{"id":1611,"date":"2013-01-26T16:54:40","date_gmt":"2013-01-26T15:54:40","guid":{"rendered":"https:\/\/meteobinefar.binefar.es\/?p=1611"},"modified":"2013-01-26T16:54:40","modified_gmt":"2013-01-26T15:54:40","slug":"resumen-2012-2a-parte","status":"publish","type":"post","link":"https:\/\/meteobinefar.iesbinefar.es\/index.php\/2013\/01\/26\/resumen-2012-2a-parte\/","title":{"rendered":"Resumen 2012 (2\u00aa parte)"},"content":{"rendered":"<p>Con un poco de retraso a\u00f1ado otros datos menores respecto al resumen de 2012 de la estaci\u00f3n de Bin\u00e9far.<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" alt=\"\" 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\" width=\"328\" height=\"282\" \/><\/p>\n<p style=\"text-align: justify;\">Aparte de la temperatura media de <strong>14, 8 \u00b0C<\/strong> que caracteriza el a\u00f1o como muy c\u00e1lido, el resumen de temperaturas desprende hechos significativos como el incremento de d\u00edas con temp. media <span style=\"color: #ff0000;\"><strong>&gt; 18\u00b0C<\/strong><\/span>, del orden del <strong><span style=\"color: #ff0000;\">20%<\/span><\/strong> respecto de la media normalizada, que ya viene siendo habitual en los \u00faltimos a\u00f1os. Tambi\u00e9n destaca el n\u00ba de heladas, <span style=\"color: #3366ff;\"><strong>70 (+15%)<\/strong><\/span>, causada fundamentalmente por la intensa ola de fr\u00edo de febrero que dej\u00f3 una m\u00ednima de <strong><span style=\"color: #3366ff;\">-10,3\u00b0C<\/span><\/strong>. En contraposici\u00f3n, el verano tambi\u00e9n depar\u00f3 hasta <span style=\"color: #ff0000;\"><strong>84 d\u00edas<\/strong><\/span> por encima de<strong><span style=\"color: #ff0000;\"> 30\u00b0C<\/span><\/strong> y <strong><span style=\"color: #ff0000;\">20<\/span><\/strong>\u00a0 por encima de <strong>35\u00b0C<\/strong>, cifras algo superiores a lo normal.<\/p>\n<p><img decoding=\"async\" class=\"aligncenter\" alt=\"\" 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\" \/><\/p>\n<p style=\"text-align: justify;\">En cuanto a la precipitaci\u00f3n, recordar de nuevo el extra\u00f1o caso de Bin\u00e9far donde el a\u00f1o ha sido muy h\u00famedo con <strong>468,1 mm<\/strong> y <strong><span style=\"color: #0000ff;\">76<\/span> <\/strong>d\u00edas de precipitaci\u00f3n apreciable (&gt;=0,1 mm), de los cuales <strong><span style=\"color: #0000ff;\">7<\/span><\/strong> fueron episodios intensos de m\u00e1s de <span style=\"color: #0000ff;\"><strong>30<\/strong> <strong>mm<\/strong><\/span> lo que supone la mitad del registro anual. Digo extra\u00f1o porque ninguna estaci\u00f3n de la comarca se\u00a0 ha acercado ni de lejos a estos registros.<\/p>\n<p style=\"text-align: justify;\">En el polo opuesto la sequ\u00eda de comienzos de a\u00f1o que era continuaci\u00f3n de la del final de 2011 que bati\u00f3 todos los r\u00e9cord con <strong><span style=\"color: #ff0000;\">119 d\u00edas<\/span><\/strong> sin precipitaciones significativas (alguna hubo, pero fueron dep\u00f3sitos de roc\u00edo y niebla).<\/p>\n<p><img decoding=\"async\" class=\"aligncenter\" alt=\"\" src=\"data:image\/png;base64,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\" \/><\/p>\n<p style=\"text-align: justify;\">En cuanto a los meteoros nada destacable y todo dentro de los par\u00e1metros normales.<\/p>\n<p><img decoding=\"async\" class=\"aligncenter\" alt=\"\" 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\" \/><\/p>\n<p style=\"text-align: justify;\">En el mes a mes se puede observar por un lado, en la comparativa de precipitaci\u00f3n, la sequ\u00eda de principio de a\u00f1o y los meses equinocciales con abundante superavit (bueno, en oto\u00f1o solo octubre, aunque suficiente para compensar); en cuanto a las temperaturas, todos los meses resultaron an\u00f3malos por encima excepto febrero donde la anomal\u00eda negativa fue de r\u00e9cord.<\/p>\n<p style=\"text-align: justify;\">Seguramente, a partir del a\u00f1o que viene la referencia pasar\u00e1 a ser del periodo 1981-2010, y como vamos con temperaturas increscendo la caracterizaci\u00f3n se ira volviendo m\u00e1s normal. En cuanto a las precipitaciones todav\u00eda se recoger\u00e1 el periodo seco de la d\u00e9cada de los 80&#8242; por lo que es posible que no cambie mucho dicha caracterizaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Cuando tengamos preparados los datos normalizados de este periodo comentaremos los cambios.<\/p>\n<p style=\"text-align: justify;\">\n","protected":false},"excerpt":{"rendered":"<p>Con un poco de retraso a\u00f1ado otros datos menores respecto al resumen de 2012 de la estaci\u00f3n de Bin\u00e9far. Aparte de la temperatura media de 14, 8 \u00b0C que caracteriza el a\u00f1o como muy c\u00e1lido, el resumen de temperaturas desprende hechos significativos como el incremento de d\u00edas con temp. media &gt; 18\u00b0C, del orden del <a href=\"https:\/\/meteobinefar.iesbinefar.es\/index.php\/2013\/01\/26\/resumen-2012-2a-parte\/\"><b>&#8230;Read the Rest<\/b><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":[],"categories":[5],"tags":[],"jetpack_featured_media_url":"","yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v15.4 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/meteobinefar.iesbinefar.es\/index.php\/2013\/01\/26\/resumen-2012-2a-parte\/\" \/>\n<meta property=\"og:locale\" content=\"es_ES\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Resumen 2012 (2\u00aa parte) - Meteobinefar\" \/>\n<meta property=\"og:description\" content=\"Con un poco de retraso a\u00f1ado otros datos menores respecto al resumen de 2012 de la estaci\u00f3n de Bin\u00e9far. Aparte de la temperatura media de 14, 8 \u00b0C que caracteriza el a\u00f1o como muy c\u00e1lido, el resumen de temperaturas desprende hechos significativos como el incremento de d\u00edas con temp. media &gt; 18\u00b0C, del orden del ...Read the Rest\" \/>\n<meta property=\"og:url\" content=\"https:\/\/meteobinefar.iesbinefar.es\/index.php\/2013\/01\/26\/resumen-2012-2a-parte\/\" \/>\n<meta property=\"og:site_name\" content=\"Meteobinefar\" \/>\n<meta property=\"article:published_time\" content=\"2013-01-26T15:54:40+00:00\" \/>\n<meta property=\"og:image\" content=\"\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Escrito por\">\n\t<meta name=\"twitter:data1\" content=\"e-tecnia\">\n\t<meta name=\"twitter:label2\" content=\"Tiempo de lectura\">\n\t<meta name=\"twitter:data2\" content=\"2 minutos\">\n<script type=\"application\/ld+json\" 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