<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-4469708353247871888</id><updated>2025-10-05T00:47:44.189-07:00</updated><category term="abedul"/><category term="abejas"/><category term="abric"/><category term="antepasado"/><category term="antiguo"/><category term="ao"/><category term="ardipithecus"/><category term="biologia"/><category term="carne"/><category term="cera"/><category term="colchón prehistórico&#xa;homo sapiens plantas&#xa;cueva de sibudu&#xa;sibudu cave"/><category term="cuaternario"/><category term="el último neandertal"/><category term="enfermedad más antigua"/><category term="especie"/><category term="fosilización"/><category term="fósil madera"/><category term="gaylord"/><category term="homo erectus"/><category term="homínido"/><category term="koobi fora"/><category term="lago turkana"/><category term="madera prehistoria"/><category term="mayr"/><category term="nature"/><category term="neandertal"/><category term="paleontologo"/><category term="pegamento prehistórico"/><category term="película neanderthal"/><category term="peninsula ibérica"/><category term="pleistoceno"/><category term="prehistoria"/><category term="ramidus"/><category term="recolección"/><category term="relleno cuevas"/><category term="resina"/><category term="romaní"/><category term="sedimentación"/><category term="sibudu"/><category term="sonden"/><category term="ámbar"/><title type='text'>NEANDERKARTERRI</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://neanderkarterri.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>53</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-6427779211889875985</id><published>2022-04-17T22:35:00.000-07:00</published><updated>2022-04-23T06:10:49.735-07:00</updated><title type='text'>REGLA DE BERGMANN Y REGLA DE ALLEN </title><content type='html'>&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;Según la &lt;/span&gt;&lt;span style=&quot;background-color: #04ff00;&quot;&gt;&lt;u&gt;regla de Bergmann&lt;/u&gt;,&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: inherit; font-size: large;&quot;&gt; las poblaciones de una especie de sangre caliente que habitan en regiones frías tienden a tener el cuerpo más voluminoso que las que viven en tierras cálidas, esta reducción relativa de la superficie minimiza la pérdida de calor del cuerpo por radicación...por ejemplo el Buey almizclero de la región polar.&lt;/span&gt;&lt;br /&gt;

&lt;script async=&quot;&quot; data-ad-client=&quot;ca-pub-5486271981253504&quot; src=&quot;https://pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;

&lt;br /&gt;
&lt;span style=&quot;background-color: white; font-family: inherit; font-size: large;&quot;&gt;&lt;a href=&quot;http://es.wikipedia.org/wiki/Carl_Bergmann&quot; title=&quot;Carl Bergmann&quot;&gt;Carl Bergmann&lt;/a&gt; fue un biólogo del siglo XIX,
 trabajó con pájaros y mamíferos, estableciendo que los individuos de 
una misma especie tienden a ser más grandes y más pesados cuando viven 
en climas más fríos.&amp;nbsp;&lt;/span&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; font-family: inherit; font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; font-family: inherit; font-size: large;&quot;&gt;(Como se expone más adelante existen excepciones como estudios recientes que determinan que por ejemplo algunos reptiles como las tortugas son más voluminosas en hábitats más cálidos:&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; font-family: inherit; font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; font-family: inherit; font-size: large;&quot;&gt;&lt;a href=&quot;https://www.agenciasinc.es/Noticias/La-temperatura-factor-clave-en-el-tamano-de-las-tortugas&quot;&gt;https://www.agenciasinc.es/Noticias/La-temperatura-factor-clave-en-el-tamano-de-las-tortugas&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; font-family: inherit; font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; font-family: inherit; font-size: large;&quot;&gt;En especies de tamaño grande, la distancia entre el
 ambiente y el centro del espécimen tiene que ser mantenido 37&amp;nbsp;°C. La 
Regla de Bergmann pone en correlación la temperatura medioambiental con 
la masa del cuerpo.&lt;/span&gt;&lt;div&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;background-color: white; font-family: inherit; font-size: large;&quot;&gt;Entre los mamíferos y pájaros, los individuos de una especie 
particular en las áreas más frías tienden a tener la masa del cuerpo 
mayor que los individuos en las áreas de climas más calurosos. En el 
caso de los ciervos blancos son más grandes en Canadá que en Florida.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; font-family: inherit; font-size: large;&quot;&gt;Esta regla opera estableciendo que los animales más grandes tienen 
una menor área de superficie en proporción de volumen que los animales 
más pequeños, para que estos radien menos calor del cuerpo. 
Recíprocamente, los animales más pequeños en los climas más calurosos 
pueden evitar acalorarse radiando el calor. (http://es.wikipedia.org/wiki/Regla_de_Bergmann)&lt;/span&gt;&lt;div&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwuTE1ihJobAKPzsUjFWUT0VLe2olZpTOjKwER0LUFsDWv5D0P-DIcaftVquqCzUMTbKx7s_eOcsQaur0UzYndFP3Bb8MyK_TAhbZFuJrxrNgj4qng6y1FKFKtH6tR6PSa1M2MPpzgaVB3G40N3MFuHK8UeRE9MFZVj80zADwcbm9PowNVp7LBp7cQ/s320/320px-Bergmanns_rule,_pinguins.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;271&quot; data-original-width=&quot;320&quot; height=&quot;339&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwuTE1ihJobAKPzsUjFWUT0VLe2olZpTOjKwER0LUFsDWv5D0P-DIcaftVquqCzUMTbKx7s_eOcsQaur0UzYndFP3Bb8MyK_TAhbZFuJrxrNgj4qng6y1FKFKtH6tR6PSa1M2MPpzgaVB3G40N3MFuHK8UeRE9MFZVj80zADwcbm9PowNVp7LBp7cQ/w400-h339/320px-Bergmanns_rule,_pinguins.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span&gt;&lt;div&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;En esta imagen se representa el tamaño de diferentes pinguinos dependiendo del lugar, se ve que el pinguino de la Antártida es sustancialmente mas voluminoso con respecto a los de geografías más templadas. Lo que viene a apoyar la regla del biólogo Bergmann.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;Cabe decir que esta regla &lt;/span&gt;&lt;span style=&quot;background-color: #fcff01;&quot;&gt;&lt;b&gt;&lt;u&gt;NO APLICA &amp;nbsp;a las plantas &lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;en general porque éstas dependen más de las precipitaciones del lugar que de la temperatura del lugar. También cave decir que existen excepciones a la regla de Bergmann pues para algunos reptiles como las tortugas o lagartos no se ha podido verificar.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: large;&quot;&gt;*&lt;u&gt;Existen estudios que también llegan a la conclusión de que el tamaño de algunas especies depende más de la disponibilidad de alimento que de la temperatura o calentamiento global. &lt;/u&gt;Como ejemplo la tesina de Carlos Villar Arismendi, que estudió y analizó datos de casi 30000 ejemplares de roedores de 17 clases diferentes:&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;a href=&quot;https://www.colibri.udelar.edu.uy/jspui/bitstream/20.500.12008/10142/1/uy24-18311.pdf&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;https://www.colibri.udelar.edu.uy/jspui/bitstream/20.500.12008/10142/1/uy24-18311.pdf&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;
&lt;span style=&quot;background-color: white; font-family: inherit; font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: white; font-family: inherit; font-size: large;&quot;&gt;Según la&lt;/span&gt;&lt;span style=&quot;background-color: #04ff00; font-family: inherit; font-size: large;&quot;&gt; &lt;u&gt;regla de Allen&lt;/u&gt;,&lt;/span&gt;&lt;span style=&quot;background-color: white; font-family: inherit; font-size: large;&quot;&gt; las poblaciones de regiones cálidas poseen largos brazos y delgadas piernas, haciendo máxima la relación superficie/volumen (Dromedario).&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: white; font-family: inherit; font-size: large;&quot;&gt;&lt;a href=&quot;http://es.wikipedia.org/wiki/Joel_Asaph_Allen&quot; title=&quot;Joel Asaph Allen&quot;&gt;Joel Asaph Allen&lt;/a&gt; (1838-1921) era un &lt;span style=&quot;color: black;&quot;&gt;mastozoólogo y un ornitólogo que recopiló datos que relacionaban patrones climáticos
 con la&lt;/span&gt; variación morfológica en animales. Estaba interesado en cómo una
 población extensamente distribuida puede ser sujetada a las condiciones
 ambientales diversas a través de su distribución geográfica. Las adaptaciones de animales a esas condiciones pueden incluir gradientes de la estructura y de la función.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; font-family: inherit; font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: white; font-family: inherit; font-size: large;&quot;&gt;Allen sugirió que el cociente entre el peso corporal y el área superficial de organismos de sangre caliente aumenta de climas progresivamente más fríos,
 para reducir al mínimo pérdida de calor. Las extremidades de los 
organismos (miembros, colas, y orejas) son más largas en climas 
calientes que en climas fríos porque actúan como órganos de radiación de calor.&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;background-color: white; font-family: inherit; font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: white; font-family: inherit; font-size: large;&quot;&gt;Las liebres del género Lepus se utilizan a menudo como ejemplo de la regla de Allen. Las especies del norte (polares) tienen orejas
 relativamente cortas para reducir al mínimo pérdida de calor excesiva. 
Inversamente, las liebres del mismo género de un clima seco (árido) 
tienen orejas relativamente largas para maximizar su pérdida de calor.&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;color: black;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;color: black;&quot;&gt;
(http://es.wikipedia.org/wiki/Regla_de_Allen)&lt;/div&gt;&lt;div style=&quot;color: black;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;color: black;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;color: black;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Se puede añadir a estas dos reglas una tercera que es la llamada &lt;span style=&quot;background-color: #04ff00;&quot;&gt;regla de Hesse &lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;: la cual viene a decir que las especies que habitan en lugares más fríos tienen un &lt;u&gt;corazón más grande&lt;/u&gt; en relación con el peso corporal de las especies que habitan en lugares más cálidos.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;Hesse fue un zoólogo y ecologista alemán (1868-1944)&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/6427779211889875985'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/6427779211889875985'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2012/12/regla-de-bergmann-y-regla-de-allen.html' title='REGLA DE BERGMANN Y REGLA DE ALLEN '/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwuTE1ihJobAKPzsUjFWUT0VLe2olZpTOjKwER0LUFsDWv5D0P-DIcaftVquqCzUMTbKx7s_eOcsQaur0UzYndFP3Bb8MyK_TAhbZFuJrxrNgj4qng6y1FKFKtH6tR6PSa1M2MPpzgaVB3G40N3MFuHK8UeRE9MFZVj80zADwcbm9PowNVp7LBp7cQ/s72-w400-h339-c/320px-Bergmanns_rule,_pinguins.png" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-2300293678052401309</id><published>2020-10-13T06:37:00.002-07:00</published><updated>2020-11-20T18:48:18.512-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="colchón prehistórico&#xa;homo sapiens plantas&#xa;cueva de sibudu&#xa;sibudu cave"/><title type='text'>Colchón prehistórico con repelente para insectos</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;COLCHÓN PREHISTÓRICO&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;En la cueva de Sibudu en Sudáfrica a 40 Kms de la ciudad de Durban se ha encontrado un colchón prehistórico preparado con plantas que se han demostrado eficaces como repelente de insectos.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrkBJvhsjfOYwrGANP2EaqtWuNLaVWHqmJ_9Y2HQmgApKvHnya_SrHWWgN7Fmdzfizzlqe4C9_UiZRFX5Q74wVGFDzYIUv8of7hqvabBU2khW_T3sS-44j5iN0so-kqIJuzjaN6kS1ppM/s1200/10.1371.journal.pone.0098359.g002.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;799&quot; data-original-width=&quot;1200&quot; height=&quot;266&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrkBJvhsjfOYwrGANP2EaqtWuNLaVWHqmJ_9Y2HQmgApKvHnya_SrHWWgN7Fmdzfizzlqe4C9_UiZRFX5Q74wVGFDzYIUv8of7hqvabBU2khW_T3sS-44j5iN0so-kqIJuzjaN6kS1ppM/w400-h266/10.1371.journal.pone.0098359.g002.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;Sibudu cave&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;Lo cual demuestra hasta que punto estaban de avanzados aquellos primitivos Homo sapiens, utilizaban para la elaboración de esos colchones diferentes capas usando semillas hojas y juncos , los juncos los recogían del rio uthonghati;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9u1LZ-d9O6ts206AX6yjcm3NOC3TXh5PWdz0kvnb6-mhU8HYE4ENntn_FrdkDBgG-Cdzyrvx50BK1zeOshlw2FozEhZRNqsPM0BjciHZNjcJVD6YWJPyYV6FUJkE0qxGCkMYJG0VgrWg/s250/Practicas_tradicionales.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;250&quot; data-original-width=&quot;250&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9u1LZ-d9O6ts206AX6yjcm3NOC3TXh5PWdz0kvnb6-mhU8HYE4ENntn_FrdkDBgG-Cdzyrvx50BK1zeOshlw2FozEhZRNqsPM0BjciHZNjcJVD6YWJPyYV6FUJkE0qxGCkMYJG0VgrWg/s0/Practicas_tradicionales.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;Mujeres de Sudafrica hoy día recogiendo juncos del rio uthonghati para preparar colchones.&lt;/div&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: white; caret-color: rgb(85, 85, 85); color: #555555;&quot;&gt;Las hojas, según la botánica Marion Bamford, son mayoritariamente de un árbol de la especie &#39;Cryptocarya woodii&#39;, que en su composición tiene&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;caret-color: rgb(85, 85, 85); color: #555555;&quot;&gt;sustancias insecticidas, que aún hoy en día emplean ciertas tribus africanas.