUABIgkoQCQBBYgkoACRBBQgkoACRBJQgEgCChBJQAEiCShAJAEFiCSgAJEEFCCSgAJEElCASAIKEElAASIJKEAkAQWIJKAAkQQUIJKAAkQSUIBIAgoQSUABIgkoQCQBBYgkoACRBBQgkoACRBJQgEgCChBJQAEiCShAJAEFiCSgAJEEFCCSgAJEElCASAIKEOn/A7+3ZqcFMgJBAAAAAElFTkSuQmCC)
Outliers de la variable Oferta
Comunidad Autónoma
|
Oferta
|
Andalucía
|
40463
|
Madrid (Comunidad de)
|
36443
|
Cataluña
|
28639
|
Outliers de la variable Demanda
Comunidad Autónoma
|
Demanda
|
Andalucía
|
48563
|
Madrid (Comunidad de)
|
43061
|
Estadísticos descriptivos
|
Oferta
|
Demanda
|
|
Min. : 825
|
Min. : 1632
|
|
1st Qu.: 4020
|
1st Qu.: 3975
|
|
Median : 6262
|
Median : 8436
|
|
Mean :11381
|
Mean :14083
|
|
3rd Qu.:12265
|
3rd Qu.:17013
|
|
Max. :40463
|
Max. :48563
|
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)
Tasa de cobertura, según Comunidad Autónoma
A continuación, se calcula el indicador Tasa de cobertura de la demanda sobre la ofera.
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MnNoc4skqEcNYnuckeXPeJFiIQ6GbRMBIhn6FbBAA7DqYi9ICXKHkwTwLNRcEt0KuDfRVh9yidib546mZQjW4CJW1NJ4GqLTIg5DN0iwBgx8FUhB7wEiUP5kegsztyosgu0KWc2i4StSOfTiKZAoQSaL5JOoR8hm4RAOw4mIrQA16i5MH8CPTWPynV5A45e5ju9u6+d565T04Zl8Il5fupXB6czpPbT/J/jYXFyEKcmsjSfXkx3uWjdF15RHSRHF8cJrM/32x+OU92H2+KmCJkuvT0jlpV7cKn4WZHym1GTH3BZlMXqBa06VsbAtXHusyO3959ng9akyohn6FbBAA7DqYi9ICXKHkwTwL9WPoxd8hTdeRwv5iEpeI7Nt5PF7ydamXvPP/XWKhQxlto++0vhOtW8ujk7FgsfVf89WAh3npSFehbxUFMOZxYLfmOiGPE1Bco1xkC1YM2fWtdoPpYF9rnsv8nalNQQj5DtwgAdhxMRegBL1HyYL4EKgWpHLJKZtlE8DSzmbKKcJH+fvqH3C8v/9UWbnTXqLE1UiXd+/Vm/VTpMrl/vn6WGupoc3kipakLNNk/z+aDx0qgq2y99ULZ3fhC5YI8jC5QI2jTt9YEqo91dZB+v036BdXS8lTWqwrC/9ehWwQAO4RCHi1bClTJRjpECUyKbyHst9TEJt9fKVPm/xoLtYHFMdbKnE3Nd9PP7OcHSFO9PRCjpX+YAhWiE28JdcmF65PaF9IXSMqz8PvVoE3fWhOoPlb+uVyc5TECCBSMCkIhj5ZtBSq9UjrkxafvHyZSlPu6FrX35YmhVXGCSFsoUYtqAi1G03SpVmoQ6H7xOlNYPliutSJmbUFFoGbQpm9dbrw+VrHLfjGXH6mfmiLsUYRuEQDsOOwrE3rAS5Q8mK9deCUN5ZDLQyWeY2N+arxfE6i+cKNUpY6fVgRaGFWMfZ1Ay9dSoFJfcmwtprlgU1OdGbTpW+sCLccqL2FNzBNtJYR8hm4RAOw4mIrQA16i5MH8CVQ4Rb7MZm6zu+9+JOZsQn/L4mxK8X4uqvxfY6FkqZ+AqgcsBHq86S7QXIoirB7TWLBRX8kQqB606VuXZtTHyq6SrQi0ekSCkM/QLQKAHQdTEXrAS5Q8mEeBZq4SL7NDf+el+FJtrZVK9fcrAq18aFNYb2PsVaer3z+vzkApAq1MDsuY1Blo/Vs3z0BrvoRAwUhxMBWhB7xEyYP5FGhqhr/JXuaGSOdex0JDe/85L3byi/crAq18SF9kiGwhxWccA6UJtDw8acRsPAaqCbR6DLT+rW3HQG3z5wJCPkO3CAB2HExF6AEvUfJgPgWaWmV3rgl0lahz0bP3hW7M9y0CXWk3a+anXbQ7keQVR5Wz8FWBysXr2iVN1bPwZsyms/C66ipn4evf2noW3jzYi5NIYKQ4mIrQA16i5MG8CjS76LLYhc+uzMzlJU8Mme837sKXHzIGzu+Fz24FerDJL8l88UhdB1oVaKozcUloo0DF9U7rp0mxC5/H1BYomq4DVUGbvrUmUH2s9MvvPd+oS1E3xjECCBSMCQdTEXrAS5Q8mF+Bpt6QF9IL9p5JVah3K+9XTyJVPiT1lB8tLM5159dSGnciVQUqT3zf+mmjQIXP1U1CZkxtQb45LXci1b+1vm+uj6U+l9zPF1Wfh0LIZ+gWAcCOg6kIPeAlSh7Mr0DzZ32cpb7bPcp3Wsu9Yv39qkArH1LLCtecPTSeB2reC78xBbpZp0tvP181C3Rzeqe4Td2MqS0QtN4LX//W5r3wd6r3wj+WC3ArJxgrDqYi9ICXKHmwYT+RXj1MZFTgYSJgrDiYitADXqLkwYYt0HTO2PAA92GzwOPswEhxMBWhB7xEyYMNXKDjm4LigcpgtDiYitADXqLkwQYu0PwnPcYDftIDjBYHUxF6wEuUPNjQBVr8qNxIwI/KgfHiYCpCD3iJkgcbvECnACGfoVsEADsOpiL0gJcoeTAIdAAQ8hm6RQCw42AqQg94iZIHg0AHACGfoVsEADsOpiL0gJcoeTAIdAAQ8hm6RQCw42AqQg94iZIHg0AHACGfoVsEADsOpiL0gJcoeTAIdAAQ8hm6RQCw42AqQg94iZIHg0AHACGfoVsEADsOpiL0gJcoeTAIdACw5pOT2GqVNZzfaCPeuIlvW6WZIVD/sOaTk9hqlTWc32gj3riJb1ulmSFQ/7Dmk5PYapU1nN9oI964iW9bpZkhUP+w5pOT2GqVNZzfaCPeuIlvW6WZIVD/sOaTk9hqlTWc32gj3riJb1ulmSFQ/xDyGfo8K5gcHJLhBAIFFQj5DN1NYHJwSIYTCBRUIOQzdDeBycEhGU4gUFCBkM/Q3QQmB4dkOIFAQQVCPkN3E5gcHJLhBAIFFQj5DN1NYHJwSIYTCBRUIOQzdDeBycEhGU4gUFCBkM/Q3QQmB4dkOIFAQQVCPkN3E5gcHJLhBAIFFQj5DN1NYHJwSIYTCBRUIOQzdDeBycEhGU4gUFCBkM/Q3QQmB4dkOIFAQQVCPkN3E5gcHJLhBAIFFQj5DN1NYHJwSIYTCBRUIOQzdDeBycEhGU4gUFCBkM/Q3QQmB4dkOIFAI+Ninkh23zuvLVwlsye1N9cnyb62xq2PHb8BIZ+huwlMDg7JcAKBRkYh0CTZqxo0VeVxw0eWmjQXyQPXb0DIZ+huApODQzKcQKCRcTFX3jyb11y4arbj1UHh1auDhikqEUI+Q3cTmBwckuEEAo2MQqCEvfFFsQ+/qk9byRDyGbqbwOTgkAwnEGhklAK9OhACPXtYHBBV71xm77x1VH6mVK3ag9c+Y659dpi+r15fPkoX3Hte+waEfIbuJjA5OCTDCQQaGVWBPlUHRPeLd/KjpOWZo+LYqDKs/hlj7aV8LSS7kgtmtaOqhHyG7iYwOTgkwwkEGhn6Lnz6apXMHqevT8Xpd+HH1JbvnGeHSLWjnUtl05X4V/+MsXYq0/SP00Rp+N6vN+un5Xn9VxWELxu6m8DkYGixKTFdga5PxUkktU8u55hCoE3niS6UTRdiJqp/xlhbeVaslTu3PH4KgYL4ITfUtJmiQGuXMb349P3DpBBo6sXbH1U+lL6XOVPtweuf0dfWr4IqXtdPOxH2KEJ3E5gcHLu5nGAXPjIKgd59LP6+PFR/5wKVBzJv/8DQntTgSs0m9c9oa+uz0eK1Jl0FIZ+huwlMDg7JcAKBRkZ5DFT9mSSzu+9+VO7Cbzand4Qd72vrSR8upBSNz2hr664sXkOgYEhwSIYTCDQyTIFmt2meb4xjoOLtnzzMT6YrsuOeVwd757XPaGtjBgoGD4dkOIFAI8MUaO45ebORLrv1M+PgZfYxdaOS+RltbRwDBYOHQzKcQKCR0SzQlZhvCoFezKVFq1PV2ZNFLk7tM8bay/xq0P2ms/A5hHyG7iYwOTgkwwkEGhlNu/Dp/LEUaPrW3vPN5vLENN8y+dOD/fpnjLXldaBn82zyKa8DffGo/nwnQj5DdxOYHByS4QQCjYzKSaSVuqLpWSZA806k2x+bn0vyHXTjM8baS+2uJNyJBAYIh2Q4gUAjoyLQ/O51cagyvxf+0bzhcaGL8tkj+mfMtXEvPBg2HJLhBAIFFQj5DN1NYHJwSIYTCBRUIOQzdDeBycEhGU4gUFCBkM/Q3QQmB4dkOIFAQQVCPkN3E5gcHJLhBAIFFQj5DN1NYHJwSIYTCBRUIOQzdDeBycEhGU4gUFCBkM/Q3QQmB4dkOIFAQQVCPkN3E5gcHJLhBAIFFQj5DN1NYHJwSIYTCBRUIOQzdDeBycEhGU4gUFCBkM/Q3QQmB4dkOIFAQQVCPkN3E5gcHJLhBAIFFVjzyUlstcoazm+0EW/cxLet0swQqH9Y88lJbLXKGs5vtBFv3MS3rdLMEKh/WPPJSWy1yhrOb7QRb9zEt63SzBCof1jzyUlstcoazm+0EW/cxLet0swQqH9Y88lJbLXKGs5vtBFv3MS3rdLMEKh/CPkMfUoWjJ4+JMMJBAoqEPIZurvA6OlDMpxAoKACIZ+huwuMnj4kwwkECioQ8hm6u8Do6UMynECgoAIhn6G7C4yePiTDCQQKKhDyGbq7wOjpQzKcQKCgAiGfobsLjJ4+JMMJBAoqEPIZurvA6OlDMpxAoKACIZ+huwuMnj4kwwkECioQ8hm6u8Do6UMynECgoAIhn6G7C4yePiTDCQQKKhDyGbq7wOjpQzKcQKCgAiGfobsLjJ4+JMMJBAoqEPIZurvA6OlDMpxAoKACIZ+huwuMnj4kwwkECioQ8hm6u8Do6UMynECgIfjVo3mSzO49b19r/eP76X+XyYPN1cGtj7P/dRr8mhVXyexJ6+cJ+QzdXWD09CEZTiBQ/6xPEsWD1vVWyf6GXaBp8OP2zxPyGbq7wOjpQzKcQKDeuTpIdo/ON5sXT68xqBSo/AibQFfXWBsCBTHRh2Q4gUC9s0j2zuWrZXLNznYPAr0eQj5DdxcYPX1IhhMI1DcX88Jv6e60mA6ePUx353ffE1q9zF6/dZTv6O9Xd+H1dTNWSsdLw7ZavMvseOvd5/kf6aflsddFcnx6J/9Dh5DP0N0FRk8fkuEEAvXNQtuHfiHc91QdEc0MeDHPXzcLVF9XoHSpHdo0BaoGnImlK+2PRfKW+KM2XSXkM3R3gdHTh2Q4gUA9Uz+Js0pmj9N/TrOz4+nSd1Kpns2zM+UNJ5H0dRULMZ5mTUOgVwfJ/fPN+pnwZCrTe7/erJ+KTy9SC59vTufF13lVQdiY0N0FRg+9w4DG+AR6dVC9ikhNSYVZjaUNAtXXNdZa1eakknzPPhul+GOR/asOxZYTYggUxAehGkGdKQg048Wn7x8mqRRTM97+KH/TchlTvm4xYPb+ovqGZH2iol3M984L7Yrjpgtp0/LYaQ5hjyJ0d4HR08duLifYhfdMobSSy0N1YPM481nK7R+IY6NNAtXXVSzEzLWUpinQ/JLTJBtBhdYnsxAoiJk+JMMJBOqZ+jHQ7DTP7O67H8kF2ZnxlPvnjQI115Vkq2l78BWZGgJVCyBQMBT6kAwnEKhvdGOtUlGmRt3PJpyFWdc/eShvUqoLtLZuxtXB3vnC+FsXqDbfxQwUDI4+JMMJBOob7TpQcRwy11o6WSwkuH6WHaWsC7Rp3XSU2f9xYpx4N3bhyxWrx0AhUBA9fUiGEwjUO+WdSOJqpFyKq2zWmds1O+fTItCVcRPoKnl7rlmwchZ+Tx1PTf+tnIWHQEH09CEZTiBQ7+T3wmd3BT0Q88J9caVm9lf6x97zdNFJpjV5k1F9F16tqw9o/mleB5oNKC/3lNeBvnikrgOFQEH09CEZTiBQ/xRn0qXCVvL13rNMZfmdSLflde+pQisX0mvr5qRa1c/sayeOjoubj5L7IpRxJxIECqKnD8lwAoGG4Oyh/jzQs1Sou0dqwiluXVf3uv9yXhWouW7O0vjLFKi6F/6xXGbcCw+BgujpQzKcQKAjYHntI+ooEPIZurvA6OlDMpxAoMOn4dp8Fwj5DN1dYPT0IRlOINDhc1rbC3eCkM/Q3QVGTx+S4QQCHTqL5LofOSJCyGfo7gKjpw/JcAKBDp1nyeyIdUBCPkN3Fxg9fUiGEwgUVCDkM3R3gdHTh2Q4gUBBBUI+Q3cXGD19SIYTCBRUIOQzdHeB0dOHZDiBQEEFQj5DdxcYPX1IhhMIFFQg5DN0d4HR04dkOIFAQQVCPkN3Fxg9fUiGEwgUVCDkM3R3gdHTh2Q4gUBBBdZ8chJbrbKG8xttxBs38W2rNDME6h/WfHISW62yhvMbbcQbN/FtqzQzBOof1nxyElutsobzG23EGzfxbas0MwTqH9Z8chJbrbKG8xttxBs38W2rNDME6h/WfHISW62yhvMbbcQbN/FtqzQzBOofQj5Dn6IFI8NBLqVBGAYhhPMaDAIdAIR8hu43MDIc5FIahGEQQjivwSDQAUDIZ+h+AyPDQS6lQRgGIYTzGgwCHQCEfIbuNzAyHORSGoRhEEI4r8Eg0AFAyGfofgMjw0EupUEYBiGE8xoMAh0AhHyG7jcwMhzkUhqEYRBCOK/BINABQMhn6H4DI8NBLqVBGAYhhPMaDAIdAIR8hu43MDIc5FIahGEQQjivwSDQAUDIZ+h+AyPDQS6lQRgGIYTzGgwCHQCEfIbuNzAyHORSGoRhEEI4r8Eg0AFAyGfofgMjw0EupUEYBiGE8xoMAh0AhHyG7jcwMhzkUhqEYRBCOK/BINABQMhn6H4DI8NBLqVBGAYhhPMaDAIdAIR8hu43MDIc5FIahGEQQjivwSDQAUDIZ+h+AyPDQS6lQRgGIYTzGgwCHQCEfIbuNzAyHORSGoRhEEI4r8HGKdDV7ts/OFev1z/59p98fP1HlskD67LF3vnm6iBR7N4/t65pjrRKZk/av2eyX3nnYn5cX42Qz9D9BkaGg1xKgzAMQgjnNdhIBZp67rh8fctNoKtsrFKg141XjLQ+SRpsaI5cFehm0TA4IZ+h+w2MDAe5lAZhGIQQzmuwsQp0d56rabE77yJQO1cH++K/+Shn87r2LN/CPqnN16iNJKOZEPIZut/AyHCQS2kQhkEI4bwGG6tAbx8q310d/OmBm0CXYmgSa04AACAASURBVD+8FGi6m+02YEmDQFU4A0I+Q/cbGBkOcikNwjAIIZzXYGMV6N4ztfu8mv2NUN9CTgeXmbLSqeHpPLmdiursMEl2j+QCsfzsYXaU8z3tKOfVwd75xhBo/vLy0TxJ7j4X762fJsnt52IQNdLlo3Ske2LpIjk+vZP/oUi/wOxICVQfKNVzTaqEfIbuNzAyHORSGoRhEEI4r8FGK9D/VB5a3PrnBoG+nRor9eJSHtN8sMm191Qd5dQcpnyoCXQlD4JezMWqs0zU6xPx8tulQFfa0kXyVvXY6UK88R0RSB8oG6o2BSXkM3S/gZHhIJfSIAyDEMJ5DTZagf7XidDV1cH+VYNAEzGrTM31zvnmVIhNaG+VzB6n759qZ89znxUCXZ/KY6BXB8n98836mfp0+sHLw6QQaDr0vV9n89Ls06kt98+zOedx+QVnR5v1QpjaGGijn856VUHY8tD9BkbG9k0IGhmKQM+XQlfpf5sEKqW4lDPNRbam0JZaST99notTPwsv7Ks+LD6oPpBaMxdovnSR/buQn1iUJ5Xky/Rj++ZA8svn818IFISG1HfgegYjUOGhdToPbRKoEJpxmVEx73vx6fuHiT5XFOvq14EeyQ+rWerFfO88+1/2epELtBhafHwhlbgszHh1UBrcGEj+Wz1HRdijCN1vYGQ47N6W+7AMgxDCeQ022l34c+HN7IyMVaC5xjZyQbY82wsXaAKV1pOjpDva6jPyqKc6tLnSJ5HZf4qhxcf02NpgcnBjIH1hCSGfofsNjAwHuZQGYRiEEM5rsPEKVOyZZ/vxTQIVJjNMlR+5TGZ33/1Im5ouDYFmf8tl2i59o0CLq6iaBJpPMrPPGQPJj1TPIhHyGbrfwMhwkEtpEIZBCOG8BhuxQFM7ZXvwbQKtzECzY5LVffuqQNOB1Nkp7cP5fv42M9CaLyFQEA8OcikNwjAIIZzXYCMWaGqpf5rvb+wCrR0DzdWVTgotu/By4X71w9ceA60JVD8GWrnhE7vwIB4c5FIahGEQQjivwUYs0PXJ7NvyLnZ5oZHSXinQ3GhLeS68FOgqKc+X524staZ24pdq1pnFUhJM3Wo5C18RaOUsfDmQjAiBglhwkEtpEIZBCOG8BhuxQDPTZSqS6kuleLS5PEl0gcrrQM/m+WVMchd+/SzRBFpexpRrLV0rGz215d7zjbq6c5mdW6pfB/rikboOtCpQccFTdvfSfmWgTdP9nYR8hu43MDIc5FIahGEQQjivwTgF+vIXip//0T9uJz4upEBTS0nTifPn4mT3rZ/qAs3vRNrfFBfSy+s8n5UOq11In1/umd9rlNzfXH8nUlWgKrK8E0kfKP8mBoR8hu43MDIc5FIahGEQQjivwdgE+pvv7ZT8XhQCTa2WqUipb/0ou1t9ZQi0di+8+jvfm5ZjVW/lzM8jyVvYH4u35L3wi1Kg5r3wNYFuTu9U74WXA+FWThATDnIpDcIwCCGc12BcAv3dVzV/7rwSWKCcqIeJdGJx3QNAO4CHiYCIcJBLaRCGQQjhvAbjEugnOzs3Xn/jZva/nRvfdLZITCyvt6I671O/AGkLFnicHYgHB7mUBmEYhBDOazAmgb787s4r/5H991uZS9OXI6LDFDS7tOk8ezhI98mqfSg8UBnEg4NcSoMwDEII5zUYk0B/99Ubf73J3PmH6X8/yDQ6IlbXT0FP5WkgjgkoftIDRISDXEqDMAxCCOc1GJtAxXmjz3a+VPx3RCyun1hmD2KeGU9M3g78qByICge5lAZhGIQQzmswboFme++/++q49uGDQ8hn6H4DI8NBLqVBGAYhhPMajO0YqNiF//xm5lFlU8AFIZ+h+w2MDAe5lAZhGIQQzmswrrPwH4ijn/JQqNQoYIOQz9D9BkaGg1xKgzAMQgjnNRiXQD+/ufMH/5Cdhv/DTKbYhWeFkM/Q/QZGhoNcSoMwDEII5zUY251IH4j7jz7b2blxc0fMRgEbhHyG7jcwMhzkUhqEYRBCOK/B+O6F/5dsx/3lB+JGJExAWSHkM3S/gZHhIJfSIAyDEMJ5Dcb5MJH/mXrz5c9ee+0b8CcvhHyG7jcwMhzkUhqEYRBCOK/Bxvk4u5HBmk9OYqtV1nB+o4144ya+bZVmhkD9w5pPTmKrVdZwfqONeOMmvm2VZrYL9F8/LPg77MRzwppPTmKrVdZwfqONeOMmvm2VZrYJ9F9uRvQ80JHBmk9OYqtV1nB+o4144ya+bZVmtgj0M/1xoBAoL6z55CS2WmUN5zfaiDdu4ttWaWbr4+xufP8XBf/ev1SmBCGfoU/agoHjIBO7QXoYtCWc12BsDxMZ2SPsooKQz9D9BwaOg0zsBulh0JZwXoPxPo0J9AIhn6H7DwwcB5nYDdLDoC3hvAZj24WHQPuDkM/Q/QcGjoNM7AbpYdCWcF6D8f0mEnbhe4OQz9D9BwaOg0zsBulh0JZwXoPx/SqneCAo6ANCPkP3Hxg4DjKxG6SHQVvCeQ3G97vwX9354ps5X8eF9JwQ8hm6/8DAcZCJ3SA9DNoSzmswNoH+ENeB9gYhn6H7DwwcB5nYDdLDoC3hvAZj/F14CLQvCPkM3X9g4DjIxG6QHgZtCec1GOeF9Nhv7wlCPkP3Hxg4DjKxG6SHQVvCeQ3G+7vwoBcI+Qzdf2DgOMjEbpAeBm0J5zUYLqQfAIR8hu4/MHAcZGI3SA+DtoTzGgwX0g8AQj5D9x8YOA4ysRukh0FbwnkNxncSCT8k1xuEfIbuPzBwHGRiN0gPg7aE8xqMS6Avv3vjm72LZKoQ8hm6/8DAcZCJ3SA9DNoSzmswrl34v3hjZ+fG67iQvhcI+Qzdf2DgOMjEbpAeBm0J5zUY3+PsJnkd6K8ezZNkdu/5Fh9dJg+6rkrIZ+j+AwPHQSZ2g/QwaEs4r8EgUAfWJ4miswtLIFAQIQ4ysRukh0FbwnkNhl/l3J6rg2T36HyzefF0K4N2h5DP0P0HBo6DTOwG6WHQlnBeg0Gg27NI9s7lq2Vy6+MeAxHyGbr/wMBxkIndID0M2hLOazAIdGsu5oU10315MQU9e5juzu++l2l1kRyf3kkSdXhUW7BKHpzOk9tPlrWPbC6z128d1SIR8hm6/8DAcZCJ3SA9DNoSzmswRoH+9kev7ezceO0bU/lFuYW23/5CCPCpOiK6L5a+JV4LyeoLVsnb8ySdu0qB6ksu5uVrA0I+Q/cfGDgOMrEbpIdBW8J5DcYn0PJ5TNO4pD6ddR6b76yS2eP0n9Nk9iQTaLJ/vknnmseVBatE7vkLgepL0gHfSReczbO1BK8qCN8qdP+BgcPRGqAFm0Azf37h9Tff+PJUDHp1UIhOoaak0qzqAKl4z1iwSuTnltUl9QEhUOCbbdsBdMQi0M9v7rzyD+LVb767M4knM9V9l/Hi0/cPEylQsSe+zHfIiwUrdeqpuIwpX5Ja9PZHjaEIexSh+w8MHIfdWfs+bA+DtoTzGoxrF/6DnVfyu49efnfnSyQVDZP1SU2gl4fqiOZxMbeUAtUXmALVlyyzf2//4LwWipDP0P0HBo6DTOwG6WHQlnBeg7E9jUmbdX5+85UJ3MpZPwaanQSa3X33o5OqQI0FKzUnFQI1lmyy0/Yp96sKJeQzdP+BgeMgE7tBehi0JZzXYH08D3QiDwddaqfLV6n1UqPuZ+pbVwVqLtAFai7JXvzkYcN9TYR8hu4/MHAcZGI3SA+DtoTzGgwC3RrtOlBxxDM/KHp1UBGouUAXqLlEsn5WXJ+fQ8hn6P4DA8dBJnaD9DBoSzivwfh+E+lbxR+f7UxhF16/E0lchpTbcJVo59d1gcoFTQIVS3IhX8whUBAKB5nYDdLDoC3hvAbDSaTtye+Fv3wkzCj3x9MJZFWg5oL6Lrxakv6x9zwd7aR2JT0hn6H7DwwcB5nYDdLDoC3hvAbjEujnN3e++Pfi1b99bRqXMW20U+hSliv5eu9ZZkD9JJKxwDiJZCzJ70S6Xb2vnpDP0P0HBo6DTOwG6WHQlnBeg7HdiSRuRHrttdemcytSxtlD/XmgZ6lQd4/khUrGZUz6AkOgxpJ0Kjsv7ovXIeQzdP+BgeMgE7tBehi0JZzXYHy3cv7sprqTE7/twQ0hn6H7DwwcB5nYDdLDoC3hvAZjfJjIy5+/kc5AX//+JE4geYWQz9D9BwaOg0zsBulh0JZwXoPhcXYDgJDP0P0HBo6DTOwG6WHQlnBeg0GgA4CQz9D9BwaOg0zsBulh0JZwXoOxCvQXOVN5JKgnCPkM3X9g4DjIxG6QHgZtCec1GJtAf/O96f2onC8I+Qzdf2DgOMjEbpAeBm0J5zUYl0DNn+WEQFkh5DN0/4GB4yATu0F6GLQlnNdgXAL9ZGfni3/8Yc7f4Uw8J4R8hu4/MHAcZGI3SA+DtoTzGozvXvhp3L4ZBEI+Q/cfGDgOMrEbpIdBW8J5Dcb2NKap3L4ZAkI+Q/cfGDgOMrEbpIdBW8J5DdbH4+wAM4R8hu4/MHAcZGI3SA+DtoTzGqyPJ9IDZgj5DN1/YOA4yMRukB4GbQnnNRjfSaTpPEHEO6z55CS2WmUN5zfaiDdu4ttWaWaLQNMpKJ4h0hes+eQktlplDec32og3buLbVmlmyy78X7yxs3Pj9TcVX8dlTJyw5pOT2GqVNZzfaCPeuIlvW6WZbSeRdnAhfW+w5pOT2GqVNZzfaCPeuIlvW6WZIVD/sOaTk9hqlTWc32gj3riJb1ulmfE0Jv8Q8hn6JC4YMA4iaTdITwNbwnkNBoEOAEI+Q/cgGDAOImk3SE8DW8J5DQaBDgBCPkP3IBgwDiJpN0hPA1vCeQ3GKNDf/ui1nZ0br30DDwPlhpDP0D0IBoyDSNoN0tPAlnBeg/EJ9JPiFBIuqWeGkM/QPQgGjINI2g3S08CWcF6Dsf6s8Rdef/ONL8Og7BDyGboHwYBxEEm7QXoa2BLOazAugX5+c+eVfxCvfvPdHdwXzwshn6F7EAwYB5G0G6SngS3hvAZzFujv/jdxzecHO6/kdx/h2aDcEPIZugfBgHEQSbtBehrYEs5rMHeBiieBGk9j+vzmK7iVkxNCPkP3IBgwDiJpN0hPA1vCeQ3GINCdG980nweKh4MyQ8hn6B4EA8ZBJO0G6WlgSzivwdyPgf78azu/948QaJ8Q8hm6B8GAcRBJu0F6GtgSzmswjpNIv/mjf3z53Z1vFX9/toNdeFYI+Qzdg2DAOIik3SA9DWwJ5zUY11l4nETqEUI+Q/cgGDAOImk3SE8DW8J5DcZ4GdMX/168+rev4TImZgj5DN2DYMA4iKTdID0NbAnnNRjrhfQ7r732Gm5F4oeQz9A9CAaMg0jaDdLTwJZwXoPx3cr5s5vqTk78tgc3hHyG7kEwYBxE0m6Qnga2hPMajPFhIi9//kY6A339+1M/gbQ+SR6QPrBKZk9aVyDkM3QPggHjIJJ2g/Q0sCWc12B4nB07F/Nk75ywfirc4/Y1CPkM3YNgwDiIpN0gPQ1sCec1GNuPymm/I/f5G//rlGehi1t/ds2M0mR17YSVkM/QPQgGjINI2g3S08CWcF6Dsf0mEi6kV1wd7J0m+6xDEvIZugfBgHEQSbtBehrYEs5rsD4E+vnNKQs0nVBeHdz6OH99Ok9up/PRs4dJkuy+J3bt10+T5PbzpZx4Xj5KF9x7nr1cJMend/I/dAj5DN2DYMA4iKTdID0NbAnnNZi7QCs/yCmY8p1Ii3T/faGOaq6St+dJdkQ0VaYgm5muT7JXs28Lga7m4v1Ztv4ieUv8oexbQshn6B4EA8ZBJO0G6WlgSzivwRhmoJ/VBfqt2kqT4WKe+nKlTiOtEvlilcwep/+citPty+yPy8MkE+jFPLn362xKmi1YpII936RT1vyc0qsKQvjQPQgGDHcvgAbqAn35f7755hs3b7z+Zs4f/32A7xULYs/86kCeRsovUFrI3XVxvl2ddE/V+SBbWx4tXWT/LqRtF8VJJQgU+IStCYCdDsdAp8z6ROyAKwmutAuaXnz6fjrrPJZTVLVKcQWTWHEhbbqsnYIi7FGE7kEwYBx2Zdv3YXsa2BLOa7A+LmOaMhdzYb+VPJBZCDTbYxccp+9JP2ZT1XymuhGnnZR1IVAQBgeRtBukp4Et4bwGw4X0vCyTpFDlppBlur+ezO6++9FJTaDqhBEECsLjIJJ2g/Q0sCWc12BcAv3tL3Qm+9PwVweFQDMLKlmme+r75xt1DDSflWIGCiLDQSTtBulpYEs4r8HYrgM1zsJP9oBoPr1M55yZGtWfuSdTvbYfA4VAQUAcRNJukJ4GtoTzGgwCZSW/AFQ9UaQi0FVSSjOVaf0sPAQKAuIgknaD9DSwJZzXYFwnkf71Q8Vffm3nxl/93UTPKBXHNDMNiutBtV349bMkkdJMdWpcB/rikboOFAIFAXEQSbtBehrYEs5rsB5OIk34V401913MtRNGK3lYdO9Z9nfLnUgQKAiIg0jaDdLTwJZwXoP1cRb+k6k+kl5/MF026ywPiZ6lE87dI3UCSd4Lv2i4Fx4CBQFxEEm7QXoa2BLOa7A+BDrhKSiBxXVPAS0h5DN0D4IB4yCSdoP0NLAlnNdgfQgUtyW1cTEXx0mLK5g6QMhn6B4EA8ZBJO0G6WlgSzivwfqZgUKgdq4OxBmlBeGx9YR8hu5BMGAcRNJukJ4GtoTzGqwHgb78YNKPs7uWU3lGifDUekI+Q/cgGDAOImk3SE8DW8J5DcZ2L3zxLKY3buJ3jdvJHq48qz822Q4hn6F7EAwYB5G0G6SngS3hvAbr5UJ6TEB5IeQzdA+CAeMgknaD9DSwJZzXYD0I9AvfgD95IeQzdA+CAeMgknaD9DSwJZzXYHga0wAg5DN0D4IB4yCSdoP0NLAlnNdgEOgAIOQzdA+CAeMgknaD9DSwJZzXYH0I9OWP/hdcxsQJIZ+hexAMGAeRtBukp4Et4bwG4xfov/23CT+NqR8I+Qzdg2DAOIik3SA9DWwJ5zUYs0Bf/ujmpB9n1w+EfIbuQTBgHETSbpCeBraE8xqMVaDZ5DPjD/6hT51MD9Z8chJbrbKG8xttxBs38W2rNLNVoGryufP73+9ZJ9ODNZ+cxFarrOH8Rhvxxk182yrNbBHoz//bxJ9F3yes+eQktlplDec32og3buLbVmnmJoH+9odi8nnj9ZsQaB+w5pOT2GqVNZzfaCPeuIlvW6WZ6wL9+dfkgc+/z+5HgkB7gDWfnMRWq6zh/EYb8cZNfNsqzVwVqLyJ84vf/w/5GgLtAUI+Q5/IBbEj62RbYWwDBKrTINAv/o//KF5DoD1AyGfo9gSxI+tkW2FsAwSq0zQD/X1lUAi0Hwj5DN2eIHZknWwrjG2AQHWqAn35Q/kIpm/+BwTaF4R8hm5PEDuyTrYVxjZAoDoNZ+HVWaTf/3sItB8I+QzdniB2ZJ1sK4xtgEB1Gq8DzS+ix3WgvUDIZ+j2BLEj62RbYWwDBKpjuxPpN9+TBv3Kv/etk+lByGfo9gSxI+tkW2FsAwSq03IvvNqVv4En0jNDyGfo9gSxI+tkW2FsAwSq0/o0pnxX/hXsyHNCyGfo9gSxI+tkW2FsAwSqc93zQMWuPI6EskLIZ+j2BLEj62RbYWwDBKrT4Yn0P/8aBMoKIZ+h2xPEjqyTbYWxDRCoDn4TyT+EfIZuTxA7sk62FcY2QKA6EKh/CPkM3Z4gdmSdbCuMbYBAdSBQ/xDyGbo9QezIOtlWGNsAgepAoP4h5DN0e4LYkXWyrTC2AQLVgUD9Q8hn6PYEsSPrZFthbAMEqhOZQH/1aJ4ks3vPXcZYJg82m/WP71ffL99anyT7xdur5NbH+mpXB+bf1wTaAkI+Q7cniB1ZJ9sKYxsgUJ2oBJqKTbGdmSTCaytNkQrtraUmzUUlGAQKBoSsk22FsQ0QqE5MAr06SHaPzjebF0/dDJrRLtA00nHxcvak8i26CnRbCPkM3Z4gdmSdbCuMbYBAdWIS6CLZO5evlomrxNoFmobaL97NgyogUDAgZJ1sK4xtgEB1agL97S/q+Hki08W8MFe6Ly+moJeP0t15eUR0kRxfHCazP99sfjlPdh9vin3vZebCdOnpHbVqumctjwVkjjx7mL7Yfe98U76VUR74VKMU6+UCvcyOxt7NQxeDp2sepiseyciVj1bXLBcYEPIZuj1B7Mg62VYY2wCB6jT/qFwFP7dy6gcjXwjrrObigOjsWCx9V/z1YCHeelIV6Fti1cx9ukCfqmOq+xWBpn/JfXily3I99c6FEbocPB29OEgrBap91FxTX2BAyGfo9gSxI+tkW2FsAwSqE49AC6cVpBK79+vN+qnSZXL/fP0sddrR5vJESlMXaLJ/vjmdZ0NoJ5FWySybq56KEYy9+qX6o76eEOjVQRptk4bLVKgPnn6nd9LXuakrIfQ1jQWCVxWE/1NCtyeIna16DbBR+02kf/1Q8Lc7Oze+/lcffviXX9658Y2/8/FE0NrZnEJyC6nI7Fhl6q/MmuLApSnQPbkL/cAQqFpFutkQ6MVcRlskx5X1hEDz0GIsc/D94mNqoRZCX9NYIIBAATuEYgI9YDmJlE5E/1C9/JmnPfiaQAv1aLpUKzUIdL94XbmM6cWn7x8mNYGqo6zaGaN8veyt9Yn6LhdzEagY3JgmF5cxFSH0r2EsMCDsUYRuTxA7sk623WXdBuzC61gE+kHhz83mk50vNa/ESyGtnMKownLXCbR8rQv08lAdiKwKVJ19z9/T1pMCzS9ITYrQYnDD8lKgegj9axgLDAj5DN2eIHZknWwrjG2AQHWaBfryuzf+uvjj85uv+NiFrx0DLWaHSqDHG7JAs1NBs7vvflTfhVcjLaQP9fWyaFcHVoFq1ziJQEYI/WsYCwwI+QzdniB2ZJ1sK4xtgEB1mgX6u69qu+3GHz2y1AS3Su6fV2egdIFmt2xmxyQbjoHKj1wd7Knl5XpSoPpsuG0GaobQ1jQXGBDyGbo9QezIOtlWGNsAgerYBGrMQP0IVLsOVBxMrB4DpQs015288agi0Ozw5kp+zFhP7cJr1jO1aB4DNUM0qFa76SmHkM/Q7QliR9bJtsLYBghUx3oM9EuNr3ulvBNJXvtTOQtfFahcvK5d0lQX6CppuD0+O+a6yCWnrafOwsuvUjP1snK2ygzRINBV/bZUQj5DtyeIHVkn2wpjGyBQHYtAP9vZ+Yo88Pnyhzs73+rsQCfye+Gz+48y6cjrQF88UpdYVgWaqklcEmoR6N652o3OLh4t3tJYJn96IJVqrJdfB7r3fKOu6Kwc2XznfHNWXHBqhqjtwucLDAj5DN2eIHZknWwrjG2AQHVs98J/sLOz8/tvvvnml9N/v+KkRQLFeWvlHPNOpKpA5anyWz9tFGh2CifbRRfsPcvP6ugKzf5We9f6evI8kQqd3N9Uzq0vy9uLlKm1EPqaxgIDQj5DtyeIHVkn2wpjGyBQHZtAs4mn4g8tq/TB2UPjeaDmvfAbU6Cbdbr09vNVo0CzO+bTddSN63J9+VbJonxkibaecS/8Y7meJtDavfB6CGNNI7YOIZ+h2xPEjqyTbYWxDRCojv1pTL/9UTb7/MI3/DxJZEoQ8hm6PUHsyDrZVhjbAIHqxPQ4u6lAyGfo9gSxI+tkW2FsAwSqA4H6h5DP0O0JYkfWybbC2AYIVKdFoC/zx4H+/I+8XAc6GQj5DN2eIHZknWwrjG2AQHVsAv3N97w/D3QyEPIZuj1B7Mg62VYY2wCB6tifxqTxCgTKCSGfodsTxI6sk22FsQ0QqI5FoJ/s7Nx4/Y2b2f92bnyzd6VMC0I+Q7cniB1ZJ9sKYxsgUB3b05h2XvmP7L/fylzq5WFME4KQz9DtCWJH1sm2wtgGCFSn9WEin4iL6D/wdSvnVCDkM3R7gtiRdbKtMLYBAtVpfZzdZ+IxIp/5epjIVCDkM3R7gtiRdbKtMLYBAtW5RqDZ3vvvvop9eFYI+QzdniB2ZJ1sK4xtgEB1Wp9IL58E6uuBypOBkM/Q7QliR9bJtsLYBghUp/U3keShUF8PVJ4MrPnkJLZaZQ3nN9qIN27i21ZpZotAP7+58wf/kJ2G/8NMptiFZ4U1n5zEVqus4fxGG/HGTXzbKs3c8jzQdN752c7OjZt+H2g3AVjzyUlstcoazm+0EW/cxLet0szWe+H/Jdtxf/mBuBEJE1BWWPPJSWy1yhrOb7QRb9zEt63SzC0PE/mfqTdf/uy1174Bf/LCmk9OYqtV1nB+o4144ya+bZVmxuPs/EPIZ+hzvCA+muqke0m5A4HqQKD+IeQzdLOC+Giqk+4l5Q4EqlMT6G9/UQe/6sEKIZ+hmxXER1OddC8pdyBQnapAzefY4XmgfUDIZ+hmBfHRVCfdS8odCFQHAvUPIZ+hmxXER1OddC8pdyBQnapAX/7rh4K/3dm58fW/+vDDv/zyzo1v/B3Ow3NCyGfoZgXx0VQn3UvKHQhUx/5E+vzq+Z9hAsoMIZ+hmxXER1OddC8pdyBQndZ74SWf4HF2vBDyGbpZQXw01Un3knIHAtVpfRqT5PObuBWJFUI+QzcriI+mOuleUu5AoDqtzwNt+AO4Q8hn6GYF8dFUJ91Lyh0IVKf1Jz0keJwdM4R8hm5WEB9NddK9pNyBQHWsx0C/1PgaMEDIZ+hmBfHRVCfdS8odCFTHItDPdna+Ig98vvzhDn5UjhdCPkM3K4iPpjrpXlLuQKA6Lc8D3fn9N99888vpv1/p2ygTg5DP0M0K4qOpTrqXlDsQqI5NoNnEU4HHKTNDyGfoZgXx0VQn3UvKHQhUx/40pt/+KJt9fuEbeJIIN4R8hm5WEB9NddK9pNyBQHXwOLsOXD66kyTJW++d15ZcHdz6eLNMHpjv1t4wIeQzdLOC+Giqk+4l5Q4EqgOBXsv6UaKYHVWXQaDAN0110r2k3IFAdWoPE/mLN7/+H9l/db4+5TuR1ifJ7L1fjzYOBwAAIABJREFUpy9+9TBJjisLhUCpEPIZullBfDTVSfeScgcC1Wl4nN3v/WP1oXaTvpB+kdx+rl4uk73KXjwECnzTVCfdS8odCFQHAr2Gi/nsSf766kC+PkvnosludkhU34U/O0zfFDv5+RvFaiaEfIZuVhAfTXXSvaTcgUB1cAz0GpbJfvnHC/Hfp+qQ6L4h0KV8U758YK5mQshn6GYF8dFUJ91Lyh0IVAcCbWd9UjvuuUpmj9N/TpN0OloK9GKevHOevpnt0os39NUkryoI4UM3K4gPlroGTECg7eR77RoLuYMu1FoKVM1UF5lvxRv6ahIIFDDgXNOAkTaB4lc5tbNE2h56yotP3z9MdIEaM9VldTUTwh5F6GYF8dFUJ91Lyh3swuvYBPqb7+EkUkYxA9UEenmojm5qAjVmqsvqaiaEfIZuVhAfTXXSvaTcgUB17L+JBIFmmMdA86Odyezuux+dmALVrmeqrWZCyGfoZgXx0VQn3UvKHQhUxyLQT3Z2vvjHH+ZM+Vc5jbPwamd9P7syaX3SOgM1VjMh5DN0s4L4aKqT7iXlDgSqY/tNJDxEWaFfB2qo8uqg9RiosZoJIZ+hmxXER1OddC8pdyBQnQ4/6TFxtDuRLk80M66SfM9dPwsv/llWVzMh5DN0s4L4aKqT7iXlDgSq0+FH5SZOdi/8vY/SF796lCSzY7Vvvn6WmAKV14GezfPLmIzVTAj5DN2sID6a6qR7SbkDgep0+FnjqbPObylKknvZXHQlX+89Syeb9TuR9jfFhfTlaiaEfIZuVhAfTXXSvaTcgUB1rCeR8Bz6khc/fkvc1f5r+ae66X2V7J233QuvrWYOR8hn6GYF8dFUJ91Lyh0IVMci0HQK+k1OBQENQj5DNyuIj6Y66V5S7kCgOpZd+L94Y2fnxut4HmgvEPIZullBfDTVSfeScgcC1bGdRMLj7PqDkM/QzQrio6lOupeUOxCoDgTqH0I+QzcriI+mOuleUu5AoDp4GpN/CPkM3awgPprqpHtJuQOB6kCg/iHkM3SzgvhoqpPuJeUOBKoDgfqHkM/QzQrio6lOupeUOxCojkWgv/2FzoSfB9oHhHyGblYQH0110r2k3IFAdXASyT+EfIZuVhAfTXXSvaTcgUB1IFD/EPIZullBfDTVSfeScgcC1bFcSP+v+aNA//JrOzf+asrPA+0BQj5DNyuIj6Y66V5S7kCgOtefRPr85ivwJyuEfIZuVhAfTXXSvaTcgUB1OpyFx4NFmGHNJyex1SprOL/RRrxxE9+2SjN3ECimoMyw5pOT2GqVNZzfaCPeuIlvW6WZOwgUT1dmhjWfnMRWq6zh/EYb8cZNfNsqzdxpBgqBssKaT05iq1XWcH6jjXjjJr5tlWa+XqAvP9jBLjwrrPnkJLZaZQ3nN9qIN27i21ZpZtvzQPNHgb75xs0dnETihZDP0Gd8QWRY6qR7SbkDgep0uZAeE1BeCPkM3a8gMix10r2k3IFAda4X6Be+AX/yQshn6H4FkWGpk+4l5Q4EqoOnMfmHkM/Q/Qoiw1In3UvKHQhUBwL1DyGfofsVRIalTrqXlDsQqA4E6h9CPkP3K4gMS510Lyl3IFAdu0CL54l8+CEeJsIKIZ+h+xVEhqVOupeUOxCojk2g/3ITj7PrC0I+Q/criAxLnXQvKXcgUB2LQD/D80D7g5DP0P0KIsNSJ91Lyh0IVMdyIf13d258Hz/p0ROEfIbuVxAZljrpXlLuQKA61utAv9W/SKYKIZ+h+xVEhqVOupeUOxCojk2g2GvvD0I+Q/criAxLnXQvKXcgUB3bLjwE2h+EfIbuVxAZljrpXlLuQKA6lpNIn2AXvj8I+QzdryAyLHXSvaTcgUB1LAL93Vdv/HXvIpkqhHyG7lcQGZY66V5S7kCgOrbrQH/z1Z0vFo+0+zoupOeEkM/Q/Qoiw1In3UvKHQhUxybQH07sOtD1SfLAvnSV7JtvXB3c+rht9dmTlliEfIbuVxAZljrpXlLuQKA61mOgExPoxTzZO7cupQk0lfFxWyxCPkP3K4gMS510Lyl3IFCdlgvpJ7Xfvrj1Zy2zRppAV22T2Q0ECrbHUifdS8odCFTHdh3oxM4hXR3snVYlqUHchb8GQj5D9yuIDEuddC8pdyBQHVxIL0gnjYUTF8nx6Z0kufdc/HU6T2ZHSqBnD5Mk2X3vXAl0IWeaS7XwMF12lL3KRypXNyHkM3S/gsiw1En3knIHAtXBhfSCRbr/vlBHLhfJW0mGsOBCvPyOcOTTRLLfJNClXJa9owSqrW5CyGfofgWRYamT7iXlDgSqYz2JNKlf4ryY752ns1B5Gil15v55NvM8FufTjzbrhbBg+vpxuvg0O8VeE+jFPHkn/ZCwrhSovrrkVQXhi4XuVxAZvHUPnLEI9OV3b3zT7xcJyjJT4dWBVN1CilToUTpyfZI5UvlSnGOvCVTtx4tZrBSovroEAgWucFU8YML2u/Bv7OzceH0qF9KvT9TuulDeQrowU2Lu1GW+H/7i0/cPkwaBGlculWeY8tVNCHsUofsVRIalTrqXlDvYhdfp8rvwo78O9GIu/LhKdI9KgUoVypNIl4fqqGZdoLlpBepT2uomhHyG7lcQGZY66V5S7kCgOhDopjgBpFynefFirgn0Yp4ks7vvftS0C29c1iT/0Fc3IeQzdL+CyLDUSfeScgcC1cGvcmbCKwSaTTQtM9DsQGh2bLTxGGh9BmqsbkLIZ+h+BZFhqZPuJeUOBKoDgWqXyV/MMw02eFF/neq2yzFQY3UTQj5D9yuIDEuddC8pdyBQHQh0U1wAqp4oop9c187C50ZcZRd7CkfKU0vyFP2yPPNkCnSV1G7sJOQzdL+CyLDUSfeScgcC1bEL9Lc/em1n58Zr3xj9L8ppxy+X2RVMlcs7H2zWT5NiF379LCkEmrrxaHN5kpTXgZ7Ni8uYjNVNCPkM3a8gMix10r2k3IFAdawCLZ/HNPZL6otrlIQGj5tuMPqOvJBesPcsPziaOjK7Yemn+p1I2cv8QvpydRNCPkP3K4gMS510Lyl3IFAdm0Azf37h9Tff+PLoDaofvhS74+Yt7qd3invh1d3u2R1L0pHrR0ly+3l+o3z1XnhtdTMiIZ+h+xVEhqVOupeUOxCojkWgn9/ceeUfxKvffHdnYk9m6h1CPkP3K4gMS510Lyl3IFAdi0A/2Hklv/vo5Xd3vtSnTqYHIZ+h+xVEhqVOupeUOxCoju1pTNqs8/Obr4z8Vk7PEPIZul9BZFjqpHtJuQOB6nR4HujkHg7aN4R8hu5XEBmWOuleUu5AoDoQqH8I+QzdryAyLHXSvaTcgUB1rL+J9K3ij892sAvPCiGfofsVRIalTrqXlDsQqA5OIvmHkM/Q/Qoiw1In3UvKHQhUx34Z0xf/Xrz6t6/hMiZmCPkM3a8gMix10r2k3IFAddoupN957bXXpnArkm8I+QzdryAyLHXSvaTcgUB1rLdy/uymupNzUr/t4QVCPkP3K4gMS510Lyl3IFAd+8NEXv78jXQG+vr3cQKJG0I+Q/criAxLnXQvKXcgUB08zs4/hHyG7lcQGZY66V5S7kCgOhCof1jzyUlstcoazm+0EW/cxLet0szNAv2tegjo57+PPXh+WPPJSWy1yhrOb7QRb9zEt63SzE0C/c3X8hPvn+AcUg+w5pOT2GqVNZzfaCPeuIlvW6WZGwSanX9Xl87/La5i6gHWfHISW62yhvMbbcQbN/FtqzRzXaCfpc5UF9FvNi9/mP71rdo6wAXWfHISW62yhvMbbcQbN/FtqzRzTaDZT8Lrc85Pxv+z8L4h5DP0SV8QE/Y66V5S7kCgOjWBpsI0nh3y8rvYiWeGkM/QLQtiwl4n3UvKHQhUpyrQzJfmLvtnO3gaEy+EfIZuWRAT9jrpXlLuQKA6VYGme/CVZ4d8fhP78LwQ8hm6ZUFM2Ouke0m5A4HqNAi0osv6O8ANQj5DtyyICXuddC8pdyBQHQjUP4R8hm5ZEBP2OuleUu5AoDoNx0Dru/A4BsoKIZ+hWxbEhL1OupeUOxCoTu0s/AfVk+6f7OCJ9LwQ8hm6ZUFM2Ouke0m5A4Hq1ARaPemOy5jYIeQzdMuCmLDXSfeScgcC1bn2QvoPcCE9N4R8hm5ZEBP2OuleUu5AoDrNt3J+JZ+D/uZ7uBmeHUI+Q7csiAl7nXQvKXcgUJ2Gh4mIn0P64v/48MMPf/S17CWOgDJDyGfolgUxYa+T7iXlDgSq0/Q4u3/Jfw5J/CTS/+7DKZOCkM/QLQtiwl4n3UvKHQhUp/GBymLHXerzK//uwSgTg5DP0C0LYsJeJ91Lyh0IVMf2kx7/9n/9xZt//CHs2QeEfIZuWRAT9jrpXlLuQKA6+E0k/xDyGbplQUzY66R7SbkDgepAoCa/ejRPktm95/Ul6x/fr7xzdXDr4+pKT5Pdo/XJfmsMQj5DtyyICXuddC8pdyBQHQhUZ32SKB7Ulq2SqhYbBLq0fVqHkM/QLQtiwl4n3UvKHQhUBwLVuDpI54/nm82Lpw0O7CTQxezJ5aPkdvVtE0I+Q7csiAl7nXQvKXcgUB0IVGOR7J3LV8uk5sZOAu0EIZ+hWxbEhL1OupeUOxCoDgRacjEvhJjuy4sp6NnDdId8971ztXO/r78lBbqQKy6zZYvk+PROkuRHUMs1TQj5DN2yICbsddK9pNyBQHUg0JKFtt/+QmjvqToiul8KtHyrSaBviWXSw9qaJoR8hm5ZEBP2OuleUu5AoDoQaEHqyGPznVUye5z+c5rMnuS78PpbDQJN9s83p3MxjvFhwasKwncK3bIgJpxLHLADgRZcHRSqUyg5SrNKgepvNQhUHEOVbxkfFkCgwAmn8ga9AIEW1AWa8eLT9w+TUqD6Ww0C3S9emx82IOxRhG5ZEBP2OuleUu5gF14HAi1Yn9QEenmojmOWAtXeahBo+dr8sAEhn6FbFsSEvU66l5Q7EKgOBFpQPwZ6kd2VdPfdj7RdeP2tdoEaHzYg5DN0y4KYsNdJ95JyBwLVgUBLltoJ81Vy/zw16n52TFM7Bmq81SpQ88MGhHyGblkQE/Y66V5S7kCgOhBoiXYdqDicmR8UvTooBGq81SpQ88MGhHyGblkQE/Y66V5S7kCgOhCoRnknkrpMSTpwJW7sNAQq3hICldPWbL7ZLNBV/a5QQj5DtyyICXuddC8pdyBQHQhUI78X/vKRsJ7cC18/S5RA987Nt4RAU0EebS5PkuZd+PzDBoR8hm5ZEBP2OuleUu5AoDoQqE5x4lxKbyVf7z3LjJidFNo7198SApW3KN36ae0kkvFhA0I+Q7csiAl7nXQvKXcgUB0I1OTsof480LNUqLtHcvK5+eU8+0d7Sz5MZJ1OV28/X9UvYzI+rEPIZ+iWBTFhr5PuJeUOBKoDgfqHkM/QLQtiwl4n3UvKHQhUBwL1DyGfoVsWxIS9TrqXlDsQqA4E6h9CPkO3LIgJe510Lyl3IFAdCNQ/hHyGblkQE/Y66V5S7kCgOhCofwj5DN2yICbsddK9pNyBQHUgUP8Q8hm6ZUFM2Ouke0m5A4HqQKD+IeQzdMuCmLDXSfeScgcC1YFA/UPIZ+iWBTFhr5PuJeUOBKoDgfqHkM/QLQtiwl4n3UvKHQhUBwL1DyGfoVsWxIS9TrqXlDsQqA4E6h9CPkO3LIgJe510Lyl3IFAdCNQ/hHyGblkQE/Y66V5S7kCgOhCof1jzyUlstcoazm+0EW/cxLet0swQqH9Y88lJbLXKGs5vtBFv3MS3rdLMEKh/WPPJSWy1yhrOb7QRb9zEt63SzBCof1jzyUlstcoazm+0EW/cxLet0swQqH9Y88lJbLXKGs5vtBFv3MS3rdLMEKh/CPn8/wDIuKZOupeUOxCoDgTqH0I+Q/ctiIRr6qR7SbkDgepAoP4h5DN034JIuKZOupeUOxCoDgTqH0I+Q/ctiIRr6qR7SbkDgepAoP4h5DN034JIuKZOupeUOxCoDgTqH0I+Q/ctiIRr6qR7SbkDgepAoP4h5DN034JIuKZOupeUOxCoDgTqH0I+Q/ctiIRr6qR7SbkDgepAoP4h5DN034JIuKZOupeUOxCoDgTqH0I+Q/ctiIRr6qR7SbkDgepAoP4h5DN034JIuKZOupeUOxCoDgTqH0I+Q/ctiIRr6qR7SbkDgepAoP4h5DN034JIuKZOupeUOxCoDgTqH0I+Q/ctiIRr6qR7SbkDgepAoP4h5DN034JIuKZOupeUOxCoDgTqH0I+Q/ctiIRr6qR7SbkDgeoEFOhq9+0fnKvX6598+08+tqyW7Jd/LJMHzQs2m8WeHOxXj+ZJMrv33OWrtYSxfDHLOxfz4/oHCfkM3bcgEq6pk+4l5Q4EqhNSoEmSHJevb7kJdCXHWp8kigeb7WET6GbRsFmEfIbuWxAJ19RJ95JyBwLVCSrQ3XkunMXuvJNArQuuDvblP8nuUToTffHUzaDk+LZV1fcyIOQzdN+CSLimTrqXlDsQqE5Qgd4+VNa8OvjTAzeBLmdPsn8WidqRTyeRtgHJX9NFoPkX0yHkM3Tfgki4pk66l5Q7EKhOUIHuPVP78KvZ3yiBnj1M975335MWPJ0nsyNhpVXyIP3j9hO1b10uUFwdCHFelPPYdF9erHr5KB1QHhFdJMcXh8nszzebX86T3cfiHbHOMhspXXp6R63aEMbyxXL0dy6zo7B31UHYi3lNqoR8hu5bEAnX1En3knIHAtUJK9D/VHZZ3PpnKdCn6gCmeHshXn5HCvTtVEp759Js2gKFMt5C229/IVy3mot1Z8di6bvirwfi89nM0BToW2LV7HvUw9i+mEJ/50ILmYm8NgUl5DN034JIuKZOupeUOxCoTliB/teJ0ObVwf6VEOgqmWUTw1Nht/SPo816kUiByn1zYTZ9gURZKp11Vk56pzK79+vN+qnSZXL/fP0syT5+eSKlqQs02T/PZpLHDWGsXyzflPKdq4M0yiYNoybD5QmpVxWE/49C9y2IBHp7AS+EFWg6o8yMl/5XClQJTYpQ/rE+UQIT8zhhI32BRH46/ac621uqdRZSkZmEU6c+UNErAhWKFm/Vwli/2EYNX76Th8zFWe7pQ6BgWwg1A3wSWKDCLut0HnpVnER68en7h9n1TbkNl1Kg8uRQZiVjQTnUpkGgxZRU06VaqUGg+8XrxjCNX0ygv1Pssl/M5Ve+qF1fQNijCN23IBKuqZPuJeUOduF1AgtUeDM7z6IEenmojjUe5+9sVnWBagvyocTL2vHGwqjiM9cJtHxdD2P7YuXo6p3yQlS1D39Vu76AkM/QfQsi4Zo66V5S7kCgOoEFmp37zvbglWay8y+zu+9+lE0c85mbEmi5X2ws2Ki3lUArx0ALeSmBHm+6C9QIY/1iAv2dq4OaQKvHFQj5DN23IBKuqZPuJeUOBKoTWqCpc7I9eGm47CBiNtEUIqzMQEuBNsxAy+OO+9rw98+rM1CKQCvTSssXK0ff5AK1zYILCPkM3bcgEq6pk+4l5Q4EqhNaoKl7/mm+rxyUuyadxdWOgeoCbTgGKl/qxxsXUnzGMVCaQMsw9i+22Wyqx0Bts+ACQj5D9y2IhGvqpHtJuQOB6oQW6Ppk9u3MOIZAV0n1LLgu0Iaz4PkJG+1OJHnFUeUsfFWgcvG6dklTNYz9i23U8PpZePkV8sO2OIkE3LmmTrqXlDsQqE5ogaa+EccKtV347ErNTEjieqP106QmUH2BRDvWKe+Fz+4/ypwmrwN98UhdB1oVaCpEcUloo0C1MPYvJtHfSb/C3vONuqB003R/JyGfofsWRMI1ddK9pNyBQHWCCzR1T/ZPfiG9YO+ZkM5SvxNJv7hSWyApT78XZ8vzqzCNO5GqApWnzG/9tFGgZnzLF1Po76iQyf18UfWpJoR8hu5bEAnX1En3knIHAtUJLlB1z7qaQ56l/ts9ynd/T++U98IbV6eXC4qxCkudPTSeB2reC78xBbpZp0tvP181C1QPY/tiOfo78l74x3IBbuUEDFxTJ91Lyh0IVGckT6RXDxOJEDxMBDBwTZ10Lyl3IFCdkQh0s6zeBR8LCzzODrhzTZ10Lyl3IFCdsQg01ikoHqgMOLimTrqXlDsQqM5YBJr/pEds4Cc9AAfX1En3knIHAtUZjUCLH5WLCvyoHGDhmjrpXlLuQKA64xHocCDkM3Tfgki4pk66l5Q7EKgOBOofQj5D9y2IhGvqpHtJuQOB6kCg/iHkM3Tfgki4pk66l5Q7EKgOBOofQj5D9y2IhGvqpHtJuQOB6kCg/iHkM3Tfgki4pk66l5Q7EKgOBOofQj5D9y2IhGvqpHtJuQOB6kCg/iHkM3Tfgki4pk66l5Q7EKgOBOof1nxyElutsobzG23EGzfxbas0MwTqH9Z8chJbrbKG8xttxBs38W2rNDME6h/WfHISW62yhvMbbcQbN/FtqzQzBOof1nxyElutsobzG23EGzfxbas0MwTqH9Z8chJbrbKG8xttxBs38W2rNDME6h9CPv87mDxd6qR7SbkDgepAoP4h5DN084LwdKmT7iXlDgSqA4H6h5DP0M0LwtOlTrqXlDsQqA4E6h9CPkM3LwhPlzrpXlLuQKA6EKh/CPkM3bwgPF3qpHtJuQOB6kCg/iHkM3TzgvB0qZPuJeUOBKoDgfqHkM/QzQvC06VOupeUOxCoDgTqH0I+QzcvCE+XOuleUu5AoDoQqH8I+QzdvCA8Xeqke0m5A4HqQKD+IeQzdPOC8HSpk+4l5Q4EqgOB+oeQz9DNC8LTpU66l5Q7EKgOBOofQj5DNy8IT5c66V5S7kCgOhCofwj5DN28IDxd6qR7SbkDgepAoP4h5DN084LwdKmT7iXlDgSqA4H6h5DP0M0LwtOlTrqXlDsQqA4E6h9CPkM3LwhPlzrpXlLuQKA6YxboxTwRzO4+ry66Orj18dbjLvbO07HTAbJR2ke6mB/X3yTkM3TzgvB0qZPuJeUOBKozBYGmVDXmItBVNlpHgW4WDUsJ+QzdvCA8Xeqke0m5A4HqjFug6VQx5cXTpKoxB4FeHexvugtUrm1CyGfo5gXh6VIn3UvKHQhUZwoC3axPqlNQB4EuZ0823QWqVjcg5DN084LwdKmT7iXlDgSqMwmBbhbJg+yfs4fp3vzue+eFQC8fpXv5+RHScmm6l/7gdJ7cfrK5zN5760gb9OpADFoVqD6S8aGLeW0KSshn6OYF4elSJ91Lyh0IVGcSAlUz0KfqgOh+LlB1kHQmpqfa0lSgb6eL9s7zo6iaA5fSxRWB6iOZH1qf1KaghHyGbl4Qni510r2k3IFAdaYg0PXTJHuxSmaP079Ok9RoQntXB8n98836mThCqi9N/xCfSMX7TvrP2bx0YO5DU6D6SNUPKeOmvKogbELo5gXhYekF0BPjFmh+Ev52tm+t9uPFdFRob6kmiUJx+tLMppn9rg5qs8f8kKcpUH2k6odWxfwVAgVbQKx64JVpCHSWH8V88en7h4kSaLFzXezq50tT6Yl3Upve/sgcUy0xBWqMVP2QWNOAsEcRunlBeLrUSfeScge78DrjFqjahT+di2Ogl4fFVaFSe8VlopnitKWFJpdi+vqD83LMfD5ZEag+UuVD9dP0hHyGbl4Qni510r2k3IFAdaYgUCXEbEI6u/vuR/ku/NWBrj19abnbfXpHLL9fKHTZJFBzpMqH6scBCPkM3bwgPF3qpHtJuQOB6kxDoGqauK/2y3OBamYzlmrHLTfrn2QXJeXngWwCrThS/xAECpzoUifdS8odCFRnOgLNRZZOF4td+PLyemOpLtCU9bMkH8i6C1+75b34EHbhgRNd6qR7SbkDgepMQ6DZLnyuyFUiTpWLg5VyeW1prsn8/E85UPGyeha+HKn6IZxEAk50qZPuJeUOBKozCYGezlMryp30dGJYCDSdbe49F0uPzaW5QNM3sxUuT8oJafNlTJWRjA+Zs9kMQj5DNy8IT5c66V5S7kCgOuMWaHFuR15IL18+S40mPbhSK9zfmEu1HXV1HWkxh2y+kN4YqfKh8kL6HEI+QzcvCE+XOuleUu5AoDqTEOjdx2ImenaYJLtHao9du4P98aaytJw1ihXk/fGKVeOtnMZIxodwKydwo0uddC8pdyBQnTELtBfUw0Q6g4eJADe61En3knIHAtWBQKks62fc21jgcXbAiS510r2k3IFAdSBQKrQpKB6oDBzpUifdS8odCFQHAiWzokxB8ZMewJEuddK9pNyBQHUgUDqL7lNQ/KgccKVLnXQvKXcgUB0I1D+EfIZuXhCeLnXSvaTcgUB1IFD/EPIZunlBeLrUSfeScgcC1YFA/UPIZ+jmBeHpUifdS8odCFQHAvUPIZ+hmxeEp0uddC8pdyBQHQjUP4R8hm5eEJ4uddK9pNyBQHUgUP8Q8hm6eUF4utRJ95JyBwLVgUD9Q8hn6OYF4elSJ91Lyh0IVAcC9Q9rPjmJrVZZw/mNNuKNm/i2VZoZAvUPaz45ia1WWcP5jTbijZv4tlWaGQL1D2s+OYmtVlnD+Y024o2b+LZVmhkC9Q9rPjmJrVZZw/mNNuKNm/i2VZoZAvUPaz45ia1WWcP5jTbijZv4tlWaGQL1DyGfoc8Ag35w6PHGOmEerz0YBKoBgfqHkM/QjQ76waHHG+uEebz2YBCoBgTqH0I+Qzc66AeHHm+sE+bx2oNBoBoQqH8I+Qzd6KAfHHq8sU6Yx2sPBoFqQKD+IeQzdKODfnDo8cY6YR6vPRgEqgGB+oeQz9CNDvrBoccb64R5vPZgEKgGBOofQj5DNzroB4ceb6wT5vHag0GgGhCofwj5DN3ooB8ceryxTpjHaw8GgWpAoP4h5DN0o4N+cOjxxjphHq89GASqAYH6h5DP0I0O+sGhxxvrhHm89mAQqAYE6h9CPkM3OugHhx5vrBPm8dqDQaAaEKh/CPkM3ehawOPpAAAcv0lEQVSgHxx6vLFOmMdrDwaBakCg/iHkM3Sjg35w6PHGOmEerz0YBKoBgfqHkM/QjQ76waHHG+uEebz2YBCoBgTqH0I+Qzc66AeHHm+sE+bx2oNBoBoQqH8I+Qzd6KAfHHq8sU6Yx2sPBoFqQKCSXz2aJ8ns3vP2tdY/vl99a5Ec11ZbJg/aRiHkM3Sjg35w6PHGOmEerz0YBKoBgWasTxJFq/k2q2S/+hYECug49HhjnTCP1x4MAtWAQFOuDpLdo/PN5sXTawzaUaDXQMhn6EYH/eDQ4411wjxeezAIVAMC3WQS3DuXr5bJrY9bVoRAAQsOPd5YJ8zjtQeDQDUg0M3mYl5YM92XF1PQs4fp7vzue5lWU0Oe3kmSe8/Vjv5+bfHZnWQmXq+SB6fz5PaTZW0QA0I+Qzc66AeHHm+sE+bx2oNBoBoQaObAcr/9hdDdU3VEdF8sfUu8vvVxIVBz8XeK16vk7XmSzmalQPW1DAj5DN3ooB8ceryxTpjHaw8GgWpAoNnEsrIXvkpmj9N/TpPZk8yQyf75Jp1ZHue78NXFe8+LxfJYgBCosZbgVQXhu4VudNAPDGULogAC3VwdFIpTqCmpNKs6QLqQUtyvLxb7/8tsrZWSpRCosZYAAgUKp4IFEQGBNgg048Wn7x8m0pBiH3yZ/VOeRNIWP5CDpB5dqZNRxWVMxVoGhD2K0I0O+sFhL7OxTpjHaw+GXXgNCDSdI9YEenmojl+WhtQFai4+LgYxBaqvZUDIZ+hGB/3g0OONdcI8XnswCFQDAm04BnqR3ZV0992PTpoFWlmsC1ROUIVAjbUMCPkM3eigHxx6vLFOmMdrDwaBakCgyo2KVXL/PDXqfjaTXDcLtLq4WaDmWgaEfIZudNAPDj3eWCfM47UHg0A1IFDjOlBxxDM/KHp10CjQxsViDF2g5loGhHyGbnTQDw493lgnzOO1B4NANSDQjX4nkrjoKHffKtHOptcFmi9WVy5p55h0ga7qd4cS8hm60UE/OPR4Y50wj9ceDALVgEA35b3wl4+E7eTe9/pZ0iDQ1JbVxeIy0aS8TFTfhc/XMiDkM3Sjg35w6PHGOmEerz0YBKoBgWYUJ8yl7Fby9d6zTIi6QC/EjUaVxfJOpPsbU6DmIAaEfIZudNAPDj3eWCfM47UHg0A1IFDJ2UP9eaBnqVB3j+SEUxfo5pfz7C1z8fHpPJkdZesYAjXWMiDkM3Sjg35w6PHGOmEerz0YBKoBgfqHkM/QjQ76waHHG+uEebz2YBCoBgTqH0I+Qzc66AeHHm+sE+bx2oNBoBoQqH8I+Qzd6KAfHHq8sU6Yx2sPBoFqQKD+IeQzdKODfnDo8cY6YR6vPRgEqgGB+oeQz9CNDvrBoccb64R5vPZgEKgGBOofQj5DNzroB4ceb6wT5vHag0GgGhCofwj5DN3ooB8ceryxTpjHaw8GgWpAoP4h5DN0o4N+cOjxxjphHq89GASqAYH6h5DP0I0O+sGhxxvrhHm89mAQqAYE6h9CPkM3OugHhx5vrBPm8dqDQaAaEKh/CPkM3eigHxx6vLFOmMdrDwaBakCg/iHkM3Sjg35w6PHGOmEerz0YBKoBgfqHNZ+cxFarrOH8Rhvxxk182yrNDIH6hzWfnMRWq6zh/EYb8cZNfNsqzQyB+oc1n5zEVqus4fxGG/HGTXzbKs0MgfqHNZ+cxFarrOH8Rhvxxk182yrNDIH6hzWfnMRWq6zh/EYb8cZNfNsqzQyB+oeQz9BniwErDq3dXid9DdwYDALVgED9Q8hn6I4HrDi0dnud9DVwYzAIVAMC9Q8hn6E7HrDi0NrtddLXwI3BIFANCNQ/hHyG7njAikNrt9dJXwM3BoNANSBQ/xDyGbrjASsOrd1eJ30N3BgMAtWAQP1DyGfojgesOLR2e530NXBjMAhUAwL1DyGfoTsesOLQ2u110tfAjcEgUA0I1D+EfIbueMCKQ2u310lfAzcGg0A1IFD/EPIZuuMBKw6t3V4nfQ3cGAwC1YBA/UPIZ+iOB6w4tHZ7nfQ1cGMwCFQDAvUPIZ+hOx6w4tDa7XXS18CNwSBQDQjUP4R8hu54wIpDa7fXSV8DNwaDQDUgUP8Q8hm64wErDq3dXid9DdwYDALVgED9Q8hn6I4HrDi0dnud9DVwYzAIVAMC9Q8hn6E7HrDi0NrtddLXwI3BIFCNaQj0Yp4UHBtL1j++7zb0KtmnfoSQz9AdD1hxaO32Oulr4MZgEKjG1AW6hf9MIFDQGYfWbq+TvgZuDAaBakxFoHvnzUsgUOAPh9Zur5O+Bm4MBoFqQKAQKPCFQ2u310lfAzcGg0A1pijQVSL+upjf+n9Osp36/fSdB6fz5PaTzebyUbq3f/d5ttoiOb44TGZ/vtn8cp7sPhYfPXuYrr/7nhws/cjsSAh0kTzI3lhmr8uxjJU1CPkM3fGAFYfWbq+TvgZuDAaBakxRoNJ365PkeF0I9O3Um+k66mDp7Fis9a7468FCvJUacfNUHUfdl6NkfKcuUDWWsbIOIZ+hOx6w4tDa7XXS18CNwSBQjUkK9GKe6nAp5qFyD3yVyEnp1UFy/3yzfpbc+lgI8v55+jqdZm4uT6QbZ9lE9FTYdJW9v14kdYHKsYyVBa8qCF88dMcDVjhqGUTFVARanIQXcktNd3UgxJYLVFpuqaaLy0yIC7Fu+tEHG7XbrzyZzV1zaa5P6gKVYxkrCyDQqeNeySAypinQ1Gp3pN9ygaq31WxRzFilAQvRqjnsi0/fP8yuhVLvS2maAi1nu/nKJoQ9itAdD1hx2Llsr5O+Bm4Mhl14jakItHIWPjWqfKci0MKz6T58g0AvD4uLSa8Ost18NUCjQLWVTQj5DN3xgBWH1m6vk74GbgwGgWpMVKBXB2pnPRfovnrXEOjxxhRoNpGd3X33o2yv/GJuFei+ilmubELIZ+iOB6w4tHZ7nfQ1cGMwCFRjogJd5hPDikCLEz6bTV2g2fFONVFtnYGKsYyVTQj5DN3xgBWH1m6vk74GbgwGgWpMU6Dp9PH/nqtz5ZpATdnVBJr7NZ2oth4DNWQsVjYh5DN0xwNWHFq7vU76GrgxGASqMUmBClEu1Nl1TaDq0qbinLtFoKtEnqQvz8LLs/frkwaBypUNCPkM3fGAFYfWbq+TvgZuDAaBakxSoMKP0nAr7WpQMV3cey5uMTq27sJnV4ZmThTXN62fJuraT3GtaG0XPl/ZgJDP0B0PWHFo7fY66WvgxmAQqMZUBFo+jamYSS7z80J758UN7Su1YvaMu/pJpJUa4ZlYfVneiSRP39/6qX4SyVxZh5DP0B0PWHFo7fY66WvgxmAQqMYUBWpc4v7LuS5QdS+8uPG9LtDN2WGS7B7lVyqd3snvhd+sHyXJ7ecrXaCVlTUI+Qzd8YAVh9Zur5O+Bm4MBoFqTEOgcUHIZ+iOB6w4tHZ7nfQ1cGMwCFQDAvUPIZ+hOx6w4tDa7XXS18CNwSBQDQjUP4R8hu54wIpDa7fXSV8DNwaDQDUgUP8Q8hm64wErDq3dXid9DdwYDALVgED9Q8hn6I4HrDi0dnud9DVwYzAIVAMC9Q8hn6E7HrDi0NrtddLXwI3BIFANCNQ/hHyG7njAikNrt9dJXwM3BoNANSBQ/xDyGbrjASsOrd1eJ30N3BgMAtWAQP1DyGfojgesOLR2e530NXBjMAhUAwL1DyGfoTsesOLQ2u110tfAjcEgUA0I1D+EfIbueMCKQ2u310lfAzcGg0A1IFD/EPIZuuMBKw6t3V4nfQ3cGAwC1YBA/UPIZ+iOB6w4tHZ7nfQ1cGMwCFQDAvUPaz45ia1WWcP5jTbijZv4tlWaGQL1D2s+OYmtVlnD+Y024o2b+LZVmhkC9Q9rPjmJrVZZw/mNNuKNm/i2VZoZAvUPaz45ia1WWcP5jTbijZv4tlWaGQL1D2s+OYmtVlnD+Y024o2b+LZVmhkC9Q8hn6FPGwMbzo3ISWySYQ3nNRgEOgAI+QytCWDDuRE5iU0yrOG8BoNABwAhn6E1AWw4NyInsUmGNZzXYBDoACDkM7QmgA3nRuQkNsmwhvMaDAIdAIR8htYEsOHciJzEJhnWcF6DQaADgJDP0JoANpwbkZPYJMMazmswCHQAEPIZWhPAhnMjchKbZFjDeQ0GgQ4AQj5DawLYcG5ETmKTDGs4r8Eg0AFAyGdoTQAbzo3ISWySYQ3nNRgEOgAI+QytCWDDuRE5iU0yrOG8BoNABwAhn6E1AWw4NyInsUmGNZzXYBDoACDkM7QmgA3nRuQkNsmwhvMaDAIdAIR8htYEsOHciJzEJhnWcF6DQaADgJDP0JoANpwbkZPYJMMazmswCHQAEPIZWhPAhnMjchKbZFjDeQ02GIGuT5IHTW//+L7lA8vG9ess9s43F/NEsvveedchOo2/SvZpiy/mx/XVCPkMrQlgw7kROYlNMqzhvAYbjEBTx+2d19+2G6qjQFfJ8aYUaGIECSDQzeLWx7XVCPkMrQlgw7kROYlNMqzhvAYbjEAXt/5s9qT+9jWGuparg+zzF3PlzbN5x3lrR+gClV/IhJDP0JoANpwbkZPYJMMazmuwoQj06mDvtElGrgJdCisXAk3Ha5gBbg9doOobGRDyGVoTwIZzI3ISm2RYw3kNNhSBrpIHVwe52y4fpvvabx2JA6Mp+5uFnDcuMx+la57Ok9tP1C722cPy0GbxuYLUy9mSUqAiiDHEIjk+vZMk956L5WeH6WhHMphceHGYzNSRUz3WJh1hdqQMefkoKUZQmIvnSXJXLb6Y16RKyGdoTQAbzo3ISWySYQ3nNdhQBLpI52WLRJ5gyY9Y7lsE+vY8O5QpBfo0ydfVP1egLFsTqDbEInlLfErYeylHeLApBPruvBhSj5UuyfiO+GMlA8+080P64gtj8fqkNgUl5DO0JoAN50bkJDbJsIbzGmwgAhWGW8kzPKk13znPDldmopFzOFOgcjUhuFUye5y+Pk3SdY3PSXJZ6bvwIpA2RKq6/fNswihPNqVDnAqZ5gv3nquFeqzsj6PNeiFsmn7q3q8366dJGVhffHWQ3D/frJ/lBw/Ks1OvKgj/R4XWBLCxZeWDkRFGoEIqVwfCQOofSZNA5WIlOLEgdeex+TlJflQgF+j6dK60qw8hlomRlvns8rhYqCam6Tp6LPVH+nq/+FT6XjH3bVqci7M8MAqBjghCEsGICSLQ9YnwVKGd2x/lS5oEKmVYTORefPr+YZJKzfhc/mm5buUyJmMIpb2lPGJQ7oXrgi4Oz+axclkbn1ol5YECfbHyem7xi3n1PBZhjyK0JoAN511BTmLbzWUN5zXYMHbh1YmVlXYg8vYPzuVb7QK9PFRiPDY/J8kne4VA7z6WbxsCLcY25rD5SaTstZSgFis36kr/VHkWTF8sj+OWh1m11XII+QytCWDDuRE5iU0yrOG8BhuGQJeFY4SvsrPiKffPmwWq7RFnZpzdffcjOQnUPpePmwvUuEjfGMIQqKa2mkD1WPkscqV/qvy4ubgm0OqhBkI+Q2sC2HBuRE5ikwxrOK/BBiFQzTHq8OD6Jw/lyfB2gWYHGdV5p2Pzc5tN8YENQaAtM1AjFmEGWvMlBDpKnBuRk9gkwxrOa7BBCLQ4rXKhn0F/Jk+Ytwk0d1Fq4GPzc+bAHQVqPQaazSiNWKRjoIl5+zt24UeJcyNyEptkWMN5DTYIgeYXgMoniuT7v+rSpsx1ciYpT2o3CXSVVD8nKc/bdBJoPmNVr8tT9Pr0VMSinYXfU4dzcRJpxDg3IiexSYY1nNdgQxCoNiXLZJNqZ+/5ZnN5Up4ySqV1lL3RvAufzjkT+Uf5OXPkrgKV14GezbXLmIqLRI1Y2ZoPsks/y+tAXzzSrgPVF6dT1ux7yYtJteglhHyG1gSw4dyInMQmGdZwXoMNQaDL0igXc3GGRh4Pvf2xPEsknJqdg/lp7STSSl2b9EyJrPicpH4hvcAq0Pxs1n658DvFrUlGLLWm9U6khsXJ/U0Z1YCQz9CaADacG5GT2CTDGs5rsAEIVD9IKHd6xb3j6p7zX4rH3K0fpV58vqoJNL93XU5U9c9JVtVbOdW7NoE23AufzhzlG2as7JR/673