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; caret-color: rgb(85, 85, 85); color: #555555;&quot;&gt;Este hecho nos demuestra el desarrollo en cuanto al conocimiento de las plantas medicinales y sus diferentes aplicaciones.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: white; caret-color: rgb(85, 85, 85); color: #555555;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOiYIWPYYSjIGdWEdsVLjs0E2DMz1zeuO2uERgfFeTwiKGfmQ7H0QfC_f2EzC3DqPZwlyWcjzbhbyxk0Mx8TfYgys2MDukaMZ8ru0rHp-Q5ydzr_6e-Ic5YVBNui3T1kdp2mob12YH_fU/s2048/Cryptocarya_woodii%252C_loof%252C_a%252C_Manie_van_der_Schijff_BT.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1722&quot; data-original-width=&quot;2048&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOiYIWPYYSjIGdWEdsVLjs0E2DMz1zeuO2uERgfFeTwiKGfmQ7H0QfC_f2EzC3DqPZwlyWcjzbhbyxk0Mx8TfYgys2MDukaMZ8ru0rHp-Q5ydzr_6e-Ic5YVBNui3T1kdp2mob12YH_fU/s320/Cryptocarya_woodii%252C_loof%252C_a%252C_Manie_van_der_Schijff_BT.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;background-color: white; caret-color: rgb(85, 85, 85); color: #555555;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: white; caret-color: rgb(85, 85, 85); color: #555555;&quot;&gt;Además los arqueologos nos relatan que tal y como muestran los análisis microscópicos los homo sapiens quemaban los colchones cada cierto tiempo para acabar con posibles plagas y parásitos que se pudieran ir acumulando.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: arial; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: white; caret-color: rgb(85, 85, 85); color: #555555;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: arial; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: white; caret-color: rgb(85, 85, 85);&quot;&gt;Es sorprendente imaginarse esas escenas donde el hombre prehistórico ejecutaba esos conociemientos y reconocer que en el fondo y en lo principal no hemos avanzado tanto.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: arial; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: white; caret-color: rgb(85, 85, 85);&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: arial; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: white; caret-color: rgb(85, 85, 85);&quot;&gt;Fotos de los colchones prehistóricos de la cueva de Sibudu:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: arial; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: white; caret-color: rgb(85, 85, 85);&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;color: #555555; font-family: arial; font-size: medium;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPNSUCi3lMv6R5xuyTuYSzyErh70kqu2x9-7KbowAgFh3wO_R8yx1UZ_kp0SYq_F7E21PjulhasudfC8-TBqqaO7whKdHtzfxvrnRZSwM6hudCI9rozyrya1oMgymVWqEIQqTi2T1-t50/s500/Colchones_prehistoricos.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;500&quot; data-original-width=&quot;318&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPNSUCi3lMv6R5xuyTuYSzyErh70kqu2x9-7KbowAgFh3wO_R8yx1UZ_kp0SYq_F7E21PjulhasudfC8-TBqqaO7whKdHtzfxvrnRZSwM6hudCI9rozyrya1oMgymVWqEIQqTi2T1-t50/w255-h400/Colchones_prehistoricos.jpg&quot; width=&quot;255&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;/span&gt;&lt;span face=&quot;Helvetica, Arial, sans-serif&quot; style=&quot;background-color: white; caret-color: rgb(81, 91, 97); color: #515b61; font-size: medium;&quot;&gt;Al estudiar el yacimiento, los científicos se dieron cuenta de que la ocupación del refugio de Sibudu se intensificó hace unos 58.000 años, con mayor densidad de capas de jergones, más restos de fogatas, más depósitos de restos y más piezas de artefactos de piedra en el yacimiento. Wadley y sus colegas argumentan que ese incremento de ocupación corresponde al cambio demográfico en ese continente en aquella época.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;color: #555555; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: white; caret-color: rgb(85, 85, 85);&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;color: #555555; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: white; caret-color: rgb(85, 85, 85);&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;color: #555555; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: white; caret-color: rgb(85, 85, 85);&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;color: #555555; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: white; caret-color: rgb(85, 85, 85);&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;color: #555555; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: white; caret-color: rgb(85, 85, 85);&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: white; caret-color: rgb(85, 85, 85); color: #555555;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: white; caret-color: rgb(85, 85, 85); color: #555555;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: white; caret-color: rgb(85, 85, 85); color: #555555;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: white; caret-color: rgb(85, 85, 85); color: #555555;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: medium;&quot;&gt;&lt;span style=&quot;background-color: white; caret-color: rgb(85, 85, 85); color: #555555;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;

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</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/2300293678052401309'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/2300293678052401309'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2020/10/colchon-prehistorico-con-repelente-para.html' title='Colchón prehistórico con repelente para insectos'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrkBJvhsjfOYwrGANP2EaqtWuNLaVWHqmJ_9Y2HQmgApKvHnya_SrHWWgN7Fmdzfizzlqe4C9_UiZRFX5Q74wVGFDzYIUv8of7hqvabBU2khW_T3sS-44j5iN0so-kqIJuzjaN6kS1ppM/s72-w400-h266-c/10.1371.journal.pone.0098359.g002.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-4255146051779993275</id><published>2015-12-01T10:29:00.003-08:00</published><updated>2020-11-20T18:48:28.372-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="carne"/><category scheme="http://www.blogger.com/atom/ns#" term="enfermedad más antigua"/><category scheme="http://www.blogger.com/atom/ns#" term="homo erectus"/><category scheme="http://www.blogger.com/atom/ns#" term="koobi fora"/><category scheme="http://www.blogger.com/atom/ns#" term="lago turkana"/><category scheme="http://www.blogger.com/atom/ns#" term="nature"/><title type='text'>LA ENFERMEDAD MÁS ANTIGUA CONOCIDA : HIPERVITAMINOSIS A EN HOMO ERECTUS</title><content type='html'>&lt;span style=&quot;font-size: large;&quot;&gt;De acuerdo con una información de la revista &lt;a href=&quot;http://www.nature.com/nature/journal/v296/n5854/abs/296248a0.html&quot;&gt;Nature&lt;/a&gt;&amp;nbsp;una hipervitaminosis A pudo ser la enfermedad antigua más conocida, de hecho se ha encontrado en los restos de un esqueleto de Homo erectus encontrado en Kenia, concretamente en&amp;nbsp;&lt;a href=&quot;https://es.wikipedia.org/wiki/Koobi_Fora&quot;&gt;Koobi fora&lt;/a&gt;, en el lago Turkana.&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Probablemente esa hipervitaminosis pueda ser atribuida a una &lt;b&gt;ingesta excesiva de carne&lt;/b&gt; de animales por parte de los homo Erectus, en una época en la que la dieta de estos homínidos estaba en pleno cambio y adaptación.&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Fueron precisamente los Homo Erectus &lt;span style=&quot;font-family: inherit;&quot;&gt;los que&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;line-height: 15.359999656677246px;&quot;&gt;&amp;nbsp;harían la gran revolución, incorporar la carne a su dieta.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Su cerebro llegó a tener 1000 centímetros cúbicos y la mandíbula y los dientes de un tamaño menor. Antes se habían hecho otros intentos por mejorar la dieta, extrayendo médula ósea de huesos de animales o peleando con las hienas los restos dejados por los grandes cazadores felinos.&lt;br /&gt;&lt;br /&gt;Precisamente otra enfermedad , debida a la ausencia de ingesta de carne, provocaba osteoporosis en los homínidos, así se demostró en un hueso perteneciente a un niño de 2 años en la &lt;a href=&quot;http://cienciaes.com/ciertaciencia/2013/08/08/carne-y-hominidos/&quot;&gt;Garganta de Olduvai&lt;/a&gt;, Tanzania. &lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Esto demuestra que el consumo de carne se volvió indispensable para los homínidos, fundamentalmente cuando se pasa a procesar mediante el fuego. En los inicios su consumo excesivo pudo provocar este tipo de enfermedad de hipervitaminosis A, pero la evolución permitió que los homínidos se adaptaran a estas ingestas , necesarias para entender lo que somos hoy día.&lt;/span&gt;&lt;/div&gt;
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</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/4255146051779993275'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/4255146051779993275'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2015/12/la-enfermedad-mas-antigua-conocida.html' title='LA ENFERMEDAD MÁS ANTIGUA CONOCIDA : HIPERVITAMINOSIS A EN HOMO ERECTUS'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPKoiDxsaA0OOMilJ01eghJGkBz_yEnG6MKmrPL3bsOXoUu7HsJs_KPwvo1pB7Tp-UGQkF1f-JeMCDo1mhMrqoYthemr3o_urdgGpz_RhfZ5M-2GDUpYnZysSRniSYWt8SNVt-2qw2rRw/s72-c/280px-Lake_turkana_satellite.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-3693611031415344071</id><published>2015-09-17T10:05:00.006-07:00</published><updated>2020-11-20T18:48:30.067-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="antepasado"/><category scheme="http://www.blogger.com/atom/ns#" term="antiguo"/><category scheme="http://www.blogger.com/atom/ns#" term="ardipithecus"/><category scheme="http://www.blogger.com/atom/ns#" term="homínido"/><category scheme="http://www.blogger.com/atom/ns#" term="ramidus"/><title type='text'>ARDIPITHECUS RAMIDUS</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;span style=&quot;background-color: yellow;&quot;&gt;&lt;u&gt;Ardipithecus ramidus&lt;/u&gt;&lt;/span&gt; es el conjunto de fósiles hallados en Etiopía , concretamente en el yacimiento conocido como &quot;Aramis&quot;. Su datación es de 4,4 millones de años. &quot;Ardi&quot; significa tierra y &quot;rami&quot; raíz, en la lengua Afar de África y &quot;pithecus&quot; significa simio en griego.&lt;/div&gt;
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Este nuevo género y especie ha sido largamente considerado como nuestro antepasado más antiguo conocido.&lt;/div&gt;
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El retrato de esta especie sigue siendo incompleto aunque el principal argumento para incluirlos en el grupo de los homínidos son:&amp;nbsp;&lt;/div&gt;
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-Posibles adaptaciones bípedas tras el estudio morfológico de sus huesos.&lt;/div&gt;
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-La reducción de tamaño de sus caninos que podría implicar un importante cambio en su biología social, pues de ello se deduce una menor competencia entre los machos.&lt;/div&gt;
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ARDIPITHECUS RAMIDUS (PROBABLEMENTE NUESTRO ANTEPASADO MÁS ANTIGUO)&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/3693611031415344071'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/3693611031415344071'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2015/09/ardipithecus-ramidus.html' title='ARDIPITHECUS RAMIDUS'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/ydO8WO48MOw/default.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-7173441139953411910</id><published>2015-09-17T09:32:00.003-07:00</published><updated>2020-11-20T18:48:34.450-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="biologia"/><category scheme="http://www.blogger.com/atom/ns#" term="especie"/><category scheme="http://www.blogger.com/atom/ns#" term="gaylord"/><category scheme="http://www.blogger.com/atom/ns#" term="mayr"/><category scheme="http://www.blogger.com/atom/ns#" term="paleontologo"/><title type='text'>QUE SE ENTIENDE POR &quot;ESPECIE&quot; </title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;!--StartFragment--&gt;



&lt;!--EndFragment--&gt;&lt;br /&gt;
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&lt;span lang=&quot;ES-TRAD&quot;&gt;&lt;span style=&quot;background-color: yellow;&quot;&gt;&lt;u&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span lang=&quot;ES-TRAD&quot;&gt;&lt;span style=&quot;background-color: yellow;&quot;&gt;&lt;u&gt;&lt;b&gt;Ernst Walter Mayr &lt;/b&gt;&lt;/u&gt;&lt;/span&gt;( 1904-2005) fue uno de los más notables biólogos evolutivos del siglo XX. Fue,
además un renombrado taxónomo, explorador de los trópicos, ornitólogo,
historiador de la ciencia y naturalista. Su obra contribuyó a la revolución
conceptual que llevó a la síntesis moderna de la teoría de la evolución y al
desarrollo del concepto biológico de especie.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;ES-TRAD&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span lang=&quot;ES-TRAD&quot;&gt;&lt;u&gt;Concepto biológico de especie de Mayr:&lt;/u&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 22px;&quot;&gt;&amp;nbsp;según el cual, una especie es un grupo (o&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;https://es.wikipedia.org/wiki/Poblaci%C3%B3n_biol%C3%B3gica&quot; style=&quot;background-image: none; color: #0b0080; font-family: sans-serif; font-size: 14px; line-height: 22px; text-decoration: none;&quot; title=&quot;Población biológica&quot;&gt;población&lt;/a&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #252525; font-family: sans-serif;&quot;&gt;&lt;span style=&quot;font-size: 14px; line-height: 22px;&quot;&gt;) natural de individuos que pueden cruzarse entre sí para producir descendencia plenamente&amp;nbsp;viable, &amp;nbsp;pero que están aislados reproductivamente de otros grupos afines.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;