wd6r3wj/ONxG3co4R50bkJDbJsIbzGmwAAu0T9TCRrVkkDc8//v/bO9vXOI47AK8tJ4qwW+zqHOzagQbcSB9KAsHptyROKK4NhZ5JKI2VL4FADgeEJZpPgVNkK/b5/uruzsvuzL5Ivrm5vdnfPc8X6aS9/c2PmX1udl72loOHichk6QsxJqlJJmq4XoNtuEDzfuRSBlyBQA94nJ1Ilr4QY5KaZKKG6zXYpgt0yS5ofIHyQGWhLH0hxiQ1yUQN12uwTReo/kqPYOILlK/0EMrSF2JMUpNM1HC9Btt4gaovlQt/c2yB8qVyUln6QoxJapKJGq7XYAh0ACxQn+vWBHSx9IUYk9QkEzVcr8EQ6ABYoD7XrQnoYukLMSapSSZquF6DIdABsEB9rlsT0MXSF2JMUpNM1HC9BkOgA2CB+ly3JqCLpS/EmKQmmajheg2GQAfAAvW5bk1AF0tfiDFJTTJRw/UaDIEOgAXqc92agC6WvhBjkppkoobrNRgCHQAL1Oe6NQFdLH0hxiQ1yUQN12swBDoAFqjPdWsCulj6QoxJapKJGq7XYAh0AEStz5ik1lajhus3muDkNjy32sWMQPsnan3GJLW2GjVcv9EEJ7fhudUuZgTaP1HrMyaptdWo4fqNJji5Dc+tdjEj0P6JWp8xSa2tRg3XbzTByW14brWLGYH2T9T6jElqbTVquH6jCU5uw3OrXcwItH+i1mdMUmurUcP1G01wchueW+1iRqD9E7U+Y5JaW40art9ogpPb8NxqFzMCTZn33lt3CVaH5NxEJ0duLgg0ZWirA0VycuTmgkBThrY6UCQnR24uCDRlaKsDRXJy5OaCQFOGtjpQJCdHbi4INGVoqwNFcnLk5oJAU4a2OlAkJ0duLgg0ZWirA0VycuTmgkABAAJBoAAAgSBQAIBAECgAQCAIFAAgEAQKABAIAgUACASBAgAEgkCT5c3j/dHo4x/XXYy4vL4/Urz/U/FKUoqv7//Z/OZlJSLFMjdp1ffL30ejm61V9ba5IdBUMW1VN1UxvNx3rkBRKR6MfMnorGSkWOYmrPq+19nc/HfxIqzeEGiqHIxu/zg/ezS6/eu6SxKTE3spFghK8c3ByGbmZSUhRSc3WdV3Mrr5+bzIQHkyrN4QaKK83Def8vrjUQoHo0/L3wWl+MtnIysZLysJKTq5yaq+N49GXxQ/897mF8H1hkAT5di02WOnyQ6fN4+cFiknxePR6JP/ldk4WQlI0c1NVvW9vm/u0A8aVfX2uSHQRDnQn47+TdPgeX3/9g95h+ZvanBeTorHt/5VZuFlJSBFNzeh1acEGlhvCDRNys/6l/uDHWJqwU5CFO1TWIrmWvOykpLiSTk8IbH61I16aL0h0DSR0zw9TvL7wV/nvz8e1ZvsmssVgU0QqMzqU/frCFQWThUOeJlIg+PyPvdTaSk2Bfr+T1JSPKmN74qqvhO1jCm03hBomsj5fG/lZCSne2bYhB5o9VpQbvs3i/FOeqCykNI8O6h9zEtIcZMEKqj6js0yegQqDDlznG2ohikrRamz8AVNgUqpvu9HdmEWs/CysCvQBrvKrg27dFk3TFkpVuOETlZCUix718Kq783B6JYd4wysNwSaKIPf59HKgXslykqxWuojbCfS3O1dy6q+A2erJjuRZJE30lvD3mncxsv9Yh3M2WcqK1kpWsl4WQlJ0VkHKqn6jt2iB9YbAk2Vs8E/66aNY/M0H7WXRVSK5XCZl5WMFMvcRFWffTaf2eofVm8INFnOHuc1+PFQP927OCuewPiJyUpSitV8g5eViBSd3ARV38nIE2hYvSFQAIBAECgAQCAIFAAgEAQKABAIAgUACASBAgAEgkABAAJBoAAAgSBQAIBAECgAQCAIFAAgEAQKABAIAgUACASBgkhOP8iyrY/sq3G2Wz9gnFmuXf9udeWYZJeftv/nt513jvRvhw+u5sXYuv7f6p+zb3ey7PI/V1cuiAMCBYn8tqPceMO+alqsEmjO9aNVFaRboJNsW/08vVsW40ppTFW6rncqnv1xZWWGtweBgkTG2eXvckVle+ZVowPqCzR7Z1U26hTo7EtduOmOWw5Tztz/755fovHqigwLgEBBILmA9pSjVCdv2iabsTXb7PBBbq7tFZWkU6Cv7qh/TPPYl9TN+4virt0Yf2p/6QSBpgECBYFMs0vF3bC2jO3r+Ywds+Vd1UsrGm/sFOhUOfvVnbz3a4dgZ2NbjumF5UGgaYBAQSCeQFs7oJ5Ai/v5FXVBOwWqhxUm/uiBLQcCHQoIFATiCrS9A+oLNO8ImlenD3aKe2rdKVRjAD/fzf9wI7fVzx8U0022u3hYHJhdu3dk3r87+/Zqlm3ds1orjs7fVgrUO744dVHCPIBnSl2OiR4PVf+pl2evKM7WX5wR09qJoVcQKAjEHQOdtHcuPYGWIpvY2Zwb5s/vmsmmy0+fOFqbz56UM+fFWXLx/emu87p4p37bAx2mdrxdxJSXc7tWqrzgjkAb5flQnfXrUqCNE0OvIFAQSG4aNQufO+jVnfa7YU+gdsJ+oruYL55oYykN5p3PwlJb2fXn89k35pZ7ov6uliDZocxLfz2an35puoXj8n06TO14q/VpVlsfYP4wrXxeL0/+j9OH1S1848TQKwgUJGLWge52dkBbBVp1CJV7lbCU4ApBbjtvy1/rl/kvhciK/6txgvwdpme5a8/bdnxxnr0yrF9uLVYl0Lby7Nniq/M0Twy9gkBBJKcP9E4k1QGdPdnRw5gODYHuujM++u6/6Mg+NUebfqw2WTnJY46o9KVPW57cDK7Wj7eLmC4QaHd5rEAbJ4Z+QaAgmmKy2wxI+oOELT1Qu25U/1vPP3lenDfnx2s9Uu0850TjmtfMa72I6QKBnlOe5ix8PRD0AgIFyahNnNMs+6gxX+MLR03eFDfiFZ4I2wT64vA/X10tb9HNWKYSaOVTdxmTc7zdG3X+GOg55fEE6p4Y+gWBgmRMB7TQTm1FZsss/CICfXbVOa5FoNaLNqp/vF7E1DULv5BA/RNDzyBQEIxaLGR0Vrv59gSai0wf6OusU6B6UODah/94Pn6rHmj9ePskpvZ1oI5Au8pjBVo/MfQMAgW56DX0byFQvQPIGWIs398uULN4aO6MgboCbYyB1o+fVEOm5+xEOqc8VqD1E0PPIFCQy9SuMbpAoM8yu3PJHqLd1SXQymymy1gTaDVcoCfHG8eP7dzR+Xvhu8tTbfP3Tww9g0BBLHYT5/jcMdCZ2qKpxKTv5Av045AuFuikdQy0GtucZL5A9WuziMmE9J7GtFtFOa88DYFOGANdCwgUxGLWCnXNwrtUGrrycF5uOLroFv7wrtlxWReo2UJU7kSqHe8+3qT1eaDOTqT28qj1qLPnjYJAzyBQkEq5idOsA/XHEz2Blovsy73ndoqmXaCv7FPkr3+TOcOs86qfa7aoX/la91D9470HPLc9kb4cbugqj3qOaP6iXhDoGQQKUqk2cRbfMNTciWS5du959edT9f1Ef3io39e5jEk9eqm49dYz5U2Bzg+9pzF5x9tFTGXMr+rfiVSN13aUZz5/lvdct4/qBYGeQaAAAIEgUACAQBAoAEAgCBQAIBAECgAQCAIFAAgEgQIABIJAAQACQaAAAIEgUACAQBAoAEAgCBQAIBAECgAQCAIFAAgEgQIABIJAAQACQaAAAIEgUACAQBAoAEAgCBQAIJD/A+LBO/AxRXj/AAAAAElFTkSuQmCC)
Tasa de cobertura de la demanda sobre la oferta, según Comunidad Autónoma
CCAA
|
% Demanda/Oferta
|
Rioja (La)
|
197.8
|
Castilla - La Mancha
|
161.4
|
Navarra (Comunidad Foral de)
|
152.0
|
País Vasco
|
142.4
|
Castilla y León
|
138.7
|
Murcia (Región de)
|
134.7
|
Canarias
|
130.9
|
Aragón
|
130.1
|
Comunitat Valenciana
|
124.0
|
Galicia
|
120.8
|
Andalucía
|
120.0
|
Cataluña
|
119.5
|
Madrid (Comunidad de)
|
118.2
|
Balears (Illes)
|
117.1
|
Cantabria
|
107.2
|
Extremadura
|
105.0
|
Asturias (Principado de)
|
93.0
|
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)
Outliers de la variable Tasa de cobertura
Comunidad Autónoma
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Tasa de cobertura
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Rioja (La)
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197.8
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Estadísticos descriptivos de la Tasa de cobertura de la demanda sobre la oferta
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Tasa de cobertura
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Min. : 93.0
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1st Qu.:118.2
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Median :124.0
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Mean :130.2
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3rd Qu.:138.7
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Max. :197.8
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Análisis por CCAA y Rama
![](data:image/png;base64,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)
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)
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)
Tasa de cobertura, según Comunidad Autónoma y Rama
Calculamos el indicador Tasa de cobertura de la demanda sobre la ofera.
Tasa de cobertura de la demanda sobre la oferta, según Comunidad Autónoma y Rama
CCAA
|
ArtHum
|
CCSSJJ
|
IngArq
|
% Demanda/Oferta
|
Rioja (La)
|
162.7
|
218.1
|
162.2
|
197.8
|
Castilla - La Mancha
|
150.6
|
160.6
|
167.0
|
161.4
|
Navarra (Comunidad Foral de)
|
152.0
|
168.1
|
129.4
|
152.0
|
País Vasco
|
155.7
|
157.5
|
113.4
|
142.4
|
Castilla y León
|
130.2
|
159.4
|
105.6
|
138.7
|
Murcia (Región de)
|
123.9
|
141.3
|
122.0
|
134.7
|
Canarias
|
129.8
|
147.7
|
93.9
|
130.9
|
Aragón
|
121.8
|
141.7
|
108.8
|
130.1
|
Comunitat Valenciana
|
126.0
|
128.8
|
113.8
|
124.0
|
Galicia
|
104.5
|
134.6
|
101.9
|
120.8
|
Andalucía
|
119.6
|
123.0
|
112.4
|
120.0
|
Cataluña
|
105.2
|
128.6
|
112.4
|
119.5
|
Madrid (Comunidad de)
|
125.2
|
118.8
|
113.8
|
118.2
|
Balears (Illes)
|
89.5
|
117.6
|
139.3
|
117.1
|
Cantabria
|
67.7
|
128.1
|
86.2
|
107.2
|
Extremadura
|
78.6
|
120.4
|
78.0
|
105.0
|
Asturias (Principado de)
|
92.7
|
104.0
|
76.9
|
93.0
|
Análisis por Universidad
Generamos el dataframe por Universidad haciendo referencia sólo las ramas coincidentes con la UC3M.
![](data:image/png;base64,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)
La demanda es la preinscripción en primera opción.
![](data:image/png;base64,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)
Frecuencia relativa de la Oferta y la Demanda
Universidad
|
% Oferta
|
% Demanda
|
Rey Juan Carlos
|
5.3
|
4.1
|
Complutense de Madrid
|
5.2
|
5.5
|
Sevilla
|
5.1
|
5.2
|
Granada
|
4.2
|
4.7
|
Barcelona
|
3.9
|
3.9
|
País Vasco/Euskal Herriko Unibertsitatea
|
3.4
|
4.0
|
València (Estudi General)
|
3.3
|
3.9
|
Málaga
|
3.1
|
3.3
|
Politécnica de Madrid
|
3.0
|
2.9
|
Autónoma de Barcelona
|
2.8
|
2.8
|
Politécnica de Catalunya
|
2.8
|
2.6
|
Alicante
|
2.6
|
2.4
|
Murcia
|
2.6
|
3.0
|
Zaragoza
|
2.6
|
2.7
|
Castilla-La Mancha
|
2.4
|
3.2
|
Politècnica de València
|
2.4
|
2.6
|
Salamanca
|
2.4
|
2.8
|
Las Palmas de Gran Canaria
|
2.3
|
2.9
|
Oviedo
|
2.2
|
1.7
|
Cádiz
|
2.1
|
1.7
|
Extremadura
|
2.1
|
1.8
|
La Laguna
|
2.1
|
1.8
|
Valladolid
|
2.1
|
2.2
|
Autónoma de Madrid
|
2.0
|
1.9
|
Carlos III de Madrid
|
1.9
|
2.5
|
Pompeu Fabra
|
1.7
|
1.9
|
Vigo
|
1.6
|
1.5
|
A Coruña
|
1.4
|
1.3
|
Alcalá
|
1.4
|
1.1
|
Córdoba
|
1.4
|
1.1
|
Girona
|
1.4
|
1.2
|
Illes Balears (Les)
|
1.4
|
1.3
|
Santiago de Compostela
|
1.4
|
1.5
|
Almería
|
1.3
|
1.2
|
Jaén
|
1.3
|
0.9
|
Jaume I de Castellón
|
1.3
|
0.9
|
Rovira i Virgili
|
1.3
|
1.1
|
Huelva
|
1.2
|
0.7
|
Pablo de Olavide
|
1.2
|
1.3
|
Cantabria
|
1.1
|
0.9
|
León
|
1.0
|
1.1
|
Burgos
|
0.9
|
1.0
|
Lleida
|
0.9
|
0.7
|
Miguel Hernández de Elche
|
0.9
|
0.6
|
Pública de Navarra
|
0.8
|
1.0
|
Politécnica de Cartagena
|
0.6
|
0.5
|
La Rioja
|
0.4
|
0.7
|
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)
Outliers de la variable Oferta
Universidad
|
Oferta
|
Rey Juan Carlos
|
10223
|
Complutense de Madrid
|
10034
|
Sevilla
|
9820
|
Estadísticos descriptivos
|
Oferta
|
Demanda
|
|
Min. : 825
|
Min. : 1222
|
|
1st Qu.: 2486
|
1st Qu.: 2612
|
|
Median : 3857
|
Median : 4220
|
|
Mean : 4116
|
Mean : 5094
|
|
3rd Qu.: 5058
|
3rd Qu.: 6832
|
|
Max. :10223
|
Max. :13076
|
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)
Tasa de cobertura, según Universidad
A continuación, generamos el indicador Tasa de cobertura de la demanda sobre la ofera.
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)
Tasa de cobertura, según Universidad Pública Presencial
Universidad
|
% Demanda/Oferta
|
La Rioja
|
197.8
|
Carlos III de Madrid
|
163.6
|
Castilla-La Mancha
|
161.4
|
Pública de Navarra
|
152.0
|
Las Palmas de Gran Canaria
|
150.8
|
Salamanca
|
147.3
|
València (Estudi General)
|
144.8
|
País Vasco/Euskal Herriko Unibertsitatea
|
142.4
|
Murcia
|
142.3
|
Granada
|
140.0
|
Pompeu Fabra
|
139.2
|
Burgos
|
139.1
|
Politècnica de València
|
136.7
|
Pablo de Olavide
|
136.6
|
León
|
134.2
|
Málaga
|
132.7
|
Valladolid
|
130.7
|
Complutense de Madrid
|
130.3
|
Santiago de Compostela
|
130.1
|
Zaragoza
|
130.1
|
Sevilla
|
127.2
|
Barcelona
|
124.9
|
Autónoma de Barcelona
|
123.4
|
Politécnica de Madrid
|
120.7
|
Vigo
|
117.6
|
Illes Balears (Les)
|
117.1
|
Alicante
|
116.6
|
Autónoma de Madrid
|
115.5
|
A Coruña
|
115.0
|
Politécnica de Catalunya
|
114.5
|
Almería
|
113.3
|
La Laguna
|
108.6
|
Girona
|
107.3
|
Cantabria
|
107.2
|
Rovira i Virgili
|
107.0
|
Extremadura
|
105.0
|
Cádiz
|
102.7
|
Politécnica de Cartagena
|
102.6
|
Lleida
|
99.3
|
Córdoba
|
96.8
|
Rey Juan Carlos
|
96.6
|
Oviedo
|
93.0
|
Alcalá
|
91.4
|
Jaén
|
87.6
|
Jaume I de Castellón
|
87.3
|
Miguel Hernández de Elche
|
86.9
|
Huelva
|
73.6
|
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W0HcvzdewEFLg5lQb0/OvkBBS4ObUGtHlHae+ZgAI3qKKAbn0r5+lkcuuNgAI3p6KANu/C72/+8dZ/CihwY2oKaHMe6L3f139+vnyrVECBG1JTQJefRGr38oWAAjeoqoA2X+mx0cvmKz4EFLghdQV0Pnv7/cY69LMXBwIK3JDKArorAQXyEVCAIAEFCBJQgCABBQgSUIAgAQUIElCAIAEFCBJQgCABBQgSUIAgAQUIElCAIAEFCBJQgCABBQgSUIAgAQUIElCAIAEFCBJQgCABBQgSUIAgAQUIElCAIAEFCBJQgCABBQgSUIAgAQUIElCAIAEFCBJQgCABBQgSUIAgAQUIElCAIAEFCKowoLOTd4eHh69O3geuK6BAPrUF9PjxZO3e66FXF1Agn7oC+vHBZNPtZ8M2IKBAPlUF9PSgiebd6cqd5g97Pw7agoAC+dQU0D+/XQTzaesHbxdBvfXLkE0IKJBPTQE96uSySer9IZsQUCCfigI6ezSZbB+wn04mXw15N15AgXwqCuji6WbneL3vZ1cRUCAfAQUIqiigi0P4ve2zlhzCAzenooDOn3dq2bwsuj9kEwIK5FNTQD8cLAr6pvWDj4t+dp6UXklAgXxqCmhzHtOimNMnh42fV2fSDzqLSUCBjKoK6Py3g62Pcu79MGwDAgrkU1dA57OX7YTuPRy6IpOAAvlUFtCF2fHhy+l0+vDwdWA9OwEF8qkvoDsRUCAfAQUIqjegs+NXvw++koAC+dQW0HeHh8szQVdLK+/9feDVBRTIp66Ark5j+ur92dLKk4Ef5BRQIKeqAnp0Vs395dLKqzXp9wdtQUCBfGoKaPNRzttPfl4cvP/t7BNITVEHfaeHgAL51BTQs8VEmhVEzp94PreYCHBjKgroxYr0p+slRBZPSi1nB9yQigJ6sXhyaxXlqxdUnvQode+AL4+AAgRVFNCLFekXx+0O4YGbV1FAL94xer5eBvTIm0jAjakpoKeLcP715OTFZHJ3/VzUaUzATakpoMunnsuPH/17Ec57h4ePB38USUCBfKoK6OzFah3lZxefSRr2pcYCCuRUVUDn8+Of7n69XIb+19WH4e8NXFRZQIF8Kgvo2uzdT9Mng9ezE1Agn2oDGiOgQD4CChAkoABBAgoQJKAAQQIKECSgAEEVBbT5IqQegz6LJKBAPgIKEFRRQM++C15AgZGoKaDLb0W6v9MWBBTIp6qArr9XLkpAgXzqCug134F0PQEF8qksoM2q9LscxAsokE9tAV0cxO/yFFRAgXxqC+j8w3T6z/i1BRTIp7qA7kZAgXwEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgqMKAzk7eHR4evjp5H7iugAL51BbQ48eTtXuvh15dQIF86groxweTTbefDduAgAL5VBXQ04MmmnenK3eaP+z9OGgLAgrkU1NA//x2EcynrR+8XQT11i9DNiGgQD41BfSok8smqfeHbEJAgXwqCujs0WSyfcB+Opl8NeTdeAEF8qkooIunm53j9b6fXUVAgXwEFCCoooAuDuH3ts9acgj/5Zl8Tm76wWRHFQV0/rxTy+Zl0f0hmzCx1bvp5OV1048mO6opoB8OFgV90/rBx0U/O09Kr2RiSWJQSFJTQJvzmBbFnD45bPy8OpN+0FlM9gvSGBSSVBXQ+W8HW0dAez8M24D9giQGhSR1BXQ+e9lO6N7DoSsy2S9IYlBIUllAF2bHhy+n0+nDw9eB9ezsFyQxKCSpL6A7sV+QxKCQREChy6CQpNqA/vEucgxvvyCJQSFJZQE9/m75yc3z95JuP732GpvsF0A+VQV09ni1oF3zAaQzfx32LFRAgXxqCuiym4uALv+5N51Om6eh+4M2IaBAPjUF9HTRy//xfvXP5QeQZv/yUU7g5tQU0Odn3Xy+ft753GIiwI2pKKB/frt6unn+z8aHA8vZATelroAu34JvL6J89YLK1g8DSqowoLNHAkphBoUkFQX04kvlnq8P4a1ITxEGhSQVBfTia40/HJy/c9Q01dcak59BIUlNAW2+Bf52syL90flpTC+cxkQRBoUkNQV0ftqcOf/1k5OTfy1K+vDnxwdWpKcMg0KSqgK6/FakTcP6ab8gjUEhSV0B3VqR3mIiFGJQSFJZQBf++Hn63d2Fr79/Yjk7CjEoJKkvoDuxX5DEoJBEQAGCBBQgSEABggQUIEhAAYIEFCCoooA2H4XvccVydj13TkCBbAQUugwKSSoK6PzjAwHl0zAoJKkpoMOX/+ywX5DEoJCkqoCuF6WPsl+QxKCQpK6AXvMdSNezX5DEoJCksoA2X4K0y0G8/YIkBoUktQW0/ZWcAfYLkhgUktQW0PmH6fSf8WvbL0hiUEhSXUB3Y78giUEhiYACBAkoQJCAAgQJKECQgAIECShAkIACBAkodBkUkggodBkUkggodBkUkggodBkUkggodBkUkggodBkUkggodBkUkggodBkUkggodBkUkggoQJCAAgQJKECQgAIECShAkIACBAkoQJCAQpdBIYmAQpdBIYmAQpdBIYmAQpdBIYmAQpdBIYmAQpdBIYmAQpdBIYmAQpdBIYmAQpdBIYmAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKHQZFJJUGNDZybvDw8NXJ+8D17VfkMSgkKS2gB4/nqzdez306vYLkhgUktQV0I8PJptuPxu2AfsFSQwKSaoK6OlBE82705U7zR/2fhy0BfsFSQwKSWoK6J/fLoL5tPWDt4ug3vplyCbsFyQxKCSpKaBHnVw2Sb0/ZBP2C5IYFJJUFNDZo8lk+4D9dDL5asi78fYLkhgUklQU0MXTzc7xet/PrmK/IIlBIYmAAgRVFNDFIfze9llLDuGBm1NRQOfPO7VsXhbdH7IJAQXyqSmgHw4WBX3T+sHHRT87T0qvJKBAPjUFtDmPaVHM6ZPDxs+rM+kHncUkoEBGVQV0/tvB1kc5934YtgEBBfKpK6Dz2ct2QvceDl2RSUCBfCoL6MLs+PDldDp9ePg6sJ6dgJLEoJCkvoDuxH5BEoNCEgGFLoNCknoDOnt3+GrwQbz9giQGhST1BnTopziX7BckMSgkEVDoMigkqSmgf5y0HS8C+nrxz9+HbMJ+QRKDQpKKAtqsntzDakzkZ1BIIqDQZVBIUlFAlx/k3Jue+9vBZO+bxT+/t5wdcDNqCuhy9aXb58sxJbyJ1PeEtdy9A740VQV0Pv918bTz76t/FVDghlUW0PnHB+drgjqNCbhhtQV0PvvX2SJ2AgrcsOoCOp9/WDwJvfdeQIGbVmFA57MXiyehTwUUuGE1BnR1QtM3BwJKKQaFJHUGdHlC08Bz6JfsFyQxKCSpNKDLE5oElFIMCkmqDej840/DPoS0ZL8oqPeTtozATU/GZ6zegIaYpXJuuhJc7qZn4/MloGQymfxfRsnUlyOgZCKgY2XqyxFQMhHQsTL15QgomQjoWJn6cgSUTAR0rEx9ORUF1Ir04yagY2XqyxFQMhHQsTL15VQU0OVaoAI6WgI6Vqa+nJoCOp89mkzu77QFo1SOgI6VqS+nqoAuC/rjLhswSuUI6FiZ+nLqCmhsFeUWo1SOgI6VqS+nsoDOT3c7iDdK5QjoWJn6cmoL6OIgfpenoEapHAEdK1NfTm0BnX+YTv8Zv7ZRKkdAx8rUl1NdQHdjlMoR0LEy9eUIKJkI6FiZ+nIElEwEdKxMfTkCSiYCOlamvhwBJRMBHStTX46AkomAjpWpL0dAyURAx8rUlyOgZCKgY2XqyxFQMhHQsTL15QgomQjoWJn6cgSUTAR0rEx9OQJKJgI6Vqa+HAElEwEdK1NfjoCSiYCOlakvR0DJREDHytSXI6BkIqBjZerLEVAyEdCxMvXlCCiZCOhYmfpyBJRMBHSsTH05AkomAjpWpr4cASUTAR0rU1+OgJKJgI6VqS9HQMlEQMfK1JcjoGQioGNl6ssRUDIR0LEy9eUIKJkI6FiZ+nIElEwEdKxMfTkCSiYCOlamvhwBJRMBHStTX46AkomAjpWpL0dAyURAx8rUlyOgZCKgY2XqyxFQMhHQsTL15QgomQjoWJn6cgSUTAR0rEx9OQJKJgI6Vqa+HAElEwEdK1NfjoCSiYCOlakvR0DJREDHytSXI6BkIqBjZerLqTCgs5N3h4eHr07eB65rlMoR0LEy9eXUFtDjx5O1e6+HXt0olSOgY2Xqy6kroB8fTDbdfjZsA0apHAEdK1NfTlUBPT1oonl3unKn+cPej4O2YJTKEdCxMvXl1BTQP79dBPNp6wdvF0G99cuQTRilcgR0rEx9OTUF9KiTyyap94dswiiVI6BjZerLqSigs0eTyfYB++lk8tWQd+ONUjkCOlamvpyKArp4utk5Xu/72VWMUjkCOlamvhwBJRMBHStTX05FAV0cwu9tn7XkEH48BHSsTH05FQV0/rxTy+Zl0f0hmzBK5QjoWJn6cmoK6IeDRUHftH7wcdHPzpPSKxmlcgR0rEx9OTUFtDmPaVHM6ZPDxs+rM+kHncUkoAUJ6FiZ+nKqCuj8t4Otj3Lu/TBsA0apHAEdK1NfTl0Bnc9ethO693DoikxGqRwBHStTX05lAV2YHR++nE6nDw9fB9azM0rlCOhYmfpy6gvoToxSOQI6Vqa+HAElEwEdK1NfjoCSiYCOlakvp7KAzl5+d/ebf6xf/PRRzvEQ0LEy9eXUFdBfD7befRfQ8ZgwWjc9G5+vqgJ6dDEQ5x/pFNDxuME+cI2bno3PV00BbT7KefvpycmL5p+rbAroeNx0JLjcTc/G56umgB6dP/NsvltuVVABHY+bjgSXu+nZ+HxVFNDWivTNvy5bKqDjcdOR4HI3PRufr4oC2o7l+Tp2VwfUKH1KnzoKpLvp2fh8VRrQ86+TE9DxcBrTWJn6cmoNaPOO0t4zh/AjIqBjZerLqSigW9/KeTqZ3HojoOMhoGNl6supKKDNu/D7m3+89Z8COhoCOlamvpyaAtqcB3rv9/Wfny9f1BTQkRDQsTL15dQU0OUnkdq9fCGgIyKgY2Xqy6kqoM1Xemz0svmKDwEdCQEdK1NfTl0Bnc/efr+xDv3sxYGAjoSAjpWpL6eygO7KKJUjoGNl6ssRUDIR0LEy9eUIKJkI6FiZ+nIElEwEdKxMfTkCSiYCOlamvhwBJRMBHStTX46AkomAjpWpL6eigDYr2PVwHuhICOhYmfpyBJRMBHSsTH05FQV0+VVIAjpaAjpWpr6cmgK6XBH0/k5bMErlCOhYmfpyqgro9prKwxmlcgR0rEx9OXUFdPBXeGwzSuUI6FiZ+nIqC2jzRR67HMQbpXIEdKxMfTm1BXRxEL/LU1CjVI6AjpWpL6e2gM4/TKf/jF/bKJUjoGNl6supLqC7MUrlCOhYmfpyBJRMBHSsTH05AkomAjpWpr4cASUTAR0rU1+OgJKJgI6VqS9HQMlEQMfK1JcjoGQioGNl6ssRUDIR0LEy9eUIKJkI6FiZ+nIElEwEdKxMfTkCSiYCOlamvhwBJRMBHStTX46AkomAjpWpL0dAyURAx8rUlyOgZCKgY2XqyxFQMhHQsTL15QgomQjoWJn6cgSUTAR0rEx9OQJKJgI6Vqa+HAElEwEdK1NfjoCSiYCOlakvR0DJREDHytSXI6BkIqBjZerLEVAyEdCxMvXlCCiZCOhYmfpyBJRMBHSsTH05AkomAjpWpr4cASUTAR0rU1+OgJKJgI6VqS9HQMlEQMfK1JcjoGQioGNl6ssRUDIR0LEy9eUIKJkI6FiZ+nIElEwEdKxMfTkCSiYCOlamvhwBJRMBHStTX46AkomAjpWpL0dAyURAx8rUlyOgZCKgY2XqyxFQMpkwWjc9G58vASWTm44El7vp2fh8VRjQ2cm7w8PDVyfvA9c1SiQxKCSpLaDHj1v/Xb33eujV7RckMSgkqSugHx9sHZrcfjZsA/YLIJ+qAnp60ETz7nTlTvOHvR8HbUFAgXxqCuif3y6C+bT1g7eLoN76ZcgmBBTIp6aAHnVy2ST1/pBNCCiQT0UBnT2aTLYP2E8nk6+GvBsvoEA+FQV08XSzc7ze97OrCCiQj4ACBFUU0MUh/N72WUsO4SnCoJCkooDOn3dq2bwsuj9kE/YLkhgUktQU0A8Hi4K+af3g46KfnSelV7JfkMSgkKSmgDbnMS2KOX1y2Ph5dSb9oLOY7MhRmQEAAAhASURBVBekMSgkqSqg898Otj7KuffDsA3YL0hiUEhSV0Dns5fthO49HLoik/2CJAaFJJUFdGF2fPhyOp0+PHwdWM/OfkESg0KS+gK6E/sFSQwKSQQUugwKSSoMqBXpgXGoLaBWpAdGo66AWpEeGJGqAmpFemBMagqoFemBUakpoFakB0alooBakR4Yl4oCOnxB5UmPUveOz4pBIYmAQpdBIUlFAbUiPZ+MQSFJRQG1Ij2fjEEhSU0BtSI9n4pBIUlNAbUiPZ+KQSFJVQG1Ij2fiEEhSV0BtSI9n4ZBIUllAZ1bkZ5PwaCQpL6A7sR+AeQjoABBAgoQJKAAQQIKECSgAEECChBUUUCb5ed7DPpODwEliUEhiYBCl0EhSUUB7X6psYBSiEEhSU0BXS7/OWz1pW32C5IYFJJUFdDe75UbxH5BEoNCkroCes13IF3PfkESg0KSygLafAnSLgfx9guSGBSS1BbQxUH8Lk9B7RckMSgkqS2g8w/T6T/j17ZfkMSgkKS6gO7GfgHkI6AAQQIKECSgAEECChAkoABBAgoQJKDQZVBIIqDQZVBIIqDQZVBIIqDQZVBIIqDQZVBIIqDQZVBIIqDQZVBIIqDQZVBIIqDQZVBIIqAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKXQaFJAIKXQaFJAIKXQaFJAIKXQaFJAIKXQaFJAIKXQaFJAIKXQaFJAIKXQaFJAIKXQaFJAIKECSgAEECChAkoABBAgoQJKAAQQIKECSg0GVQSCKg0GVQSCKg0GVQSCKg0GVQSCKg0GVQSCKg0GVQSCKg0GVQSCKg0GVQSCKg0GVQSCKgAEEVBnR28u7w8PDVyfvAdQUUyKe2gB4/nqzdez306gIK5FNXQD8+mGy6/WzYBgQUyKeqgJ4eNNG8O1250/xh78dBWxBQIJ+aAvrnt4tgPm394O0iqLd+GbIJAQXyqSmgR51cNkm9P2QTAgrkU1FAZ48mk+0D9tPJ5Ksh78YLKEkMCkkqCuji6WbneL3vZ1exX5DEoJBEQKHLoJCkooAuDuH3ts9acghPEQaFJBUFdP68U8vmZdH9IZuwX5DEoJCkpoB+OFgU9E3rBx8X/ew8Kb2S/YIkBoUkNQW0OY9pUczpk8PGz6sz6QedxWS/II1BIUlVAZ3/drD1Uc69H4ZtwH5BEoNCkroCOp+9bCd07+HQFZnsFyQxKCSpLKALs+PDl9Pp9OHh68B6dvYLIJ/6AjrApMdN3yfg8yGgAEH1BnR2/Or3wVcSUCCf2gL67vBweSboamnlvb8PvLqAAvnUFdDVaUxfvT9bWnky8IOcAgrkVFVAj86qub9cWnm1Jv3+oC0IKJBPTQFtPsp5+8nPi4P3v519Aqkp6qDv9BBQkhgUktQU0LPFRJoVRM6feD63mAglGBSSVBTQixXpT9dLiCyelFrOjvwMCkkqCujF4smtVZQtqEwRBoUkAgpdBoUkFQX0YkX6xXG7Q3iKMigkqSigF+8YPV8vA3rkTSRKMCgkqSmgp4tw/vXk5MVkcnf9XNRpTBRgUEhSU0CXTz2XHz/69yKc9w4PHw/+KJL9giQGhSRVBXT2YrWO8rOLzyQNewvJfgHkVFVA5/Pjn+5+vVyG/tfVh+HvDVxUWUCBfCoL6Nrs3U/TJ4PXsxNQIJ9qAxojoEA+AgoQJKAAQQIKECSg0GVQSCKg0GVQSCKg0GVQSCKg0GVQSCKg0GVQSCKg0GVQSCKg0GVQSCKgVGbyObnpB5MdCSh1uenk5XXTjyY7ElCAIAEFCBJQgCABBQgSUIAgAQUIElCAIAEFCBJQgCABBQgSUIAgAQUIElCAIAEFCBJQgCABBQgSUIAgAQUIElCAIAEFCBJQgKAvLqAA+WRvVO4N5nTTDzbwecneqNwbBPhSCChAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBAkoQJCAAgQJKECQgAIECShAkIACBP1/kZ+C4riQnjwAAAAASUVORK5CYII=)
Outliers de la variable Tasa de cobertura
Universidad
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Tasa de cobertura
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La Rioja
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197.8
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Estadísticos descriptivos de la Tasa de cobertura de la demanda sobre la oferta
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Tasa de cobertura
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Min. : 73.6
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1st Qu.:106.0
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Median :120.7
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Mean :122.1
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3rd Qu.:137.9
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Max. :197.8
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Análisis por Universidad y Rama
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)
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)
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)
Tasa de cobertura, según Universidad y Rama
Calculamos el indicador Tasa de cobertura de la demanda sobre la ofera.