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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyOn5l5BSDacdIFzN4Aqx6zzaqVdxmTVwS9GQetGphygm4AN-sY37TGZ_GYXIrprTdDu4vjI2LvejrGoYY56A_27aBv2acY3VysCMYkDnTMNdH6priat3SPXfe94I0c19eHK7Dg0MN_kM/s1600/ernst.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyOn5l5BSDacdIFzN4Aqx6zzaqVdxmTVwS9GQetGphygm4AN-sY37TGZ_GYXIrprTdDu4vjI2LvejrGoYY56A_27aBv2acY3VysCMYkDnTMNdH6priat3SPXfe94I0c19eHK7Dg0MN_kM/s1600/ernst.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 22px;&quot;&gt;En Paleontología este concepto de especie también es válido pero al disponer sólo de registros fósiles no se puede aplicar.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 22px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span lang=&quot;ES-TRAD&quot;&gt;&lt;b&gt;&lt;u style=&quot;background-color: yellow;&quot;&gt;George Gaylord Simpson&lt;/u&gt;&lt;/b&gt; (16 de junio de
1902 - 6 de octubre de 1984) fue paleontólogo y biólogo teórico estadounidense.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span lang=&quot;ES-TRAD&quot;&gt;Especialista en los mamíferos del
Mesozoico y del Cenozoico, Simpson es, junto con Theodosius Dobzhansky y Ernst
Mayr, uno de los principales teóricos de la Teoría evolutiva sintética. Tempo
and Mode in Evolution y The Meaning of Evolution son sus obras más
representativas.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;!--StartFragment--&gt;











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&lt;span lang=&quot;ES-TRAD&quot;&gt;Profesor en el Museo Americano de
Historia Natural (1927-1959), la Universidad de Columbia (1945-1959), Harvard
(1959-1967) y la Universidad de Arizona (1967-1984), Simpson fue uno de los
paleontólogos más influyentes del siglo XX.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span lang=&quot;ES-TRAD&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span lang=&quot;ES-TRAD&quot;&gt;&lt;u&gt;Concepto paleontólogo de especie de Gaylord Simpson: &lt;/u&gt;&amp;nbsp;según Gaylord especie es un conjunto de poblaciones que tienen continuidad genética, que siguen una linea evolutiva propia, independiente de las demás y que se prolonga en el tiempo.&lt;/span&gt;&lt;/div&gt;
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&lt;span lang=&quot;ES-TRAD&quot;&gt;Tenemos, en la práctica,&lt;/span&gt;&amp;nbsp;el problema de que no es posible saber si las poblaciones del pasado , conocidas por los restos fósiles cumplen o no esta función.&lt;/div&gt;
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En realidad los Paleontólogos para reconocer especies a través de los restos fósiles se basan en su morfología , si la morfología (r&lt;span style=&quot;background-color: white; color: #252525; font-family: sans-serif; font-size: 14px; line-height: 22px;&quot;&gt;ama de la biología que estudia la forma o estructura de los seres vivos.) entre dos conjuntos de fósiles es suficientemente distinta se puede decir que estamos ante especies diferentes.&lt;/span&gt;&lt;/div&gt;
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</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/7173441139953411910'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/7173441139953411910'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2015/09/que-se-entiende-por-especie.html' title='QUE SE ENTIENDE POR &quot;ESPECIE&quot; '/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyOn5l5BSDacdIFzN4Aqx6zzaqVdxmTVwS9GQetGphygm4AN-sY37TGZ_GYXIrprTdDu4vjI2LvejrGoYY56A_27aBv2acY3VysCMYkDnTMNdH6priat3SPXfe94I0c19eHK7Dg0MN_kM/s72-c/ernst.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-7762860072446214861</id><published>2015-01-20T10:49:00.002-08:00</published><updated>2020-11-20T18:48:35.940-08:00</updated><title type='text'>Neandertal en tu ciudad</title><content type='html'>&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Video en el que aparece una persona disfrazada de Neandertal por la calle, pasando desapercibido, bueno en parte por la indiferencia actual de las personas, pero vamos que tampoco eran tan diferentes como nos quieren hacer ver, pues a muchos sin prepararse habría que verles...&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZKMKDAMO3qHXYjLzZPJk-30xkLMNFH2iEK-hqPB2qqT4das84O5HB-XieHmfoi-Zbbu6dHvvVPwMQyuAKbMkRheuUJDaPbOimpVtGQvjgm5hKHX4pRCEKy6pgTFqgbfx4eWlF6egsg84/s618/image_1837-Neanderthal.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;618&quot; data-original-width=&quot;580&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZKMKDAMO3qHXYjLzZPJk-30xkLMNFH2iEK-hqPB2qqT4das84O5HB-XieHmfoi-Zbbu6dHvvVPwMQyuAKbMkRheuUJDaPbOimpVtGQvjgm5hKHX4pRCEKy6pgTFqgbfx4eWlF6egsg84/s320/image_1837-Neanderthal.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/b:if&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: x-large;&quot;&gt;&amp;nbsp;&lt;a href=&quot;http://youtu.be/93XSGw0b_xE&quot;&gt;Neandertal en tu ciudad&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/7762860072446214861'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/7762860072446214861'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2015/01/neandertal.html' title='Neandertal en tu ciudad'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZKMKDAMO3qHXYjLzZPJk-30xkLMNFH2iEK-hqPB2qqT4das84O5HB-XieHmfoi-Zbbu6dHvvVPwMQyuAKbMkRheuUJDaPbOimpVtGQvjgm5hKHX4pRCEKy6pgTFqgbfx4eWlF6egsg84/s72-c/image_1837-Neanderthal.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-3070398960172766858</id><published>2015-01-14T02:28:00.004-08:00</published><updated>2020-11-20T18:51:50.354-08:00</updated><title type='text'>ARTE RUPESTRE ZESTOA-EUSKADI: DESCUBRIMIENTO PINTURAS DE MÁS DE 18.000 AÑOS</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;u&gt;&lt;span style=&quot;background-color: yellow; font-size: x-large;&quot;&gt;ARTE RUPESTRE : PALEOLÍTICO SUPERIOR&lt;/span&gt;&lt;/u&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUK7-QN67DYvPnpemuF1myVsit1Z0t3sLRJ9jxsO-DcnYnZUk0Lv9BpWKUfVCuW-5Tqy0vJQXepsNcnKYpaXhHyke7CoaDbMWW2P_Fx4dlWx41aWw627DaT5cv4uNugD7arJrMS7DffQk/s1600/DV-120115-danbolinzulo_06.jpg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUK7-QN67DYvPnpemuF1myVsit1Z0t3sLRJ9jxsO-DcnYnZUk0Lv9BpWKUfVCuW-5Tqy0vJQXepsNcnKYpaXhHyke7CoaDbMWW2P_Fx4dlWx41aWw627DaT5cv4uNugD7arJrMS7DffQk/s1600/DV-120115-danbolinzulo_06.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Se acaban de descubrir unas pinturas en la localidad de Zestoa (Guipúzkoa-Euskadi) con una antigüedad de al menos 18000 años, a la espera de una datación más fiable que pudiera elevar dicha edad, según los expertos en más de 33.000 años, al borde de la fecha en la que se supone que desaparecieron los últimos neandertales (40.000 años)...probablemente estas cuevas fueron habitadas por ellos antes de que los sapiens hicieran estas pinturas.&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;line-height: 25px; text-indent: 20px;&quot;&gt;De momento se han reconocido al menos cinco figuras animales evidentes, a las que han de sumarse posiblemente tres más que actualmente presentan unas condiciones deficientes.&lt;/span&gt;&lt;span style=&quot;line-height: 25px; text-indent: 20px;&quot;&gt;Todas las figuras han sido realizadas en color rojo (óxido de hierro), reconociéndose en algunas de ellas el trazado punteado (mediante pequeños puntos realizados con el dedo o con un tampón). La mayoría de ellas solo tienen dibujado el contorno, aunque en una se aprecia que el interior fue relleno en color rojo&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span face=&quot;&#39;Open Sans&#39;, sans-serif&quot; style=&quot;font-size: 16px; line-height: 25px; text-indent: 20px;&quot;&gt;.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Quizás con los avances tan impactantes de los últimos años nos levantemos un día con la noticia de que también los neandertales nos dejaron algún rastro artístico sorprendente de este estilo, pues ya existen sospechas de que las primeras representaciones o pinturas más antiguas fueron realizadas por ellos.&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMfMsAdXQJTTPAB8eJFPOvNvQ7O6FtaGKLQbW0YAh-pX1Lmy9wD_NYFEc-olG-R7GlXqNKv_WFHWGFjwhgDVxEL054amnCaRlmYmjkd_ps6j2BKqJYnug7i3utj25JHPIPXJvRk27OrzE/s1600/NEANDER.jpg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMfMsAdXQJTTPAB8eJFPOvNvQ7O6FtaGKLQbW0YAh-pX1Lmy9wD_NYFEc-olG-R7GlXqNKv_WFHWGFjwhgDVxEL054amnCaRlmYmjkd_ps6j2BKqJYnug7i3utj25JHPIPXJvRk27OrzE/s1600/NEANDER.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Concretamente fue National Geographic quien reveló que las pinturas de unas siluetas de manos en cuevas en el norte de la Península Ibérica fueron realizadas por Neandertales, siendo las más antiguas muestras de arte conocidas. &lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;u&gt;&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;Zestoa:&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtGi8y9Ma08-oDf_bsglr-mc9Ou-JjeI6tRBaPXM_ImpDWuKlpVRb91SmAB1clQvw_x0p__MABMJVJrS24jHnafSm7AKJO68cjQWTfsjNY3LYZThda5FCHGMOF_sHbYxBXwtTWacQStd8/s1600/ayuntamiento-zestoa-9834461.jpg&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;background-color: white; font-family: arial; font-size: large; text-align: justify;&quot;&gt;Situada a los pies del macizo de Izarraitz y a orillas del río Urola, Zestoa, villa de gran tradición termal, es muy conocida por las propiedades curativas de sus manantiales. Su balneario lleva en funcionamiento desde 1804 y permite disfrutar del beneficio de sus aguas descubiertas a finales del siglo XVIII.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtGi8y9Ma08-oDf_bsglr-mc9Ou-JjeI6tRBaPXM_ImpDWuKlpVRb91SmAB1clQvw_x0p__MABMJVJrS24jHnafSm7AKJO68cjQWTfsjNY3LYZThda5FCHGMOF_sHbYxBXwtTWacQStd8/s1600/ayuntamiento-zestoa-9834461.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;300&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtGi8y9Ma08-oDf_bsglr-mc9Ou-JjeI6tRBaPXM_ImpDWuKlpVRb91SmAB1clQvw_x0p__MABMJVJrS24jHnafSm7AKJO68cjQWTfsjNY3LYZThda5FCHGMOF_sHbYxBXwtTWacQStd8/s1600/ayuntamiento-zestoa-9834461.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: white; font-family: arial; font-size: large; text-align: justify;&quot;&gt;Zestoa, muy próxima a Zumaia, está ubicada en la comarca de Urola Medio, y se encuentra bien comunicada, muy cerca de la autopista A-8, a través de la cual llegaremos en 20 minutos a San Sebastián.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: arial; font-size: large;&quot;&gt;Muy cerca de esta&amp;nbsp;localidad de Zestoa,&amp;nbsp;concretamente en&amp;nbsp;Deba , encontramos una importante cueva declarada Patrimonio de la Humanidad por la Unesco. &lt;u&gt;&lt;b style=&quot;background-color: lime;&quot;&gt;La cueva de EKAIN:&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: arial; font-size: large;&quot;&gt;Otra demostración de arte Paleolítico Magdaleniense que destaca por la belleza de su galería de caballos representados, y considerada como un santuario Prehistórico, a la altura de &lt;span style=&quot;background-color: #9fc5e8;&quot;&gt;&lt;u&gt;Lascaux o Altamira.&lt;/u&gt;&lt;/span&gt; Y a sólo de un kilometro y medio de distancia de Zestoa, localidad donde ahora se han&amp;nbsp;encontrado las pinturas de al menos 18000 años.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Arial, Helvetica, Garuda, sans-serif; line-height: 20px;&quot;&gt;En el fondo de una cueva de Gibraltar llamada gorham, se ha descubierto un grabado en la roca, un conjunto de líneas entrecruzadas que alguien hizo intencionada y laboriosamente hace unos 40.000 años.&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVZlOGd6RKYElDriTf3dVJSZ00Oe5vsxNA6VujUpo2sRJvMu7-d6yzIydtNMpSQc7oLlkCQzlkrkRQxbjiLdbZtrFJpxku72MDpYGgxOBf7f3P-wDqTue2XJ3SaULEDBMizRku5lRZt6w/s1600/1409597046_074704_1409597495_noticia_normal.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVZlOGd6RKYElDriTf3dVJSZ00Oe5vsxNA6VujUpo2sRJvMu7-d6yzIydtNMpSQc7oLlkCQzlkrkRQxbjiLdbZtrFJpxku72MDpYGgxOBf7f3P-wDqTue2XJ3SaULEDBMizRku5lRZt6w/s1600/1409597046_074704_1409597495_noticia_normal.jpg&quot; height=&quot;200&quot; width=&quot;170&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;color: black; font-family: Arial, Helvetica, Garuda, sans-serif; line-height: 20px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Arial, Helvetica, Garuda, sans-serif; line-height: 20px;&quot;&gt;Ese alguien debió ser neandertal. Es el primer ejemplo que se conoce de un diseño abstracto grabado por aquella especie europea anterior a los humanos modernos, nuestra especie, afirman los científicos que lo han descubierto y analizado a fondo.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: black; font-family: Arial, Helvetica, Garuda, sans-serif; font-size: 14.3999996185303px; line-height: 20px;&quot;&gt;Este hallazgo da un vuelco sobre lo que a menudo se ha considerado que serían las capacidades y limitaciones mentales de los neandertales.&lt;/span&gt;&lt;/div&gt;


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&lt;div style=&quot;font-family: sans-serif; font-size: 14.3999996185303px; line-height: 17.9200000762939px; margin-bottom: 0.5em; margin-top: 0.5em;&quot;&gt;