Tasa de cobertura de la demanda sobre la oferta, según Universidad Pública Presencial y Rama
Universidad
|
ArtHum
|
CCSSJJ
|
IngArq
|
% Demanda/Oferta
|
La Rioja
|
162.7
|
218.1
|
162.2
|
197.8
|
Carlos III de Madrid
|
63.3
|
189.6
|
126.9
|
163.6
|
Castilla-La Mancha
|
150.6
|
160.6
|
167.0
|
161.4
|
Pública de Navarra
|
152.0
|
168.1
|
129.4
|
152.0
|
Las Palmas de Gran Canaria
|
154.1
|
173.0
|
102.6
|
150.8
|
Salamanca
|
138.9
|
187.0
|
73.5
|
147.3
|
València (Estudi General)
|
126.4
|
155.5
|
70.2
|
144.8
|
País Vasco/Euskal Herriko Unibertsitatea
|
155.7
|
157.5
|
113.4
|
142.4
|
Murcia
|
123.9
|
145.3
|
166.2
|
142.3
|
Granada
|
151.5
|
135.4
|
145.5
|
140.0
|
Pompeu Fabra
|
107.0
|
151.9
|
117.3
|
139.2
|
Burgos
|
184.6
|
142.3
|
115.3
|
139.1
|
Politècnica de València
|
190.0
|
130.7
|
129.4
|
136.7
|
Pablo de Olavide
|
149.0
|
136.1
|
109.5
|
136.6
|
León
|
79.0
|
154.5
|
119.7
|
134.2
|
Málaga
|
131.3
|
136.7
|
124.9
|
132.7
|
Valladolid
|
100.4
|
141.7
|
121.3
|
130.7
|
Complutense de Madrid
|
138.0
|
126.4
|
149.5
|
130.3
|
Santiago de Compostela
|
113.9
|
139.5
|
116.3
|
130.1
|
Zaragoza
|
121.8
|
141.7
|
108.8
|
130.1
|
Sevilla
|
131.0
|
123.6
|
133.1
|
127.2
|
Barcelona
|
111.5
|
131.2
|
120.8
|
124.9
|
Autónoma de Barcelona
|
101.6
|
137.9
|
107.7
|
123.4
|
Politécnica de Madrid
|
88.0
|
214.5
|
117.7
|
120.7
|
Vigo
|
123.1
|
121.6
|
108.8
|
117.6
|
Illes Balears (Les)
|
89.5
|
117.6
|
139.3
|
117.1
|
Alicante
|
95.2
|
118.9
|
124.4
|
116.6
|
Autónoma de Madrid
|
115.4
|
112.5
|
138.8
|
115.5
|
A Coruña
|
51.4
|
144.2
|
88.5
|
115.0
|
Politécnica de Catalunya
|
172.5
|
98.2
|
115.3
|
114.5
|
Almería
|
57.6
|
134.5
|
86.0
|
113.3
|
La Laguna
|
116.3
|
117.4
|
82.3
|
108.6
|
Girona
|
92.1
|
108.5
|
112.3
|
107.3
|
Cantabria
|
67.7
|
128.1
|
86.2
|
107.2
|
Rovira i Virgili
|
97.6
|
108.9
|
107.1
|
107.0
|
Extremadura
|
78.6
|
120.4
|
78.0
|
105.0
|
Cádiz
|
76.6
|
107.7
|
102.5
|
102.7
|
Politécnica de Cartagena
|
NA
|
70.0
|
109.6
|
102.6
|
Lleida
|
87.6
|
109.3
|
87.5
|
99.3
|
Córdoba
|
99.8
|
105.5
|
77.0
|
96.8
|
Rey Juan Carlos
|
116.3
|
95.2
|
90.8
|
96.6
|
Oviedo
|
92.7
|
104.0
|
76.9
|
93.0
|
Alcalá
|
120.6
|
95.2
|
71.8
|
91.4
|
Jaén
|
72.3
|
92.0
|
82.7
|
87.6
|
Jaume I de Castellón
|
87.5
|
91.1
|
79.1
|
87.3
|
Miguel Hernández de Elche
|
86.4
|
94.0
|
70.3
|
86.9
|
Huelva
|
42.0
|
89.7
|
55.6
|
73.6
|
Notas de admisión al Grado
Análisis por CCAA
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)
Nota media de admisión de los estudiantes matriculados de nuevo acceso en enseñanzas universitarias oficiales, según Comunidad Autónoma
Comunidad Autónoma
|
Nota media de admisión
|
País Vasco
|
9.858
|
Madrid (Comunidad de)
|
9.837
|
Murcia (Región de)
|
9.779
|
Aragón
|
9.691
|
Navarra (Comunidad Foral de)
|
9.456
|
Galicia
|
9.409
|
Comunitat Valenciana
|
9.381
|
UUPPP
|
9.343
|
Andalucía
|
9.334
|
Cataluña
|
9.302
|
Cantabria
|
9.146
|
Extremadura
|
9.078
|
Castilla y León
|
8.720
|
Canarias
|
8.694
|
Castilla - La Mancha
|
8.670
|
Rioja (La)
|
8.204
|
Balears (Illes)
|
8.129
|
Asturias (Principado de)
|
7.993
|
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/Wn3t9W0CpwKCQpbOAzst5vvPAkftAqcKgkKWvgM7c+Psv/7E5BJ1/yqPwlGdQyNJdQJcWt9unv912HihVGBSydBTQWTFfPPny9jag86Ju7w7NYr8gi0EhS1cBXVhUdB3Qm7+O+2b7BVkMCln6C+jW9L9G5tN+QSaDQpaeAxpgvyCLQSGLgELKoJBFQAGCBBQgqPOAXv1c+MmAv3DjgPecgAIEvdcBTQkoUE7nAd15p84sAgqU03tARxJQoBwBhZRBIYuAQsqgkKXDgP754mxm3H2fa/YLshgUsvQW0Gf3t2ck3XgwOqL2C7IYFLL0FdA39/fO6vxszPt5XNgvyGRQyNJVQF/PX035xt07k8nJ3789vTMv6Kh3RLJfkMmgkKWngE4fzYL56/KD+SvRT5/Mgnpr1BL2C7IYFLL0FNCnmwPOWUEXT0CaH5I+HLOE/YIsBoUsHQV0fgC6ruX6rY2fjjwEtV9UNPTSA7Tg2JPxHusooLvPe599vDgYnR2Cel/4Rhy7Ehx27Nl4f/Ub0PX7ynkxkUZMJv+HJpn6evoK6OZNjGdHngLaGAFtlamvp6OAXjze3uG5fjzpfOSJTEapHgFtlamvp6eAzmq5fOho89Gz2+vPZDJK9Qhoq0x9PT0FdP4w/OTmP89++mb239kt97f3l/8dwSjVI6CtMvX19BTQZTGX5veGvv1i1tNfR61glOoR0FaZ+nq6CujF9MdVP+/N7/h8+8XJA8+Fb4aAtsrU19NXQGeePzn96ueR2dwySvUIaKtMfT3dBfTdGKV6BLRVpr4eAaUQAW2Vqa9HQClEQFtl6usRUAoR0FaZ+noElEIEtFWmvh4BpRABbZWpr0dAKURAW2Xq6xFQChHQVpn6egSUQgS0Vaa+HgGlEAFtlamvR0ApREBbZerrEVAKEdBWmfp6BJRCBLRVpr4eAaUQAW2Vqa9HQClEQFtl6usRUAoR0FaZ+noElEIEtFWmvh4BpRABbZWpr0dAKURAW2Xq6xFQChHQVpn6egSUQgS0Vaa+HgGlEAFtlamvR0ApREBbZerrEVAKEdBWmfp6BJRCBLRVpr4eAaUQAW2Vqa9HQClEQFtl6usRUAoR0FaZ+noElEIEtFWmvh4BpRABbZWpr0dAKWRCs449G+8vAaWQY0eCw449G+8vAaWQY0eCw449G+8vAaWQY0eCw449G+8vAaWQY0eCw449G+8vAaWQY0eCw449G+8vAaUQpzG1ytTXI6AUIqCtMvX1CCiFCGirTH09AkohAtoqU1+PgFKIgLbK1NcjoBQioK0y9fUIKIUIaKtMfT0CSiEC2ipTX4+AUoiAtsrU1yOgFCKgrTL19QgohQhoq0x9PQJKIQLaKlNfj4BSiIC2ytTXI6AUIqCtMvX1CCiFCGirTH09AkohAtoqU1+PgFKIgLbK1NcjoBQioK0y9fUIKIUIaKtMfT0CSiEC2ipTX4+AUoiAtsrU1yOgFCKgrTL19QgohQhoq0x9PQJKIQLaKlNfj4BSiIC2ytTXI6AUIqCtMvX1CCiFCGirTH09AkohAtoqU1+PgFKIgLbK1NcjoBQioK0y9fUIKIUIaKtMfT0CSiEC2ipTX4+AUoiAtsrU1yOgFCKgrTL19QgohQhoq0x9PQJKIQLaKlNfj4BSiIC2ytTXI6AUIqCtMvX1CCiFCGirTH09AkohAtoqU1+PgFKIgLbK1NcjoBQioK0y9fUIKIUIaKtMfT0CSiEC2ipTX4+AUoiAtsrU1yOgFCKgrTL19QgohQhoq0x9PQJKIQLaKlNfj4BSiIC2ytTXI6AUIqCtMvX1CCiFCGirTH09AkohAtoqU1+PgFKIgLbK1NcjoBQioK0y9fUIKIUIaKtMfT0CSiEC2ipTX4+AUoiAtsrU1yOgFCKgrTL19QgohQhoq0x9PQJKIQLaKlNfj4BSiIC2ytTXI6AUIqCtMvX1CCiFCGirTH09AkohAtoqU1+PgFKIgLbK1NcjoBQioK0y9fUIKIUIaKtMfT0CSiEC2ipTX4+AUoiAtsrU1yOgFCKgrTL19QgohQhoq0x9PQJKIQLaKlNfT4cBnb58fnZ29vPLV4HvNUr1CGirTH09vQX0xTeTrXu/jP12o1SPgLbK1NfTV0Df3J9cdvOHcQsYpXoEtFWmvp6uAnp+ex7Nu6dLd+b/OHk4agWjVI+AtsrU19NTQN9+MQvm9zufeDYL6kf/GrOEUapHQFtl6uvpKaBPk1zOk/r5mCWMUj0C2ipTX09HAZ0+mkz2b7CfTyYfj3k03ijVI6CtMvX1dBTQ2eFmcnt96HNXMUr1CGirTH09AkohAtoqU19PRwGd3YQ/2T9ryU34dghoq0x9PR0F9OJxUsv53aK3xixhlOoR0FaZ+np6Cujr27OC/rrziTezfiYHpVcySvUIaKtMfT09BXR+HtOsmKffnc39tDyTftRZTAJakYC2ytTX01VAL36/vfdUzpOvxy1glOoR0FaZ+nr6CujF9MluQk8ejH1FJqNUj4C2ytTX01lAZ6Yvzp6cnp4+OPsl8Hp2RqkeAW2Vqa+nv4C+E6NUj4C2ytTXI6AUIqCtMvX1CCiFCGirTH09AkohAtoqU19P5wG9+rnwkwF/4cZ9YAS0Vaa+HgGlEAFtlamv570OaMoo1SOgrTL19XQe0Is/X/4x5uJGqR4BbZWpr6f3gI5klOoR0FaZ+noElEIEtFWmvh4BpRABbZWpr6fDgP75Yv5qduPu+1wzSvUIaKtMfT29BfTZ/e0ZSTcejI6oUapHQFtl6uvpK6Bv7u+d1fnZyFdkMkr1CGirTH09XQV0/p4ekxt370wmJ3//dvmC9KPeUk5AaxLQVpn6enoK6Pwt5BbvibR6f87FqyuPek85Aa1IQFtl6uvpKaBPNwecs4IunoA0PyR9OGYJo1SPgLbK1NfTUUDnB6DrWp6v3k3uqbc1boaAtsrU19NRQHef9z77eHEwOjsEHXUvqFGqR0BbZerr6Tegi4+9mEg7BLRVpr6evgI6f+hoYXbkKaCNEdBWmfp6OgroxePtHZ7rx5POR57IZJTqEdBWmfp6egrorJbLh442Hz27vf5MJqNUj4C2ytTX01NA5w/DT27+8+ynb2b/nd1yf3t/+d8RjFI9AtoqU19PTwFdFnNpfm/o2y9mPf111ApGqR4BbZWpr6ergF5Mf1z18978js+3X5w88Fz4Zghoq0x9PX0FdOb5k9Ovfh6ZzS2jVI+AtsrU19NdQN+NUapHQFtl6usRUAoR0FaZ+noElEIEtFWmvh4BpRABbZWpr0dAKURAW2Xq6xFQChHQVpn6egSUQgS0Vaa+HgGlEAFtlamvR0ApREBbZerrEVAKEdBWmfp6BJRCBLRVpr4eAaUQAW2Vqa9HQClEQFtl6usRUAoR0FaZ+noElEIEtFWmvh4BpRABbZWpr0dAKURAW2Xq6xFQChHQVpn6egSUQgS0Vaa+HgGlEAFtlamvR0ApREBbZerrEVAKEdBWmfp6BJRCBLRVpr4eAaUQAW2Vqa9HQClEQFtl6usRUAoR0FaZ+noElEIEtFWmvh4BpRABbZWpr0dAKURAW2Xq6xFQChHQVpn6egSUQgS0Vaa+HgGlEAFtlamvR0ApREBbZerrEVAKEdBWmfp6BJRCBLRVpr4eAaUQAW2Vqa9HQClEQFtl6usRUAoR0FaZ+noElEIEtFWmvh4BpRABbZWpr0dAKURAW2Xq6xFQChHQVpn6egSUQgS0Vaa+HgGlEAFtlamvR0ApREBbZerrEVAKEdBWmfp6BJRCBLRVpr4eAaUQAW2Vqa9HQClEQFtl6usRUAoR0FaZ+noElEIEtFWmvh4BpRABbZWpr0dAKURAW2Xq6xFQChHQVpn6egSUQgS0Vaa+HgGlEAFtlamvR0ApREBbZerrEVAKEdBWmfp6BJRCBLRVpr4eAaUQAW2Vqa9HQClEQFtl6usRUAoR0FaZ+noElEIEtFWmvh4BpRABbZWpr0dAKURAW2Xq6xFQChHQVpn6egSUQgS0Vaa+HgGlEAFtlamvR0ApREBbZerrEVAKmdCsY8/G+0tAKeTYkeCwY8/G+0tAIWVQyCKgkDIoZBFQSBkUsggoQJCAAgQJKECQgAIECShAkIACBAkoQJCAQsqgkEVAIWVQyCKgkDIoZBFQSBkUsggopAwKWQQUUgaFLAIKKYNCFgGFlEEhi4BCyqCQRUABggQUIEhAAYIEFCBIQAGCBBQgSEABggQUUgaFLAIKKYNCFgGFlEEhi4BCyqCQRUAhZVDIIqCQMihkEVBIGRSyCCikDApZBBRSBoUsAgoQ1GtAp8/Pfv5j/LcJKFBOTwH98+U6mc/uT+ZOPns1cgkBBcrpKKBvv5h89K/5B9MfJ2snD8etIaBAOT0G9PG8nJ+enn45T+i4ggooUE6HAT2fZXN52/3No8mqqbkEFCinw4DODkBvrT41nRX08zFrCChQTn8BnUdzc7t9djT68ZgHkgSULAaFLP0FdHNX6M7nstkvyGJQyCKgkDIoZOkvoBePJyc/rD/3+raAUoFBIUtnAZ2X83zngSP3gVKFQSFLXwGdufH3X/5jcwg6/5RH4SnPoJClu4AuLW63T3+77TxQqjAoZOkooLNivnjy5e1tQOdF3d4dmsV+QRaDQpauArqwqOg6oDd/HffN9guyGBSy9BfQrel/jcyn/QIoqeeABggoUI6AAgQJKECQgAIEdR7Qq58LPxnwF24c8J4TUICg9zqgKQEli0EhS+cB3Xmnziz2C7IYFLL0HtCR7BdkMShkEVBIGRSyCCikDApZ+g3o9MXPo+7+XLBfkMWgkKW3gD4/O1u8gsib+/Nzkk7+MfLb7RdkMShk6Sugvy9eDfTjVxfnt1endY56Qw/7BZkMClm6CujTVTVvLV5K+fT0zvzjUSvYL8hiUMjSU0Bfzw47b3730+zG+99Wb4U0L+rDMUvYL4Byegro4+Ut9umj7YHn45GHoAIKlNNRQOfhXBxunm/fCml2UOptjYEj6Sigm+e97zwB3nPhgeMRUICgjgI6uwm/vOU+u93uJjxwfB0FdPOI0ey/ywfhFw/DexAJOJKeAno+C+dnL1/+OJnc3R6LOo2JCgwKWXoK6OLQc/H0o3/Pwnnv7Oyb0U9Fsl+QxaCQpauATn9c9HN29Ll+TtK4h5DsF2QyKGTpKqAXFy++vfvJg/kx52/LJ8PfG/dUePsFeQwKWToL6Nb0+ben341+PTv7BVkMClm6DWiM/YIsBoUsAgopg0IWAYWUQSGLgELKoJBFQAGCBBQgSEABggQUIEhAAYIEFCBIQAGCBBRSBoUsAgopg0IWAYWUQSGLgELKoJBFQCFlUMgioJAyKGQRUEgZFLIIKKQMClkEFFIGhSwCChAkoABBAgoQJKAAQQIKECSgAEECChAkoJAyKGQRUEgZFLIIKKQMClkEFFIGhSwCCimDQhYBhZRBIYuAQsqgkEVAIWVQyCKgkDIoZBFQgCABBQgSUIAgAQUIElCAIAEFCBJQgCABhZRBIYuAQsqgkEVAIWVQyCKgkDIoZBFQSBkUsggopAwKWQQUUgaFLAIKKYNCFgGFlEEhi4ACBAkoQJCAAgQJKECQgAIECShAkIACBAkopAwKWQQUUgaFLAIKKYNCFgGFlEEhi4BCyqCQRUAhZVDIIqCQMihkEVBIGRSyCCikDApZBBQgSEABggQUIEhAAYIEFCBIQAGCBBQgSEAhZVDIIqCQMihkEVBIGRSyCCikDApZBBRSBoUsAgopg0IWAYWUQSGLgELKoJBFQCFlUMgioABBAgoQJKAAQQIKECSgAEECChAkoABBAgopg0IWAYWUQSGLgELKoJBFQCFlUMgioJAyKGQRUEgZFLIIKKQMClkEFFIGhSwCCimDQhYBBQgSUIAgAQUIElCAIAEFCBJQgCABBQgSUEgZFLJ0GNDpy+dnZ2c/v3wV+F77BVkMCll6C+iLbyZb934Z++32C7IYFLL0FdA39yeX3fxh3AL2C7IYFLJ0FdDz2/No3j1dujP/x8nDUSvYL8hiUMjSU0DffjEL5vc7n3g2C+pH/xqzhP2CLAaFLD0F9GmSy3lSPx+zhP2CLAaFLB0FdPpoMtm/wX4+mXw85tF4+wVZDApZOgro7HAzub0+9Lmr2C/IYlDIIqAAQR0FdHYT/mT/rCU34YHj6SigF4+TWs7vFr01ZgkBBcrpKaCvb88K+uvOJ97M+pkclF5JQIFyegro/DymWTFPvzub+2l5Jv2os5gEFCioq4Be/H5776mcJ1+PW0BAgXL6CujF9MluQk8ejH1FJgEFyuksoDPTF2dPTk9PH+fLpL8AAAR1SURBVJz9Eng9OwEli0EhS38BfSf2C7IYFLIIKKQMClkEFFIGhSwCCimDQpbOA3r1c+EnA/7CjaNfBoUsAgopg0KW9zqgKftF/4b+t9itY1+ZvKPOA3rx58s/xlzcxHbv2Mkr69jXJu+o94COZGKBcgQUIEhAAYL6Dej0xc+j7v5cEFCgnN4C+vzsbPGSym/uz++CP/nHyG8XUKCcvgK6fD3Qj19dnK9f1W7UOyIJKFBSVwF9uqrmrbdfzF+ZfvGS9KPeEklAgYJ6Cuj8PZFufvfT7Mb731Zv5TEv6sMxSwgoUE5PAV29K+f8rTjXB56PvSsncDQdBXQezsXh5vn2vThnB6XeFx44ko4Cunne+84T4D0XHjgeAQUI6iigs5vwy1vus9vtbsIDx9dRQDePGM3+u3wQfvEwvAeRgCPpKaDns3B+9vLlj5PJ3e2xqNOYgGPpKaCLQ8/F04/+PQvnvbOzb0Y/FUlAgXK6Cuj0x0U/Z0ef6+ckjXsISUCBkroK6MXFi2/vfvJgfsz52/LJ8PfGPRVeQIGCOgvo1vT5t6ffjX49OwEFyuk2oDECCpQjoABBH1xAAcop3qjSC5Z07CsbeL8Ub1TpBQE+FAIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEECChAkoABBAgoQJKAAQQIKECSgAEH/H9z5YTuJeuNgAAAAAElFTkSuQmCC)