&lt;span style=&quot;background-color: black;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;background-color: black;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 14.3999996185303px; line-height: 17.9200000762939px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglANM6rzNzg0POLZ3McqDi2sve8BZiZwfj2VQIIuYu9SrptOVvP_WSk-pQhgd1wjYoMw0D2_RdBowxfoJi3_CqAtgDhjKd_HpV5tIn2fI_OttkoIQblkIKjypeSZXdJtIRLqPNyTYUKB8/s1600/Gorham&#39;s_Cave.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglANM6rzNzg0POLZ3McqDi2sve8BZiZwfj2VQIIuYu9SrptOVvP_WSk-pQhgd1wjYoMw0D2_RdBowxfoJi3_CqAtgDhjKd_HpV5tIn2fI_OttkoIQblkIKjypeSZXdJtIRLqPNyTYUKB8/s1600/Gorham&#39;s_Cave.jpg&quot; height=&quot;212&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: 14.3999996185303px; line-height: 17.9200000762939px;&quot;&gt;La&amp;nbsp;&lt;/span&gt;&lt;b style=&quot;font-size: 14.3999996185303px; line-height: 17.9200000762939px;&quot;&gt;cueva de Gorham&lt;/b&gt;&lt;span style=&quot;font-size: 14.3999996185303px; line-height: 17.9200000762939px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: 14.3999996185303px; line-height: 17.9200000762939px;&quot;&gt;(en&lt;/span&gt;&lt;span style=&quot;font-size: 14.3999996185303px; line-height: 17.9200000762939px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://es.wikipedia.org/wiki/Idioma_ingl%C3%A9s&quot; style=&quot;background: none; color: #0b0080; font-size: 14.3999996185303px; line-height: 17.9200000762939px; text-decoration: none;&quot; title=&quot;Idioma inglés&quot;&gt;inglés&lt;/a&gt;&lt;span style=&quot;font-size: 14.3999996185303px; line-height: 17.9200000762939px;&quot;&gt;:&lt;/span&gt;&lt;span style=&quot;font-size: 14.3999996185303px; line-height: 17.9200000762939px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;en&quot; style=&quot;font-size: 14.3999996185303px; line-height: 17.9200000762939px;&quot; xml:lang=&quot;en&quot;&gt;&lt;i&gt;Gorham&#39;s Cave&lt;/i&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 14.3999996185303px; line-height: 17.9200000762939px;&quot;&gt;) es una cueva del&lt;/span&gt;&lt;span style=&quot;font-size: 14.3999996185303px; line-height: 17.9200000762939px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://es.wikipedia.org/wiki/Pe%C3%B1%C3%B3n_de_Gibraltar&quot; style=&quot;background: none; color: #0b0080; font-size: 14.3999996185303px; line-height: 17.9200000762939px; text-decoration: none;&quot; title=&quot;Peñón de Gibraltar&quot;&gt;Peñón de Gibraltar&lt;/a&gt;&lt;span style=&quot;font-size: 14.3999996185303px; line-height: 17.9200000762939px;&quot;&gt;, considerada como uno de los últimos lugares habitados por los&lt;/span&gt;&lt;span style=&quot;font-size: 14.3999996185303px; line-height: 17.9200000762939px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://es.wikipedia.org/wiki/Neandertal&quot; style=&quot;background: none; color: #0b0080; font-size: 14.3999996185303px; line-height: 17.9200000762939px; text-decoration: none;&quot; title=&quot;Neandertal&quot;&gt;neandertales&lt;/a&gt;&lt;span style=&quot;font-size: 14.3999996185303px; line-height: 17.9200000762939px;&quot;&gt;. Hace miles de años, en la época de los neandertales, distaba unos 5 Km de la costa mediterránea. La cueva fue descubierta por el capitán británico A. Gorham en&lt;/span&gt;&lt;span style=&quot;font-size: 14.3999996185303px; line-height: 17.9200000762939px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://es.wikipedia.org/wiki/1907&quot; style=&quot;background: none; color: #0b0080; font-size: 14.3999996185303px; line-height: 17.9200000762939px; text-decoration: none;&quot; title=&quot;1907&quot;&gt;1907&lt;/a&gt;&lt;span style=&quot;font-size: 14.3999996185303px; line-height: 17.9200000762939px;&quot;&gt;, de ahí su nombre.&lt;/span&gt;&lt;/div&gt;
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Lugar de importantes estudios arqueológicos desde su descubrimiento, en ella se han encontrado abundantes restos de producción lítica neandertal, así como pinturas rupestre. (&lt;a href=&quot;http://es.wikipedia.org/wiki/Cueva_de_Gorham&quot;&gt;Gorham&lt;/a&gt;)&lt;/div&gt;
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Datación de los grabados de Gorham: 40.000 años.&lt;br /&gt;
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&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://ytimg.googleusercontent.com/vi/vP6xCGp43no/0.jpg&quot; src=&quot;http://www.youtube.com/embed/vP6xCGp43no?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/div&gt;
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Una vez más un descubrimiento pone en duda las teorías establecidas acerca de las limitaciones de los neandertales, pues a pesar de parecer tan sólo unas lineas entrecruzadas podrían entrever un significado muy importante en el sentido de dejar abierta la posibilidad de un pensamiento abstracto consciente.&lt;span style=&quot;color: black; font-family: Arial, Helvetica, Garuda, sans-serif; font-size: 14.3999996185303px; line-height: 20px;&quot;&gt;Ya se conocían indicios “indirectos” de pensamiento simbólico de los neandertales como el uso de pigmentos negros y rojos, conchas marinas coloreadas y agujereadas así como marcas producidas al extraer plumas de las aves, apuntan los científicos. “Pero los grabados de la cueva de Gorham representan el primer ejemplo directamente demostrable en que un grabado abstracto técnicamente elaborado, realizado consistente y cuidadosamente, requiriendo una acción prolongada y concentrada, se ha hecho en la roca de una cueva”.&lt;/span&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/5765776553720671231'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/5765776553720671231'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2014/10/cueva-de-gorham.html' title='Cueva de Gorham'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVZlOGd6RKYElDriTf3dVJSZ00Oe5vsxNA6VujUpo2sRJvMu7-d6yzIydtNMpSQc7oLlkCQzlkrkRQxbjiLdbZtrFJpxku72MDpYGgxOBf7f3P-wDqTue2XJ3SaULEDBMizRku5lRZt6w/s72-c/1409597046_074704_1409597495_noticia_normal.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-8907887517290219935</id><published>2014-10-20T14:26:00.001-07:00</published><updated>2020-11-20T18:48:41.757-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ao"/><category scheme="http://www.blogger.com/atom/ns#" term="el último neandertal"/><category scheme="http://www.blogger.com/atom/ns#" term="película neanderthal"/><title type='text'>AO EL ÚLTIMO NEANDERTAL</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/MebXdHsayUM?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
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&lt;a href=&quot;https://www.youtube.com/watch?v=MebXdHsayUM&quot;&gt;&lt;/a&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/8907887517290219935'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/8907887517290219935'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2014/10/ao-el-ultimo-neandertal.html' title='AO EL ÚLTIMO NEANDERTAL'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-2673620035486961530</id><published>2014-04-13T07:05:00.005-07:00</published><updated>2020-11-20T18:48:45.186-08:00</updated><title type='text'>SAPIENS Y NEANDERTALES EN LA PENÍNSULA IBÉRICA</title><content type='html'>&lt;span style=&quot;font-family: Times, Times New Roman, serif; font-size: large;&quot;&gt;Se acaba de publicar un nuevo estudio que tras examinar tres cuevas del norte de la Península concluye que no hubo coincidencia temporal entre ambos grupos humanos...&lt;/span&gt;&lt;br /&gt;





&lt;span style=&quot;font-family: Times, Times New Roman, serif; font-size: large;&quot;&gt;&lt;br /&gt;
Es una teoría que no se debe respetar, y es que no se puede llegar a tales conclusiones analizando sólo tres cuevas y por medio de otro tipo de datación, &lt;/span&gt;&lt;span style=&quot;font-family: Times, Times New Roman, serif; font-size: large;&quot;&gt;&quot;...a&lt;span style=&quot;background-color: white; color: #666666; line-height: 18px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #666666; line-height: 18px;&quot;&gt;partir de 2005 comenzó a aplicarse una nueva técnica, que se utiliza para purificar el colágeno en pruebas de ADN....&quot; Dicha técnica se denomina AMS (&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #252525; line-height: 21px;&quot;&gt;&amp;nbsp;La sensibilidad ha sido incrementada usando técnicas basadas en la&amp;nbsp;&lt;/span&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;http://es.wikipedia.org/wiki/Espectrometr%C3%ADa_de_masa&quot; style=&quot;background-color: white; background-image: none; color: #0b0080; line-height: 21px;&quot; title=&quot;Espectrometría de masa&quot;&gt;&lt;b&gt;espectrometría de masas&lt;/b&gt;&lt;/a&gt;&lt;span style=&quot;background-color: white; color: #252525; line-height: 21px;&quot;&gt;&amp;nbsp;, donde todos los átomos de 14&lt;/span&gt;&lt;sup style=&quot;background-color: white; color: #252525; line-height: 1em;&quot;&gt;&amp;nbsp;&lt;/sup&gt;&lt;span style=&quot;background-color: white; color: #252525; line-height: 21px;&quot;&gt;C pueden ser contados directamente, no solamente aquellos que se desintegran durante el intervalo de recuento asignado para cada análisis. La técnica de AMS permite datar muestras que contienen tan solo unos pocos miligramos de carbono.)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, Times New Roman, serif; font-size: large;&quot;&gt;&lt;span style=&quot;background-color: white; color: #666666; line-height: 18px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;background-color: white; color: #666666; line-height: 18px;&quot;&gt;vamos que no inspira mucha confianza..&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #666666; line-height: 18px;&quot;&gt;&lt;span style=&quot;font-family: Courier New, Courier, monospace;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLLMWB-fYgQFDTgpg0GiVitj22sL-FaT2oggGKrlNT-GkO_KXb6_NXwkgzWM7TUNrNPY_P2IoWYm1pizsdHuxSiKLy5URHWQCMSMCi77k6JOwa6G4E-vfqgejY5kCog3afEKv72cBh3a8/s1600/Una-nina-mira-una-recreacion-d_54362145768_54028874188_960_639.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;266&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLLMWB-fYgQFDTgpg0GiVitj22sL-FaT2oggGKrlNT-GkO_KXb6_NXwkgzWM7TUNrNPY_P2IoWYm1pizsdHuxSiKLy5URHWQCMSMCi77k6JOwa6G4E-vfqgejY5kCog3afEKv72cBh3a8/s400/Una-nina-mira-una-recreacion-d_54362145768_54028874188_960_639.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;background-color: white; color: #666666; line-height: 18px;&quot;&gt;&lt;span style=&quot;font-family: Courier New, Courier, monospace;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;background-color: white; color: #666666; line-height: 18px;&quot;&gt;&lt;span style=&quot;font-family: Courier New, Courier, monospace;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;color: #666666;&quot;&gt;&lt;span style=&quot;background-color: white; font-family: Times, Times New Roman, serif; font-size: large; line-height: 18px;&quot;&gt;Seguramente dentro de poco tengamos nuevas noticias y estudios de renombrados especialistas que digan lo contrario, parece que se necesiten titulares para que ciertas fuentes de financiación no se vean restringidas, esa es la impresión que da viendo la evolución de noticias de este tipo, yo creo que nadie que se haya preocupado un poco de esta problemática se cree los resultados de este estudio.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, Times New Roman, serif;&quot;&gt;&lt;span style=&quot;color: #666666;&quot;&gt;&lt;span style=&quot;background-color: white; line-height: 18px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;color: #666666;&quot;&gt;&lt;span style=&quot;background-color: white; line-height: 18px;&quot;&gt;http://www.elcorreo.com/vizcaya/20140413/mas-actualidad/sociedad/neandertales-cromanones-coincidieron-peninsula-201404121107.html&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;

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&lt;span style=&quot;font-family: Times, Times New Roman, serif;&quot;&gt;&lt;span style=&quot;color: #666666;&quot;&gt;&lt;span style=&quot;background-color: white; line-height: 18px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;background-color: white; color: #666666; line-height: 18px;&quot;&gt;El estudio ha sido presentado en la prestigiosa revista:&lt;/span&gt;&lt;span style=&quot;background-color: white; line-height: 22.799997329711914px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;em style=&quot;background-color: white; line-height: 22.799997329711914px;&quot;&gt;Proceedings of the National Academy of Sciences&lt;/em&gt;&lt;span style=&quot;background-color: white; line-height: 22.799997329711914px;&quot;&gt;&amp;nbsp;(&lt;/span&gt;&lt;em style=&quot;background-color: white; line-height: 22.799997329711914px;&quot;&gt;PNAS&lt;/em&gt;&lt;span style=&quot;background-color: white; line-height: 22.799997329711914px;&quot;&gt;).&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #666666; line-height: 18px;&quot;&gt;, pero del mismo modo que han aparecido noticias totalmente de sentido inverso.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;background-color: white; color: #666666; line-height: 18px;&quot;&gt;Donde quedan ahora todas las teorias que hasta ahora alegaban el desplazamiento de los neandertales hacia el sur por la presión ejercida por los sapiens, porqué aparecen los últimos restos humanos de neandertales en Gibraltar, habrá que reconsiderar muchísimas teorías que hasta ahora se aceptaban por la comunidad científica y se quedarían huérfanas y sin respuestas.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;background-color: white; color: #666666; line-height: 18px;&quot;&gt;Es cierto que somos muy reacios para aceptar los cambios pero es que es bastante dificil aceptar sin más discusión y sin la más mínima crítica el resultado de esos estudios, pero estamos obligados a creer lo que nos digan, porque claro no tenemos ni idea de espectometría de masas....pero eso no va a impedir que planteemos todos aquellos interrogantes que se crean a partir de esas conclusiones..&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #666666; font-family: &#39;Courier New&#39;, Courier, monospace; line-height: 18px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/2673620035486961530'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/2673620035486961530'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2014/04/sapiens-y-neandertales-en-la-peiinsula.html' title='SAPIENS Y NEANDERTALES EN LA PENÍNSULA IBÉRICA'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLLMWB-fYgQFDTgpg0GiVitj22sL-FaT2oggGKrlNT-GkO_KXb6_NXwkgzWM7TUNrNPY_P2IoWYm1pizsdHuxSiKLy5URHWQCMSMCi77k6JOwa6G4E-vfqgejY5kCog3afEKv72cBh3a8/s72-c/Una-nina-mira-una-recreacion-d_54362145768_54028874188_960_639.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-8856083280933407210</id><published>2014-03-18T13:48:00.002-07:00</published><updated>2020-11-20T18:48:46.728-08:00</updated><title type='text'>DIABETES Y NEANDERTALES / DIABETES USA NEANDERTHAL</title><content type='html'>&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Según un estudio realizado por prestigiosos científicos, en centros de investigación de EEUU y México con 3800 personas con Diabetes 2, y comparado con 4000 personas que no padecían la dolencia ; se ha demostrado según ellos que se sufre más diabetes por un gen heredado de los Neandertales, el gen en cuestión es el llamado&amp;nbsp;&lt;span style=&quot;background-color: white; color: #333333; font-family: &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; line-height: 28.799999237060547px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #333333; font-family: &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; line-height: 28.799999237060547px;&quot;&gt;&lt;b&gt;&lt;span style=&quot;background-color: yellow;&quot;&gt;SLC16A11&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXQ0744CHokZFLYRD-2RsHtrU68cn26Vk54fEK1BRmSqNPzRASOzJvnGgUpQY9WpFuwiT2VsV3ZEwDtjuZEP66oe-uMjLGnFV9ykPe6B-_DdcUlQePfDCITwhhWPePJ6fogHuZY7i76a4/s1600/imgres.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXQ0744CHokZFLYRD-2RsHtrU68cn26Vk54fEK1BRmSqNPzRASOzJvnGgUpQY9WpFuwiT2VsV3ZEwDtjuZEP66oe-uMjLGnFV9ykPe6B-_DdcUlQePfDCITwhhWPePJ6fogHuZY7i76a4/s1600/imgres.jpg&quot; height=&quot;266&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;i&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;background-color: white; color: #333333; font-family: &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; line-height: 28.799999237060547px;&quot;&gt;&lt;b&gt;&quot;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #333333; font-family: &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; line-height: 28.799999237060547px;&quot;&gt;Los investigadores han rastreado el origen del gen defectuoso hasta su origen: los neandertales. En concreto, el equipo ha encontrado la variante en el genoma de una mujer neandertal que vivió hace 50.000 años en Siberia y cuya secuencia&lt;/span&gt;&lt;a href=&quot;http://www.emol.com/noticias/tecnologia/2013/12/18/635604/cientificos-secuencian-el-genoma-de-una-mujer-neandertal-de-hace-50000-anos.html&quot; style=&quot;background-color: white; border: 0px; color: #ff6633; font-family: &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; line-height: 28.799999237060547px; margin: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;&quot;&gt;&amp;nbsp;se publicó hace una semana&lt;/a&gt;&lt;span style=&quot;background-color: white; color: #333333; font-family: &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; line-height: 28.799999237060547px;&quot;&gt;. &amp;nbsp;Según su trabajo, hace miles de años, los neandertales y los humanos modernos se cruzaron, tuvieron hijos fértiles y, como consecuencia, algunos heredaron esa variante que hoy aumenta la posibilidad de sufrir diabetes a algunas poblaciones de América.&quot;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Pero es una teoría con bastantes lagunas desde mi humilde opinión pues si los humanos actuales salvo los africanos poseemos entre un 1 y un 4 % aproximadamente de Neandertales ¿ porque hay más incidencia de este gen entre los americanos y no así entre los europeos?....&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Sea como fuere si resultara una teoría válida podría servirnos para buscar posibles remedios para esa enfermedad, pues si conocemos y aislamos el origen de la misma supongo que facilitará a los científicos desarrollar una solución.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Referencia:&amp;nbsp;&lt;a href=&quot;http://dx.doi.org/10.1038/nature12828&quot; style=&quot;background-color: white; border: 0px; color: #ff6633; font-family: &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; line-height: 28.799999237060547px; margin: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;&quot;&gt;&#39;Sequence variants in SLC16A11 areacommonrisk factor for type 2 diabetes in Mexico&#39; doi:10.1038/nature12828&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/8856083280933407210'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/8856083280933407210'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2014/03/diabetes-y-neandertales-diabetes-usa.html' title='DIABETES Y NEANDERTALES / DIABETES USA NEANDERTHAL'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXQ0744CHokZFLYRD-2RsHtrU68cn26Vk54fEK1BRmSqNPzRASOzJvnGgUpQY9WpFuwiT2VsV3ZEwDtjuZEP66oe-uMjLGnFV9ykPe6B-_DdcUlQePfDCITwhhWPePJ6fogHuZY7i76a4/s72-c/imgres.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-553070374950228312</id><published>2013-09-11T09:57:00.001-07:00</published><updated>2020-11-20T18:48:52.590-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="abejas"/><category scheme="http://www.blogger.com/atom/ns#" term="cera"/><category scheme="http://www.blogger.com/atom/ns#" term="prehistoria"/><category scheme="http://www.blogger.com/atom/ns#" term="recolección"/><category scheme="http://www.blogger.com/atom/ns#" term="sonden"/><category scheme="http://www.blogger.com/atom/ns#" term="ámbar"/><title type='text'>LAS ABEJAS EN LA PREHISTORIA</title><content type='html'>&lt;span style=&quot;font-size: large;&quot;&gt;Las abejas son anteriores al hombre, que muy pronto comenzó a &quot;domesticarlas&quot; para aprovechar de una manera controlada y previsible su miel, debemos entenderlo en el sentido de simple recolección pues se desconoce la fecha de aparición de la apicultura, suponen los entendidos como&amp;nbsp;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;&lt;u&gt;W. von Sonden&lt;/u&gt;&lt;/b&gt;&amp;nbsp;que debió ser en el Creciente Fértil pero que no se practicó hasta una
época muy avanzada. Así el gobernador Shamásh Resü-Ussur se vanagloriaba de introducir
la abeja en el Eufrates Medio),&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;la abeja fue domesticada y se
criaba en huertos y jardines, donde tinajas de alfarería se habilitaban
para colmenas domésticas y la miel se guardaba en grandes cuencos de
piedra sellados.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;span style=&quot;background-color: white; line-height: 19px;&quot;&gt;Las abejas al igual que las hormigas evolucionaron a partir de avispas. Los antepasados de las abejas eran miembros de la familia crabronidae&lt;/span&gt;&lt;span style=&quot;background-color: white; line-height: 19px;&quot;&gt;&amp;nbsp;y eran depredadores de insectos. Es posible que las primeras abejas se hayan alimentado del polen que cubría a algunas de sus presas y que gradualmente hayan empezado a alimentar a sus crías con polen en vez de insectos.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: inherit; font-size: large;&quot;&gt;&lt;span style=&quot;background-color: white; line-height: 19px;&quot;&gt;La abeja fósil más antigua conocida (encontrada en ámbar de&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://es.wikipedia.org/wiki/Birmania&quot; style=&quot;background-color: white; background-image: none; color: #0b0080; line-height: 19px; text-decoration: none;&quot; title=&quot;Birmania&quot;&gt;Birmania&lt;/a&gt;&lt;span style=&quot;background-color: white; line-height: 19px;&quot;&gt;&amp;nbsp;y descrita en 2006) pertenece al&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://es.wikipedia.org/wiki/Cret%C3%A1cico&quot; style=&quot;background-color: white; background-image: none; color: #0b0080; line-height: 19px; text-decoration: none;&quot; title=&quot;Cretácico&quot;&gt;Cretácico&lt;/a&gt;&lt;span style=&quot;background-color: white; line-height: 19px;&quot;&gt;&amp;nbsp;temprano, presenta caracteres muy primitivos que la relacionan con las avispas. Se la denominó&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; line-height: 19px;&quot;&gt;&lt;a href=&quot;http://es.wikipedia.org/wiki/Melittosphex_burmensis&quot; style=&quot;background-image: none; color: #0b0080; text-decoration: none;&quot; title=&quot;Melittosphex burmensis&quot;&gt;Melittosphex burmensis&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; line-height: 19px;&quot;&gt;&amp;nbsp;y se calcula que su edad es de alrededor de&lt;span style=&quot;color: red;&quot;&gt; &lt;b&gt;&lt;u&gt;100 millones de años.&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;background-color: white; line-height: 19px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh82RV8CiezDvt3_Yr00EBAiFjo6b0TekskZ58qml3S_nJv9DBOfai6HfiBd8J2XoeOY8kmtmFxNEuJHuQ1TkVKXpU_YhFSp7ztFeUwtuPfkqZpkDaK1O3vjeBQK3ZEUIXj1YLJ_Y2Yta8/s1600/images.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;299&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh82RV8CiezDvt3_Yr00EBAiFjo6b0TekskZ58qml3S_nJv9DBOfai6HfiBd8J2XoeOY8kmtmFxNEuJHuQ1TkVKXpU_YhFSp7ztFeUwtuPfkqZpkDaK1O3vjeBQK3ZEUIXj1YLJ_Y2Yta8/s1600/images.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Los primeros hombres recolectaban la miel que encontraban en los huecos de los arboles y en las grietas de las rocas; pronto aprendieron a robar en estas colmenas naturales y no es descabellado pensar que aprendieron a apropiarse de este rico nutriente de manera selectiva, de tal forma que pasado un tiempo de maduración pudiesen volver a aprovechar la fuente de alimento.&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;En un primer momento el hombre primitivo depredaba las colmenas que encontraba mientras recolectaba alimento, una vez localizado el emplazamiento de la colmena utilizaba fuego y humo para ahuyentar a las abejas y apropiarse de la miel, estas actividades de recolección de manera habitual acababan con la colonia..&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Para alcanzar las cavidades más recónditas y oscuras de las cavernas utilizaron lámparas hechas con la propia cera de las abejas como combustible; su iluminación era mucho más eficaz y duradera que las realizadas con grasa animal.&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;La progresión en el interior más oscuro de las grandes cuevas necesitaba de una iluminación segura; las lámparas de grasa no funcionarían bien apagándose al mínimo desnivel del recipiente.&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ud8_h6Bcud52MuIZWhkayDQliNJjxbRG_Z_3zyGn7_RkcqNP_ytutvSwl-Kc6PI7X7PzeGP-z-URnjGN3XA9tV4CORRzX2GDBj40jsZdcyDcV_bthRA57DKKdZw0WTkPIKWClk3Fukk/s1600/colmena.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;292&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4ud8_h6Bcud52MuIZWhkayDQliNJjxbRG_Z_3zyGn7_RkcqNP_ytutvSwl-Kc6PI7X7PzeGP-z-URnjGN3XA9tV4CORRzX2GDBj40jsZdcyDcV_bthRA57DKKdZw0WTkPIKWClk3Fukk/s1600/colmena.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;la cera se sacaba ,apretando las colmenillas y colocándola sobre una roca en forma de cuenco o sobre conchas marinas. Respecto a la mecha, se ha comprobado la eficiencia de las liadas con pelo animal (lana) y fibra vegetal (musgo,ramitas de enebro u hijas de matagallo...). Con unas cantidades aproximadas de 7 cm impregnada de la misma cera, dura aproximadamente una hora, además la recarga tanto de cera como de mecha podía realizarse sin complicaciones.&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Se parte una vez más de la afirmación de que fueron los cromagnon los que la usaron y a diferencia del hombre de Neandertal osaron alcanzar las grutas más oscuras gracias a este tipo de combustible. Es muy posible que así fuera pero no hay evidencias en ese sentido ni tampoco en el contrario.&lt;/span&gt;&lt;br /&gt;
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Bibliografía:&lt;br /&gt;
&lt;br /&gt;
http://www.apiten.com/56_la-miel-en-la-prehistoria_antecedentes/historia-de-la-apicultura/&lt;br /&gt;
http://es.wikipedia.org&lt;br /&gt;
&lt;br /&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/553070374950228312'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/553070374950228312'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2013/09/las-abejas-en-la-prehistoria.html' title='LAS ABEJAS EN LA PREHISTORIA'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh82RV8CiezDvt3_Yr00EBAiFjo6b0TekskZ58qml3S_nJv9DBOfai6HfiBd8J2XoeOY8kmtmFxNEuJHuQ1TkVKXpU_YhFSp7ztFeUwtuPfkqZpkDaK1O3vjeBQK3ZEUIXj1YLJ_Y2Yta8/s72-c/images.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-4969375022382472105</id><published>2013-06-07T13:58:00.000-07:00</published><updated>2020-11-20T18:48:56.625-08:00</updated><title type='text'>CANCER NEANDERTAL</title><content type='html'>Esta semana se ha publicado en la revista PLOS ONE un artículo de unos investigadores de la Universidad de Kansas, dirigidos por David Frayer, en la que se evidencia el caso de tumor óseo más antiguo que se conoce, concretamente se trata de una costilla de un neandertal , localizado en la región de Kaprina en Croacia.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxnSiTXogBvg2Uc0IQd-iCrMp0EtgabWcU0woOINj75vvH1C_8eG_lj4HDqFBn3Reqg2Bd2y6iXC3f7bnlStUkLeff2-vsj1bBAS2daKq5ueBv3Skl1PJ-QV78HWWbWNEkHn9AxQw7UAY/s1600/journal.pone.0064539.g001.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;288&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxnSiTXogBvg2Uc0IQd-iCrMp0EtgabWcU0woOINj75vvH1C_8eG_lj4HDqFBn3Reqg2Bd2y6iXC3f7bnlStUkLeff2-vsj1bBAS2daKq5ueBv3Skl1PJ-QV78HWWbWNEkHn9AxQw7UAY/s320/journal.pone.0064539.g001.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;Este neandertal sufrió un cancer que hoy en día es común observar en humanos actuales, se trata de una displasia fibrosa, un trastorno de causa desconocida, poco común y&lt;u&gt;&lt;b&gt; 
benigno&lt;/b&gt;&lt;/u&gt;, caracterizado por una proliferación tumoral de tejido 
fibroóseo.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
El descubrimiento está datado en torno a los 120.000 años, superando en más de 100.00o a los anteriormente encontrados.&lt;br /&gt;
&lt;br /&gt;
Según los investigadores a cargo del Sr. Frayer la costilla cancerosa, proveniente del yacimiento arqueologico de Krapina , es una muestra incompleta que impide definir las consecuencias en el estado de salud en general del neandertal en cuestión.&lt;br /&gt;
&lt;br /&gt;
Frayer explica que la evidencia de cáncer es muy poco frecuente en el 
registro fósil humano.&lt;i&gt; “Este caso demuestra que los neandertales, que 