Estadísticos descriptivos de la Nota media de admisión
|
Tasa de cobertura
|
|
Min. :7.993
|
|
1st Qu.:8.701
|
|
Median :9.318
|
|
Mean :9.113
|
|
3rd Qu.:9.445
|
|
Max. :9.858
|
Análisis por CCAA y Rama
Nota media de admisión de los estudiantes matriculados de nuevo acceso en enseñanzas universitarias oficiales, según Comunidad Autónoma y Rama
CCAA
|
ArtHum
|
CCSSJJ
|
IngArq
|
Nota admisión
|
País Vasco
|
9.474
|
9.400
|
9.346
|
9.858
|
Madrid (Comunidad de)
|
9.289
|
9.437
|
9.999
|
9.837
|
Murcia (Región de)
|
9.425
|
9.448
|
9.393
|
9.779
|
Aragón
|
9.240
|
9.096
|
9.651
|
9.691
|
Navarra (Comunidad Foral de)
|
9.379
|
9.025
|
9.103
|
9.456
|
Galicia
|
9.042
|
8.863
|
9.256
|
9.409
|
Comunitat Valenciana
|
9.668
|
9.068
|
8.995
|
9.381
|
UUPPP
|
9.081
|
8.879
|
9.196
|
9.343
|
Andalucía
|
9.445
|
8.770
|
9.149
|
9.334
|
Cataluña
|
8.613
|
9.145
|
9.004
|
9.302
|
Cantabria
|
9.406
|
8.730
|
8.475
|
9.146
|
Extremadura
|
9.270
|
8.516
|
8.327
|
9.078
|
Castilla y León
|
8.570
|
7.833
|
8.757
|
8.720
|
Canarias
|
8.599
|
8.052
|
8.144
|
8.694
|
Castilla - La Mancha
|
8.104
|
8.000
|
8.508
|
8.670
|
Rioja (La)
|
8.315
|
7.552
|
8.349
|
8.204
|
Balears (Illes)
|
7.613
|
7.604
|
8.199
|
8.129
|
Asturias (Principado de)
|
7.605
|
7.377
|
7.914
|
7.993
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Análisis por Universidad
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)
Nota media de admisión de los estudiantes matriculados de nuevo acceso en enseñanzas universitarias oficiales, según Universidad Pública Presencial
Universidad
|
Nota media de admisión
|
Carlos III de Madrid
|
11.507
|
Autónoma de Madrid
|
10.291
|
Santiago de Compostela
|
10.145
|
Politécnica de Madrid
|
9.999
|
Pompeu Fabra
|
9.969
|
Murcia
|
9.909
|
València (Estudi General)
|
9.884
|
País Vasco/Euskal Herriko Unibertsitatea
|
9.858
|
Sevilla
|
9.792
|
Complutense de Madrid
|
9.756
|
Zaragoza
|
9.691
|
Politècnica de València
|
9.647
|
Granada
|
9.587
|
Barcelona
|
9.586
|
Autónoma de Barcelona
|
9.501
|
Pública de Navarra
|
9.456
|
Pablo de Olavide
|
9.385
|
Málaga
|
9.364
|
UUPPP
|
9.343
|
Córdoba
|
9.323
|
Alcalá
|
9.276
|
Rey Juan Carlos
|
9.159
|
Cantabria
|
9.146
|
Politécnica de Catalunya
|
9.135
|
Cádiz
|
9.115
|
Extremadura
|
9.078
|
Salamanca
|
9.067
|
A Coruña
|
9.064
|
Alicante
|
8.985
|
León
|
8.980
|
Lleida
|
8.914
|
Jaume I de Castellón
|
8.868
|
Politécnica de Cartagena
|
8.863
|
La Laguna
|
8.808
|
Vigo
|
8.795
|
Almería
|
8.722
|
Castilla-La Mancha
|
8.670
|
Valladolid
|
8.582
|
Las Palmas de Gran Canaria
|
8.573
|
Girona
|
8.537
|
Rovira i Virgili
|
8.501
|
Miguel Hernández de Elche
|
8.425
|
La Rioja
|
8.204
|
Huelva
|
8.143
|
Illes Balears (Les)
|
8.129
|
Jaén
|
8.125
|
Oviedo
|
7.993
|
Burgos
|
7.668
|
![](data:image/png;base64,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)
Outliers de la variable Nota media de admisión
Universidad
|
Nota media de admisión
|
Carlos III de Madrid
|
11.507
|
Estadísticos descriptivos de la Nota media de admisión
|
Tasa de cobertura
|
|
Min. : 7.668
|
|
1st Qu.: 8.709
|
|
Median : 9.125
|
|
Mean : 9.157
|
|
3rd Qu.: 9.602
|
|
Max. :11.507
|
Análisis por Universidad y Rama
Nota media de admisión de los estudiantes matriculados de nuevo acceso en enseñanzas universitarias oficiales, según Universidad Pública Presencial y Rama
Universidad
|
ArtHum
|
CCSSJJ
|
IngArq
|
Nota admisión
|
Carlos III de Madrid
|
9.787
|
11.782
|
11.126
|
11.507
|
Autónoma de Madrid
|
9.231
|
9.964
|
10.479
|
10.291
|
Santiago de Compostela
|
9.362
|
9.250
|
9.972
|
10.145
|
Politécnica de Madrid
|
8.564
|
9.754
|
10.039
|
9.999
|
Pompeu Fabra
|
8.725
|
10.439
|
9.336
|
9.969
|
Murcia
|
9.425
|
9.504
|
10.407
|
9.909
|
València (Estudi General)
|
9.662
|
9.624
|
8.222
|
9.884
|
País Vasco/Euskal Herriko Unibertsitatea
|
9.474
|
9.400
|
9.346
|
9.858
|
Sevilla
|
9.372
|
9.150
|
9.709
|
9.792
|
Complutense de Madrid
|
9.314
|
9.199
|
10.198
|
9.756
|
Zaragoza
|
9.240
|
9.096
|
9.651
|
9.691
|
Politècnica de València
|
10.334
|
9.556
|
9.459
|
9.647
|
Granada
|
9.841
|
8.863
|
9.644
|
9.587
|
Barcelona
|
8.682
|
9.122
|
9.780
|
9.586
|
Autónoma de Barcelona
|
8.724
|
9.458
|
8.417
|
9.501
|
Pública de Navarra
|
9.379
|
9.025
|
9.103
|
9.456
|
Pablo de Olavide
|
10.885
|
9.148
|
7.873
|
9.385
|
Málaga
|
9.126
|
9.056
|
9.260
|
9.364
|
Córdoba
|
9.297
|
8.542
|
8.422
|
9.323
|
Alcalá
|
9.074
|
8.599
|
8.155
|
9.276
|
Rey Juan Carlos
|
9.390
|
8.848
|
9.592
|
9.159
|
Cantabria
|
9.406
|
8.730
|
8.475
|
9.146
|
Politécnica de Catalunya
|
10.097
|
7.315
|
9.282
|
9.135
|
Cádiz
|
9.249
|
8.423
|
8.882
|
9.115
|
Extremadura
|
9.270
|
8.516
|
8.327
|
9.078
|
Salamanca
|
9.030
|
8.224
|
8.279
|
9.067
|
A Coruña
|
8.327
|
8.963
|
9.021
|
9.064
|
Alicante
|
9.320
|
8.695
|
8.854
|
8.985
|
León
|
8.597
|
8.222
|
9.078
|
8.980
|
Lleida
|
8.331
|
8.379
|
7.945
|
8.914
|
Jaume I de Castellón
|
9.604
|
8.777
|
8.132
|
8.868
|
Politécnica de Cartagena
|
NA
|
8.202
|
8.991
|
8.863
|
La Laguna
|
8.531
|
8.122
|
8.163
|
8.808
|
Vigo
|
8.759
|
8.383
|
9.211
|
8.795
|
Almería
|
8.511
|
8.392
|
8.306
|
8.722
|
Castilla-La Mancha
|
8.104
|
8.000
|
8.508
|
8.670
|
Valladolid
|
7.785
|
7.524
|
9.102
|
8.582
|
Las Palmas de Gran Canaria
|
8.712
|
7.991
|
8.130
|
8.573
|
Girona
|
8.073
|
8.415
|
8.220
|
8.537
|
Rovira i Virgili
|
7.816
|
8.109
|
8.331
|
8.501
|
Miguel Hernández de Elche
|
7.700
|
7.656
|
7.498
|
8.425
|
La Rioja
|
8.315
|
7.552
|
8.349
|
8.204
|
Huelva
|
8.046
|
8.012
|
7.744
|
8.143
|
Illes Balears (Les)
|
7.613
|
7.604
|
8.199
|
8.129
|
Jaén
|
8.361
|
7.660
|
8.105
|
8.125
|
Oviedo
|
7.605
|
7.377
|
7.914
|
7.993
|
Burgos
|
7.138
|
7.275
|
8.083
|
7.668
|
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)
Outliers de la variable Nota media de admisión
Universidad
|
Rama
|
Nota media de admisión
|
Carlos III de Madrid
|
CienciasSocialesJuridicas
|
11.782
|
Resumen de Indicadores
Comunidades Autónomas
Tabla de indicadores, según Comunidad Autónoma
CCAA
|
% Demanda/Oferta
|
Nota media de admisión
|
Rioja (La)
|
197.8
|
8.204
|
Castilla - La Mancha
|
161.4
|
8.670
|
Navarra (Comunidad Foral de)
|
152.0
|
9.456
|
País Vasco
|
142.4
|
9.858
|
Castilla y León
|
138.7
|
8.720
|
Murcia (Región de)
|
134.7
|
9.779
|
Canarias
|
130.9
|
8.694
|
Aragón
|
130.1
|
9.691
|
Comunitat Valenciana
|
124.0
|
9.381
|
Galicia
|
120.8
|
9.409
|
Andalucía
|
120.0
|
9.334
|
Cataluña
|
119.5
|
9.302
|
Madrid (Comunidad de)
|
118.2
|
9.837
|
Balears (Illes)
|
117.1
|
8.129
|
Cantabria
|
107.2
|
9.146
|
Extremadura
|
105.0
|
9.078
|
Asturias (Principado de)
|
93.0
|
7.993
|
Universidades Públicas Presenciales
Tabla de indicadores, según Universidad Pública Presencial
Universidad
|
% Demanda/Oferta
|
Nota media de admisión
|
La Rioja
|
197.8
|
8.204
|
Carlos III de Madrid
|
163.6
|
11.507
|
Castilla-La Mancha
|
161.4
|
8.670
|
Pública de Navarra
|
152.0
|
9.456
|
Las Palmas de Gran Canaria
|
150.8
|
8.573
|
Salamanca
|
147.3
|
9.067
|
València (Estudi General)
|
144.8
|
9.884
|
País Vasco/Euskal Herriko Unibertsitatea
|
142.4
|
9.858
|
Murcia
|
142.3
|
9.909
|
Granada
|
140.0
|
9.587
|
Pompeu Fabra
|
139.2
|
9.969
|
Burgos
|
139.1
|
7.668
|
Politècnica de València
|
136.7
|
9.647
|
Pablo de Olavide
|
136.6
|
9.385
|
León
|
134.2
|
8.980
|
Málaga
|
132.7
|
9.364
|
Valladolid
|
130.7
|
8.582
|
Complutense de Madrid
|
130.3
|
9.756
|
Santiago de Compostela
|
130.1
|
10.145
|
Zaragoza
|
130.1
|
9.691
|
Sevilla
|
127.2
|
9.792
|
Barcelona
|
124.9
|
9.586
|
Autónoma de Barcelona
|
123.4
|
9.501
|
Politécnica de Madrid
|
120.7
|
9.999
|
Vigo
|
117.6
|
8.795
|
Illes Balears (Les)
|
117.1
|
8.129
|
Alicante
|
116.6
|
8.985
|
Autónoma de Madrid
|
115.5
|
10.291
|
A Coruña
|
115.0
|
9.064
|
Politécnica de Catalunya
|
114.5
|
9.135
|
Almería
|
113.3
|
8.722
|
La Laguna
|
108.6
|
8.808
|
Girona
|
107.3
|
8.537
|
Cantabria
|
107.2
|
9.146
|
Rovira i Virgili
|
107.0
|
8.501
|
Extremadura
|
105.0
|
9.078
|
Cádiz
|
102.7
|
9.115
|
Politécnica de Cartagena
|
102.6
|
8.863
|
Lleida
|
99.3
|
8.914
|
Córdoba
|
96.8
|
9.323
|
Rey Juan Carlos
|
96.6
|
9.159
|
Oviedo
|
93.0
|
7.993
|
Alcalá
|
91.4
|
9.276
|
Jaén
|
87.6
|
8.125
|
Jaume I de Castellón
|
87.3
|
8.868
|
Miguel Hernández de Elche
|
86.9
|
8.425
|
Huelva
|
73.6
|
8.143
|
Universidades de Madrid
Tabla de indicadores de las Universidades de Madrid
Universidad
|
% Demanda/Oferta
|
Nota media de admisión
|
Carlos III de Madrid
|
163.6
|
11.507
|
Complutense de Madrid
|
130.3
|
9.756
|
Politécnica de Madrid
|
120.7
|
9.999
|
UM
|
118.2
|
9.837
|
Autónoma de Madrid
|
115.5
|
10.291
|
Rey Juan Carlos
|
96.6
|
9.159
|
Alcalá
|
91.4
|
9.276
|
Universidades de la Alianza 4 Universidades
Tabla de indicadores de la Alianza 4 Universidades
Universidad
|
% Demanda/Oferta
|
Nota media de admisión
|
Carlos III de Madrid
|
163.6
|
11.507
|
Pompeu Fabra
|
139.2
|
9.969
|
A4U
|
133.9
|
|
Autónoma de Barcelona
|
123.4
|
9.501
|
Autónoma de Madrid
|
115.5
|
10.291
|
Cuadro resumen
Tabla de indicadores
Universidad
|
% Demanda/Oferta
|
Nota de admisión
|
Carlos III de Madrid
|
163.6
|
11.507
|
A4U
|
133.9
|
|
UUPPP
|
123.7
|
9.343
|
UM
|
118.2
|
9.837
|