vivían en un medio ambiente no contaminado, fueron susceptibles al mismo
 tipo de cáncer que los humanos&quot;.&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_emb_b2VyMy17W0qffgDnbCqI9JynOCLYiNIVgar4ByEpnXHIcK_pyCRIOkgJUIFTRq1LI5xq0LEDIbZrtmvRz4WKarqTnMahYqyGlCYaRP57FBwtv4rfjeRkGPyQqOvYbBexighKXpM/s1600/Encontrado-el-tumor-oseo-mas-antiguo_image365_.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_emb_b2VyMy17W0qffgDnbCqI9JynOCLYiNIVgar4ByEpnXHIcK_pyCRIOkgJUIFTRq1LI5xq0LEDIbZrtmvRz4WKarqTnMahYqyGlCYaRP57FBwtv4rfjeRkGPyQqOvYbBexighKXpM/s200/Encontrado-el-tumor-oseo-mas-antiguo_image365_.jpg&quot; width=&quot;183&quot; /&gt;&lt;/a&gt;&lt;u&gt;&lt;b&gt;Janet Monge&lt;/b&gt;&lt;/u&gt;, paleoantropólogo del Museo Penn de Pensilvania (EE UU) y
 primera autora del trabajo, apunta que &lt;i&gt;&quot;este tumor puede proporcionar 
otro vínculo entre los neandertales y las poblaciones modernas. Parte de
 nuestra ascendencia proviene de los neandertales, nuestros huesos y 
dientes crecen de la misma forma y compartimos las mismas enfermedades&quot;.&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
Los
 expertos señalan que los neandertales vivían probablemente la mitad que
 los humanos modernos en los países desarrollados y estaban expuestos a 
diferentes factores ambientales.&lt;br /&gt;
&lt;i&gt;&quot;Teniendo en cuenta estos 
factores, los casos de cáncer son raros en las poblaciones humanas 
prehistóricas”&lt;/i&gt;, afirma Frayer. “Por eso, la identificación de una 
costilla de neandertal de más de 120.000 años de antigüedad con un tumor
 óseo es sorprendente, y proporciona información detallada sobre la 
asociación de los seres humanos con la enfermedad neoplásica&quot;.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;destacado&quot;&gt;
    &lt;strong&gt;Referencia bibliográfica: &lt;/strong&gt;&lt;br /&gt;
Monge J, Kricun
 M, Radovcˇic´ J, Radovcˇic´ D, Mann A, et al. (2013). “Fibrous 
Dysplasia in a 120,000+ Year Old Neandertal from Krapina, Croatia”. &lt;em&gt;PLoS ONE&lt;/em&gt; 8(6): e64539. doi:10.1371/journal.pone.0064539&lt;br /&gt;
&lt;br /&gt;
Pag web: &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;

&lt;/div&gt;
&lt;br /&gt;
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&lt;br /&gt;
</content><link rel='replies' type='application/atom+xml' href='http://neanderkarterri.blogspot.com/feeds/4969375022382472105/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://neanderkarterri.blogspot.com/2013/06/cancer-neandertal.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/4969375022382472105'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/4969375022382472105'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2013/06/cancer-neandertal.html' title='CANCER NEANDERTAL'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxnSiTXogBvg2Uc0IQd-iCrMp0EtgabWcU0woOINj75vvH1C_8eG_lj4HDqFBn3Reqg2Bd2y6iXC3f7bnlStUkLeff2-vsj1bBAS2daKq5ueBv3Skl1PJ-QV78HWWbWNEkHn9AxQw7UAY/s72-c/journal.pone.0064539.g001.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-1024827627635176196</id><published>2013-04-06T10:28:00.001-07:00</published><updated>2020-11-20T18:48:58.229-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="abric"/><category scheme="http://www.blogger.com/atom/ns#" term="fósil madera"/><category scheme="http://www.blogger.com/atom/ns#" term="madera prehistoria"/><category scheme="http://www.blogger.com/atom/ns#" term="romaní"/><title type='text'>LA MADERA EN LA PREHISTORIA</title><content type='html'>Hace más de 300 millones de años en el período conocido como Devónico, se extienden las primeras plantas con semillas que luego darían origen a enormes bosques...&lt;br /&gt;
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Nuestros Neandertales es sabido&amp;nbsp; que utilizaron herramientas hechas con piedras, por el abundante material fósil encontrado, lo mismo podemos decir aunque en menor medida de los huesos.&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIlX_xVLf8mfpWGNVvkJxUoXJL4oGvcCGOn8iJRisT4EzPdM-0Xq2IAOQDbWBw-G42JXXvz5Ja1l2XRexGkLPi8JzRUqtYbAgwhCwrZWT3S6nR17LNX5JZRJ9w7Vqb1pHQNOjtviM3YME/s1600/images.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIlX_xVLf8mfpWGNVvkJxUoXJL4oGvcCGOn8iJRisT4EzPdM-0Xq2IAOQDbWBw-G42JXXvz5Ja1l2XRexGkLPi8JzRUqtYbAgwhCwrZWT3S6nR17LNX5JZRJ9w7Vqb1pHQNOjtviM3YME/s1600/images.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
En cuanto a la madera, apenas existen restos que nos puedan aclarar cómo la utilizaban, pero es del todo indudable que su uso fue habitual; era abundante y de fácil acceso, y además tal y como advertimos eran expertos talladores con un material como la piedra, indicación de que nada podía impedir la tala de pequeños arboles o ramas para la fabricación de sus útiles.&lt;br /&gt;
&lt;br /&gt;
Los Neandertales vivían principalmente en cuevas y en estos yacimientos la conservación de la madera no se veía favorecida. Sin embargo ha habido un descubrimiento extraordinario, único por su importancia en el yacimiento de &lt;b&gt;&lt;u&gt;Abric Romaní&lt;/u&gt;&lt;/b&gt;, situado a 50 kms aprox. a Barcelona.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3EFeGLGv35h557DTNC-WrpXwDTCCh2Zo25lb43JWfRABHVRMBNWRobJEcDdeatUVaQxS5Eo-Vz1MaXrYS04q94hBz1GLo6dfeSkSGIPh9BpEeBHH-SjBFmGVSYscuqUYmVd2Rl1X_iLo/s1600/pala.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3EFeGLGv35h557DTNC-WrpXwDTCCh2Zo25lb43JWfRABHVRMBNWRobJEcDdeatUVaQxS5Eo-Vz1MaXrYS04q94hBz1GLo6dfeSkSGIPh9BpEeBHH-SjBFmGVSYscuqUYmVd2Rl1X_iLo/s1600/pala.jpg&quot; /&gt;&lt;/a&gt;En este yacimiento el agua contiene un alto contenido en carbonato cálcico que ha permitido la conservación de &lt;u&gt;&quot;negativos&quot;&lt;/u&gt; de esas piezas de madera utilizadas por los neandertales, la madera no se conserva logicamente, pero se forma un negativo formado por una costra de carbonato, que permite reconstruir réplicas de lo que en su día fueron instrumentos de madera que quedaron enterrados en el suelo.&lt;br /&gt;
&lt;br /&gt;
Este singular registro fósil de la madera a partir de los negativos constituye un hecho excepcional a nivel arqueológico y muestra la gran importancia que tuvo la madera para las sociedades neandertales.&lt;br /&gt;
&lt;br /&gt;
En concreto de entre los instrumentos de madera más impresionantes encontrados se encuentra el de una herramienta de madera , una especie de pala, de pino o sabina, que seguramente se utilizaba para la recolección de frutos y mantenimiento de fuegos ,según el registro fue usada hace unos 56.000 años.&lt;br /&gt;
&lt;br /&gt;
Esta &quot;pala&quot; medía 15 cms de largo por 8 de ancho, con forma triangular, terminado en punta, con un mango de 17 cms por 4 de ancho. Los restos que quedan están carbonizados lo cual indica que la habían tirado al fuego cuando se encontraba medio apagado, por lo que no se quemó.&lt;br /&gt;
Sólo posteriormente quedaría cubierta por agua y musgos que impidieron su completa destrucción hasta que la huellla quedó impresa en el terreno.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0JBCjHgWeOIuv2XlWvXh0mjLUmBdpNmOhToPAWr22i3c_aWPvovkRt5WqyudVSMhVbOPfIvf1ieUoaFibrxg6dkl7BIXPdCsSV23h0VRs3c-YrhCcTJo0ddCxgHGoJB8_tkQB6lWOIuw/s1600/hoguera.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0JBCjHgWeOIuv2XlWvXh0mjLUmBdpNmOhToPAWr22i3c_aWPvovkRt5WqyudVSMhVbOPfIvf1ieUoaFibrxg6dkl7BIXPdCsSV23h0VRs3c-YrhCcTJo0ddCxgHGoJB8_tkQB6lWOIuw/s1600/hoguera.jpg&quot; /&gt;&lt;/a&gt;Hasta el período del Neolítico no se ha encontrado nada parecido.&lt;br /&gt;
&lt;br /&gt;
Otro de los indicios que nos confirman su empleo son los restos de árboles cortados fosilizados, previa tala por los neandertales. Han aparecido también ramas , la mayor de las cuales debió utilizarse para encender los fuegos, esto demuestra que los neandertales cortaban los arboles, seguramente con piedras, al lado del campamento y almacenaban leña para sus hogueras.&lt;br /&gt;
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&lt;br /&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/1024827627635176196'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/1024827627635176196'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2013/04/la-madera-en-la-prehistoria.html' title='LA MADERA EN LA PREHISTORIA'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIlX_xVLf8mfpWGNVvkJxUoXJL4oGvcCGOn8iJRisT4EzPdM-0Xq2IAOQDbWBw-G42JXXvz5Ja1l2XRexGkLPi8JzRUqtYbAgwhCwrZWT3S6nR17LNX5JZRJ9w7Vqb1pHQNOjtviM3YME/s72-c/images.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-9117170744013402217</id><published>2013-01-23T00:52:00.000-08:00</published><updated>2020-11-20T18:49:00.086-08:00</updated><title type='text'>NEANDER PARK</title><content type='html'>&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqxmyrjka5svx1K_k2Fog6C4kARbLxGWPD__-DZrzpGYApTF3HQQcZ2jefGMquLn8EuWkqiElH1mrBA48SNDzyDN1MZABXH-cYQ5mA3LChU2LmZG9Sv-JkMPwVU4eh0-D5bDUFMG7mKbI/s1600/paabo.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; oea=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqxmyrjka5svx1K_k2Fog6C4kARbLxGWPD__-DZrzpGYApTF3HQQcZ2jefGMquLn8EuWkqiElH1mrBA48SNDzyDN1MZABXH-cYQ5mA3LChU2LmZG9Sv-JkMPwVU4eh0-D5bDUFMG7mKbI/s1600/paabo.jpg&quot; /&gt;&lt;/a&gt;Acaba de hacerse público que una serie de científicos, expertos en Paleogenética (aquella rama que estudia la composición del ADN encontrado en fósiles de cualquier tipo) consideran factible recuperar mediante clonación la &quot;resurrección de los neandertales&quot; , es una noticia impresionante y angustiosa por todo lo que representa y hoy día debido a la falta de escrupulos es posible que estos científicos locos estén ya trabajando en la idea.&lt;/div&gt;
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Entre los expertos que avalan la posibilidad de &quot;resucitar&quot; al neandertal se encuentra Svante Pääbo , jefe de genética del Instituto Max Planck de Leizpig, especialista en genética evolutiva, Instituto que&amp;nbsp;completó el borrador de la primera versión del genoma del Neandertal, con más de 3 billones de pares de bases secuenciadas, proyecto&amp;nbsp;dirigido por Svante Pääbo.&lt;/div&gt;
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Hoy en día estamos acostumbrados a todo tipo de noticias y ya nada nos sorprende porque carecemos de la capacidad de reflexión necesaria, la tenemos sedada, no interesa que la población piense y nos bombardean sobre todo en la TV con&amp;nbsp;noticias basura que&amp;nbsp;a nadie interesa, nuestro filtro mental está deteriorado, dejamos pasar demasiadas cosas sin que reaccionemos, y esta noticia es realmente inquietante, ¿Seremos capaces los humanos modernos de llevar a cabo la &quot;resurrección&quot; de una especie extinta hace al menos treinta mil millones de años? Aún siendo la más conocida, no se sabe nada a ciencia cierta de esta especie, cada día aparecen nuevas noticias de sus hábitos y costumbres , yo particularmente no creo que sea una buena decisión,&amp;nbsp;la ciencia debe esytar al servicio de la humanidad para evolucionar pero con una ética en el desempeño...esa clonación no puede observarse desde el prisma de un simple experimento cientifico que lograría un premio , nobel seguro, sino desde el prisma de los riesgos y problemas a los que esa vida se va a enfrentar y saber que seremos todos responsables...no estoy hablando de moralina religiosa en cuanto a manipulación genética, sino desde el punto de vista de los problemas que ese &quot;neandertal&quot; se encontraría en nuestra sociedad....&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://neanderkarterri.blogspot.com/feeds/9117170744013402217/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://neanderkarterri.blogspot.com/2013/01/neander-park.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/9117170744013402217'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/9117170744013402217'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2013/01/neander-park.html' title='NEANDER PARK'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqxmyrjka5svx1K_k2Fog6C4kARbLxGWPD__-DZrzpGYApTF3HQQcZ2jefGMquLn8EuWkqiElH1mrBA48SNDzyDN1MZABXH-cYQ5mA3LChU2LmZG9Sv-JkMPwVU4eh0-D5bDUFMG7mKbI/s72-c/paabo.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-9122088068849942077</id><published>2013-01-07T01:28:00.002-08:00</published><updated>2020-11-20T18:49:04.175-08:00</updated><title type='text'>HUMAN EVOLUTION:EVOLUCIÓN HUMANA</title><content type='html'>&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_9n376m=&quot;119&quot; id=&quot;result_box&quot; lang=&quot;en&quot; tc=&quot;null&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_9n376m=&quot;238&quot; tc=&quot;null&quot;&gt;The incredible story&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_9n376m=&quot;239&quot; tc=&quot;null&quot;&gt;of human evolution:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_9n376m=&quot;119&quot; lang=&quot;en&quot; tc=&quot;null&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_9n376m=&quot;239&quot; tc=&quot;null&quot;&gt;La increible historia de la evolución humana resumidos en un maravilloso video que podemos disfrutar en youtube:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_9n376m=&quot;119&quot; lang=&quot;en&quot; tc=&quot;null&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_9n376m=&quot;239&quot; tc=&quot;null&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
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</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/9122088068849942077'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/9122088068849942077'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2013/01/human-evolutionevolucion-humana.html' title='HUMAN EVOLUTION:EVOLUCIÓN HUMANA'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-6671699465211953443</id><published>2012-12-25T22:25:00.002-08:00</published><updated>2020-11-20T18:49:08.556-08:00</updated><title type='text'>ERUPCIONES VOLCÁNICAS: CUEVA DE MEZMAISKAYA</title><content type='html'>&lt;span style=&quot;font-size: large;&quot;&gt;Según investigadores rusos, fue un cambio climático provocado a su vez por erupciones volcánicas la causa de la extinción de los neandertales y allanó el camino para que el humano moderno prosperase en Europa y Asia.&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Esta hipótesis se basa en los resultados de excavaciones realizadas en una cueva del sur de Rusia que han revelado capas de cenizas volcánicas que coinciden en antiguedadcon fenómenos volcánicos de gran envergadura ocurridos alrededor de hace 40.000 años.&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;La cueva de la que hablamos se encuentra en el caúcaso, es la &lt;u&gt;Cueva de Mezmaiskaya&lt;/u&gt;, que a su vez es un gran yacimiento de huesos y utensilios neandertales:&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Según la opinión de los investigadores rusos la desaparición fue repentina y posterior a la actividad volcánica más intensa registrada en Eurasia Occidental durante el período de la Historia evolutiva en la que vivieron los neandertales :&quot;Esta catástrofe no sólo destruyó por completo los habitats ecológicos de las poblaciones neandertales, también provocó una despoblación física masiva...&quot;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Estas erupciones volcánicas provocaron un invierno volcánico, nubes volcánicas que habrían limitado la luminosidad solar, situación que podría haberse prolongado muchos años.Esta alteración climática habría destruido los ecosistemas de la región, lo cual pudo causar la muerte en masa de homínidos y animales de presa y una modificación radical de los territorios de recolección.&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;Los primeros humanos modernos ocuparon la parte más meridional del Oeste de Eurasia y Africa, por lo que se salvaron de la mayor parte de los efectos directos de las erupciones.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/6671699465211953443'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/6671699465211953443'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2012/12/erupciones-volcanicas-cueva-de.html' title='ERUPCIONES VOLCÁNICAS: CUEVA DE MEZMAISKAYA'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6xDou-ajgC9L8nOBqSsBR0O8SsEnZAAbEI5PgjzDVzNLTlAoYx-Uey9WzZ9W6aE1SaeyEeR6YAURaMvWl0X2EAuHK64c1IYC8DJE1UVlRRNzUPCsbD04FxDXr9iPeFnU2w1q8hbgyN64/s72-c/cueva+rusa.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-1667136175932012097</id><published>2012-11-07T14:34:00.000-08:00</published><updated>2020-11-20T18:49:18.556-08:00</updated><title type='text'>SOPORTES PARA PROYECTILES: ARMAS LETALES DEL CROMAGNON</title><content type='html'>&lt;div id=&quot;tamano&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;
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&lt;a href=&quot;http://estaticos02.cache.el-mundo.net/elmundo/imagenes/2012/11/07/ciencia/1352305362_extras_ladillos_1_0.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; float: left; height: 219px; margin-bottom: 1em; margin-right: 1em; width: 206px;&quot;&gt;&lt;img alt=&quot;[foto de la noticia]&quot; border=&quot;0&quot; height=&quot;200&quot; src=&quot;http://estaticos02.cache.el-mundo.net/elmundo/imagenes/2012/11/07/ciencia/1352305362_extras_ladillos_1_0.jpg&quot; title=&quot;[foto de la noticia]&quot; width=&quot;158&quot; /&gt;&lt;/a&gt;Hace 71.000 años, nuestros antepasados ya eran capaces de construir y afilar &lt;u&gt;proyectiles letales para cazar animales o aniquilar a sus enemigos.&lt;/u&gt; El hallazgo en Sudáfrica de estas &#39;armas&#39; primitivas ha desvelado un &lt;strong&gt;patrón de comportamiento complejo en homínidos&lt;/strong&gt; anterior a lo que se creía hasta ahora.&lt;/div&gt;
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La tecnología descubierta en la costa sudafricana consistía en unas largas y finas &#39;hojas&#39; de piedra con la que se tallaban ranuras en piedra y hueso que servían de &lt;strong&gt;soporte para proyectiles, que podían convertirse en armas mortíferas&lt;/strong&gt; y ser lanzados a una distancia considerable con una especie de &#39;arco&#39; primitivo. Esto supuso un avance significativo sobre la rudimentaria caza con lanzas, ya que aumentaba las probabilidades de éxito y disminuía el riesgo.&lt;br /&gt;
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Estos descubrimientos, publicados en la revista &#39;Nature&#39;, en la bahía Mossel, junto con otros hallazgos previos de pruebas y tecnologías en esta región, muestra una complejidad que demuestra que &lt;strong&gt;los primeros humanos modernos evolucionaron en esta localidad costera&lt;/strong&gt;.&lt;/div&gt;
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En el Museo de Paleontología de Moscú se puede visitar el esqueleto de un bisonte que en su cráneo presenta un agujero perfectamente redondo y que se supone fue causado por el impacto de un proyectil lanzado a gran velocidad. Es decir que su aspecto es sospechosamente parecido al que dejaría una bala de moderno calibre. El componente atemporal de ésta historia es que éste animal es originario de Yakuzia, en la Siberia oriental, y vivió en aquellas latitudes hace más de 30.000 años.&lt;/div&gt;
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El hallazgo vuelve a mostrar a África como &quot;la cuna del linaje más reciente de nuestra especie&quot;, comenta José María Bermúdez de Castro, codirector del yacimiento de Atapuerca, recalcando que &quot;&lt;strong&gt;Sudáfrica pudo ser uno de los focos de complejidad cultural&lt;/strong&gt;, aunque no el único&quot;.&lt;/div&gt;
&quot;Cada vez que desarrollamos una nueva excavación en la costa sudafricana, encontramos nuevos y sorprendentes resultados que &lt;strong&gt;retroceden en el tiempo la evidencia de comportamientos humanos únicos&lt;/strong&gt;&quot;, ha dicho el coautor del estudio Curtis Marean, director del proyecto y profesor en la Universidad de Arizona.&lt;br /&gt;
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Un patrón común durante un largo periodo de tiempo &lt;/h3&gt;
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Trabajos previos habían mostrado que esta tecnología construida con piedra apareció brevemente hace unos 65.000 años &lt;strong&gt;durante una fase de glaciación mundial&lt;/strong&gt;. Pero los científicos pensaban que posteriormente había desaparecido y lo consideraban un patrón puntual durante un breve periodo de tiempo.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpNxqSn4jUn5mvv6oimxYiQUES2LnIT8beqlmaqiL49gIkZPyLjkwNbFBz3TGEw92dgDmS50piVyth6tJ8vvcOD-SCRfK_et_XbEChAtUXW1PZrUf9tJSuwQaCk5g0had0YprWFcT1aMo/s1600/PIEDRAS.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; cssfloat: right; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;179&quot; rea=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpNxqSn4jUn5mvv6oimxYiQUES2LnIT8beqlmaqiL49gIkZPyLjkwNbFBz3TGEw92dgDmS50piVyth6tJ8vvcOD-SCRfK_et_XbEChAtUXW1PZrUf9tJSuwQaCk5g0had0YprWFcT1aMo/s200/PIEDRAS.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;Sin embargo, este descubrimiento rebate esas teorías. &quot;Once mil años de continuidad en el método de fabricación de estas herramientas es un periodo muy largo. Ciertamente &lt;strong&gt;no se puede considerar un patrón puntual&lt;/strong&gt; de comportamiento&quot;, dice Marean.&lt;/div&gt;
El científico recalca que la complejidad tecnológica de estos homínidos fue la clave de su dominación sobre otras especie: &quot;Tenían&lt;strong&gt; proyectiles letales y una capacidad de comportamiento cooperativo muy grande&lt;/strong&gt;. Combinando ambas sería difícil que cualquier competidor estuviera a salvo&quot;.&lt;br /&gt;
&quot;Esto probablemente explique la expansión más allá de África de los humanos modernos (adentrándose en territorios neandertales) y la extinción de otras especies hermanas, como los propios neandertales&quot;, explica el autor principal del hallazgo.&lt;br /&gt;
Aunque hasta ahora no se han descubierto tecnologías complejas más antiguas, &quot;nos esperan más sorpresas en el futuro&quot;, asegura Bermúdez de Castro. &quot;No se puede descartar que &lt;strong&gt;estas pautas de complejidad pueden retroceder más en el tiempo&lt;/strong&gt;&quot;, concluye el codirector de Atapuerca.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://neanderkarterri.blogspot.com/feeds/1667136175932012097/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://neanderkarterri.blogspot.com/2012/11/soportes-para-proyectiles-armas-letales.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/1667136175932012097'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/1667136175932012097'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2012/11/soportes-para-proyectiles-armas-letales.html' title='SOPORTES PARA PROYECTILES: ARMAS LETALES DEL CROMAGNON'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpNxqSn4jUn5mvv6oimxYiQUES2LnIT8beqlmaqiL49gIkZPyLjkwNbFBz3TGEw92dgDmS50piVyth6tJ8vvcOD-SCRfK_et_XbEChAtUXW1PZrUf9tJSuwQaCk5g0had0YprWFcT1aMo/s72-c/PIEDRAS.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-1301559652327934602</id><published>2012-11-05T02:23:00.001-08:00</published><updated>2020-11-20T18:49:10.628-08:00</updated><title type='text'>Las Hogueras Neandertales</title><content type='html'>El rol de los hogares o &quot;fuegos&quot; fue muy importante, ya que eran el centro de las actividades sociales y económicas de aquellos seres humanos.Tenían un hábito de reunión , de todo el grupo en torno al fuego, reforzando así la interacción y la cohesión social.&lt;br /&gt;
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El buen estado de conservación de los hogares permite diferenciar hogares de distintos tamaños y de distintas formas, se han identificado al menos seis tipos de fogones, incluyendo estructuras planas junto a la pared del abrigo rocoso, que se cree que serían fuentes de iluminación y calor cerca de las areas para dormir. Había otros fuegos más grandes ubicados más al centro, con evidencias de huesos animales y herramientas líticas que podrían representar los centros de actividad para la cocina y la manufactura de herramientas. También se han registrado agujeros con dimensiones características en algunas estructuras de combustión, siendo pequeños hogares que pueden sustentar algún artefacto para cocinar carne o vegetales...los fogones muestran evidencias de que eran limpiados regularmente. Los Neandertales del área del Abric Romaní dividían el espacio según las zonas de uso, de hecho tenían un area destinada unicamente como dormitorio de descanso, que era la más interior y por tanto más protegida.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeS_2zgFyDsay0cAbkQe6nug4DcwWGCeWQ-W_xxvZCf3oHPfch7VDLSt_KOOraUi0-2EX-R_9poF3a4YjlMSAeffucz5DHbV9TOXVFb3l4LZhHQOCJqw2iiRNmiRJR2Xn2aGezUDer-fc/s1600/hoguera.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;260&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeS_2zgFyDsay0cAbkQe6nug4DcwWGCeWQ-W_xxvZCf3oHPfch7VDLSt_KOOraUi0-2EX-R_9poF3a4YjlMSAeffucz5DHbV9TOXVFb3l4LZhHQOCJqw2iiRNmiRJR2Xn2aGezUDer-fc/s320/hoguera.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Los Hogares o fuegos cumplían varias funciones en el espacio habitable;&lt;br /&gt;
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1.-Socializar alrededor del fuego&lt;br /&gt;
2.-Iluminación y calefacción de la cueva.&lt;br /&gt;
3.-Cocción de alimentos (carne y vegetales)&lt;br /&gt;
4.-Hervir agua para cocer huesos y extraer la grasa, que se podía consumir directamente o bien separarla para que se solidificara y se pudiera utilizar más adelante.&lt;br /&gt;
5.-Contribución a la conservación de alimentos mediante ahumados.&lt;br /&gt;
6.-Protección contra depredadores.&lt;br /&gt;
7.-Calentar herramientas de piedra y darles más dureza</content><link rel='replies' type='application/atom+xml' href='http://neanderkarterri.blogspot.com/feeds/1301559652327934602/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://neanderkarterri.blogspot.com/2012/11/las-hogueras-neandertales.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/1301559652327934602'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/1301559652327934602'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2012/11/las-hogueras-neandertales.html' title='Las Hogueras Neandertales'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeS_2zgFyDsay0cAbkQe6nug4DcwWGCeWQ-W_xxvZCf3oHPfch7VDLSt_KOOraUi0-2EX-R_9poF3a4YjlMSAeffucz5DHbV9TOXVFb3l4LZhHQOCJqw2iiRNmiRJR2Xn2aGezUDer-fc/s72-c/hoguera.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-5217520609337991984</id><published>2012-11-03T01:06:00.002-07:00</published><updated>2020-11-20T18:54:22.156-08:00</updated><title type='text'>El lobo</title><content type='html'>En&amp;nbsp;los capítulos del&amp;nbsp;libro que&amp;nbsp;se presenta&amp;nbsp;en este blog, ver entradas anteriores;&lt;br /&gt;
&lt;a href=&quot;http://neanderkarterri.blogspot.com.es/#!/2012/04/capitulo-i-el-clan-del-lobo-de-la.html&quot;&gt;http://neanderkarterri.blogspot.com.es/#!/2012/04/capitulo-i-el-clan-del-lobo-de-la.html&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://neanderkarterri.blogspot.com.es/#!/2012/04/capitulo-ii-el-reencuentro.html&quot;&gt;http://neanderkarterri.blogspot.com.es/#!/2012/04/capitulo-ii-el-reencuentro.html&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://neanderkarterri.blogspot.com.es/#!/2012/05/tercer-capitulo-del-libro-el-clan-del.html&quot;&gt;http://neanderkarterri.blogspot.com.es/#!/2012/05/tercer-capitulo-del-libro-el-clan-del.html&lt;/a&gt; &lt;br /&gt;
el lobo es&amp;nbsp;uno de los&amp;nbsp;protagonistas principales, a través de sus paginas conoceremos un poco de sus formas de vida, caza, como se relacionan, y sobretodo su interelación con el hombre y los prolegómenos de su domesticación...&lt;br /&gt;
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En el siguiente video podemos ver un documental del lobo en las montañas del norte de España:&lt;br /&gt;
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&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/UaMZU8KUhcw?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://neanderkarterri.blogspot.com/feeds/5217520609337991984/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://neanderkarterri.blogspot.com/2012/11/en-capitulos-del-que-presenta-este-blog.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/5217520609337991984'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/5217520609337991984'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2012/11/en-capitulos-del-que-presenta-este-blog.html' title='El lobo'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-7227771167404911258</id><published>2012-10-16T11:02:00.002-07:00</published><updated>2020-11-20T18:49:33.958-08:00</updated><title type='text'>Los neandertales no coincidieron con los sapiens (Sidrón)</title><content type='html'>Según un nuevo estudio de un profesor de Historia de la Universidad de Oviedo, David Santamaría, se llega a la concusión de que los Sapiens y los neandertales no llegaron a coincidir en el Sidrón...&lt;br /&gt;
&lt;a href=&quot;http://www.lne.es/sociedad-cultura/2012/10/14/neandertales-sapiens-coincidieron/1311765.html&quot;&gt;http://www.lne.es/sociedad-cultura/2012/10/14/neandertales-sapiens-coincidieron/1311765.html&lt;/a&gt;&lt;br /&gt;
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﻿&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;La tradición científica vincula la desaparición del hombre de Neandertal en la península Ibérica con la llegada del Homo sapiens, teoría que suscribe que el encuentro entre poblaciones de las dos especies precipitó la extinción de los neandertales.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;Ahora, una tesis del historiador de la Universidad de Oviedo David Santamaría acaba de echar por tierra estos planteamientos al demostrar que, al menos en nuestro territorio, nunca se produjo el encuentro que sí debieron mantener en Oriente Próximo.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;Aquí, ambos linajes no llegaron a coincidir en el tiempo. Es la conclusión a la que llega el arqueólogo después de una larga investigación con la que pudo comprobar que las teorías que atribuyen al sapiens la extinción del neandertal se basan en datos de estratigrafía erróneos y en dataciones poco precisas que rejuvenecen uno de los mayores misterios de la evolución humana. &lt;/span&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;La tesis, presentada la pasada semana en la Universidad de Oviedo, apuesta por un modelo rupturista que pone en entredicho las teorías sostenidas por historiadores, arqueólogos y antropólogos para explicar la desaparición de los neandertales, un acontecimiento que muchos atribuyen a la superioridad numérica de los humanos modernos, dotados de mayor capacidad adaptativa para la dura competencia por las mismos recursos. Otras interpretaciones sugieren que no resistieron el cambio climático o que la escasa variabilidad genética los hundió para siempre.&lt;/span&gt;&lt;/div&gt;
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&amp;nbsp;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;En el estudio sobre la transición del Paleolítico medio al superior -un período de tiempo determinante en la historia de la Humanidad porque coincide con la desaparición de la especie neandertal y la llegada del Sapiens a la península Ibérica- Santamaría deja al descubierto la distancia entre los dos grupos humanos, lo que cuestiona interpretaciones como la de la cueva del Castillo (Cantabria) donde los científicos defienden la presencia continuada de neandertales y sapiens. &lt;/span&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;Para el historiador, no hubo una transición entre ambos grupos humanos como se interpreta de los resultados de algunas excavaciones realizadas en nuestro territorio. «Los hombres modernos no pudieron imitar la industria ni copiar comportamientos de los neandertales porque cuando llegaron al territorio hispano-luso no había rastro de los primeros».&lt;/span&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;Para explicar los motivos que llevaron a lo que considera una hipótesis errónea apunta a la alteración de los niveles estratigráficos, mezcla de materiales de dos momentos diferentes, y a problemas metodológicos de las técnicas de datación absoluta, que producen un rejuvenecimiento de los datos. &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;La investigación parte de dos importantes yacimientos asturianos: el abrigo de la Viña (la Manzaneda, Oviedo) y la cueva de Sidrón (Borines, Piloña). De la estratigrafía de ésos proceden los primeros datos, más tarde contrastados y analizados con los de otras localizaciones prehistóricas de Cantabria y Gibraltar, lo que le ha permitido precisar que la especie que nos precedió no resistió en las cuevas del Sur hasta hace 25.000 años, como se viene sosteniendo, sino que su rastro se perdió para siempre más de una decena de miles de años antes y, por consiguiente, antes de la llegada de los Homo sapiens al sur de Europa.&lt;/span&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;La afirmación no es intrascendente y con toda seguridad alimentará la polémica y el debate sobre la aventura de la Humanidad en el territorio ibérico, último reducto de una especie que miles de años antes había poblado Europa.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;La demostración del imposible encuentro de neandertales y sapiens tiene mucho que ver con los avances científicos y tecnológicos de los últimos años; sin ellos sería imposible contar con los datos precisos para reconstruir los acontecimientos que se sucedieron en el período comprendido entre los 40.000 y 30.000 años antes del presente, arco temporal donde se sitúa la aparición de los primeros representantes del hombre moderno, la desaparición del neandertal, la eclosión de las primeras culturas o industrias del Paleolítico superior y la aparición de las primeras evidencias claras de un mundo simbólico (arte parietal y mobiliar). &lt;/span&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;David Santamaría se apoyó en el análisis de las industrias líticas (herramientas de piedra) para buscar respuestas desde el análisis tecnológico y desde la evaluación cronoestratigráfica del contexto en que aparecen los materiales. Hasta ahora se creía que el hombre de neandertal (Paleolítico medio) había resistido al sur de la Península (Gibraltar) hasta hace 24.000 años, pero los nuevos sistemas de medición radiocarbónica retrasan notablemente estas fechas.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;Los análisis hacen tambalearse la teoría que da por segura la continuidad ocupacional en la cueva del Castillo (Puente Viesgo, Cantabria) y la posible presencia de las dos especies en el lugar casi al mismo tiempo, lo que permitía hablar de una transición (industria musteriense local) que ahora descarta la tesis de Santamaría.&lt;/span&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;A su juicio, las hipótesis que defienden la posible continuidad de la industria de los neandertales por los sapiens no se sostienen con los nuevos métodos. «En muchos casos los depósitos de materiales del Paleolítico superior se movieron o se desplazaron a los niveles del Paleolítico medio generando una transición ficticia», señala Santamaría, que añade: «No hay evidencias contrastadas que respalden la pervivencia de la cultura musteriense (propia de los neandertales) hasta las avanzadas fechas que hasta ahora se venían apuntando». &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;No es fácil, de todas formas, concretar el momento final de la especie por problemas relacionados con la datación absoluta, pero el historiador opina que ese ocaso pudo producirse más allá de los 40.000 o 45. 000 años antes del presente. &lt;/span&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;David Santamaría (Oviedo, 1978), profesor asociado del departamento de Historia de la Universidad de Oviedo, acaba de defender la tesis: «La transición del Paleolítico medio al superior en Asturias: abrigo de la Viña y cueva del Sidrón», dirigida por el profesor Marco de la Rasilla.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;&amp;nbsp;El tribunal estuvo formado por los profesores Adolfo Rodríguez Asensio (Universidad de Oviedo), Valentín Villaverde (Universidad de Valencia) y Marco Peresani (Universidad de Ferrara, Italia). &lt;/span&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;Las conclusiones del trabajo conforman un modelo totalmente rupturista con la actual teoría sobre lo ocurrido en los años en que se produjo la trascendental transición de una Humanidad a otra, una hipótesis que con toda seguridad promoverá un debate que puede aclarar definitivamente un episodio tan confuso aún como fue la desaparición del hombre de neandertal .&lt;/span&gt;&lt;/div&gt;
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&amp;nbsp;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;Miembro del equipo de investigación de Sidrón desde hace algunos años y colaborador en las excavaciones desde el inicio, David Santamaría comenzó su tesis doctoral bajo la dirección de Javier Fortea, catedrático de Prehistoria de la Universidad de Oviedo, director de las excavaciones en el abrigo de la Viña, entre 1980-96, y de Sidrón hasta su fallecimiento en 2009. &lt;/span&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;Ante el trabajo realizado por Santamaría, el profesor Valentín Villaverde manifestó que el análisis de las dataciones no deja lugar a dudas y que cada vez son menos los yacimientos que, una vez evaluados con los métodos actuales, permiten seguir hablando de presencia neandertal hasta hace 25.000 años.&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://neanderkarterri.blogspot.com/feeds/7227771167404911258/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://neanderkarterri.blogspot.com/2012/10/los-neandertales-no-coincidieron-con.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/7227771167404911258'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/7227771167404911258'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2012/10/los-neandertales-no-coincidieron-con.html' title='Los neandertales no coincidieron con los sapiens (Sidrón)'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi844XjS_abNKRN_RAejszMT4U2_OfnD6Kzbnz_h_VUPA_VOiKN5ysOMS3RgKExXcnxUMPVRMpIL5rlFC-tHWnHFSBZdtmA-ovWAsvb4cfrRD-wRl-EdHVBJtFXUZIVDjZAMUZM20Za38o/s72-c/cuevasidron1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-234106743799856069</id><published>2012-09-10T08:05:00.001-07:00</published><updated>2020-11-20T18:49:37.722-08:00</updated><title type='text'>Neandertales en Madrid</title><content type='html'>Acaba de publicarse en prensa un artículo referente a la aparición de restos neandertales en la Sierra de Guadarrama, concretamente piezas dentales junto con restos fósiles de animales de la época como Uros, gamos, rinocerontes, tortugas; 
puercoespines y osos pardos, en lugar de osos cavernarios, como en la 
época glacial.&lt;br /&gt;
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En España hay una quincena de yacimientos de esta especie —en la 
Cordillera Cantábrica, Levante y Andalucía—, pero ninguno de ellos se encontraba en la meseta.&lt;br /&gt;
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También se han encontrado ya miles de herramientas de piedra. “La mejor piedra 
para tallas es el sílex, pero en esta zona no hay. Así que tuvieron que 
apañarse. Adaptaron su técnica de talla —musteriense— a lo que tenían, 
que es&lt;b&gt;&lt;u&gt; cuarzo.&lt;/u&gt;&lt;/b&gt; Es peor, pero sirve y significa toda una adaptación 
tecnológica admirable”. ¿Y para cazar? “Lanzas de madera con punta 
endurecida al fuego”. “Aquí, en este valle de yacimientos tan ricos, 
podemos averiguar muchas cosas sobre los neandertales, su vida y su 
muerte, su medio, su clima, su tecnología, su economía...&lt;br /&gt;
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&quot; 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El área madrileña es una región rica en yacimientos paleolíticos conocidos desde antiguo. Los&lt;br /&gt;
depósitos de terrazas de los principales ríos de nuestra región han permitido conocer un elevado&lt;br /&gt;
número de yacimientos vinculados a los entornos fluviales, sin que hasta el momento se conocieran&lt;br /&gt;
testimonios fuera de estos contextos. En los últimos años, la política de gestión del patrimonio&lt;br /&gt;
emprendida por la administración madrileña ha facilitado la localización de nuevos conjuntos&lt;br /&gt;
bien datados que ahora están dando resultados y que ampliarán nuestro conocimiento sobre la actividad&lt;br /&gt;
de los grupos musterienses de nuestra región.&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://neanderkarterri.blogspot.com/feeds/234106743799856069/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://neanderkarterri.blogspot.com/2012/09/neandertales-en-madrid.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/234106743799856069'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/234106743799856069'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2012/09/neandertales-en-madrid.html' title='Neandertales en Madrid'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-5816555927079491281</id><published>2012-09-08T01:42:00.000-07:00</published><updated>2020-11-20T18:49:46.146-08:00</updated><title type='text'>MÉTODO DEL CARBONO 14</title><content type='html'>&lt;span style=&quot;background-color: magenta;&quot;&gt;&lt;/span&gt;El Carbono-14 (o radiocarbono) es un isótopo del carbono que se conoce artificialmente desde 1934, aunque hasta 1946 no se demostró su existencia natural. En este año, el químico &lt;b&gt;&lt;u&gt;W.F. Libby&lt;/u&gt;&lt;/b&gt;, que recibió el Premio Nobel por su descubrimiento, demostró que este isótopo del carbono se forma de manera continua en las capas altas de la atmósfera terrestre, debido a la acción de los rayos cósmicos sobre el Nitrógeno-14. Una vez formado, el Carbono-14 se oxida con el oxígeno para dar lugar a moléculas de dióxido de carbono, que son indistinguibles químicamente de las formadas por el isótopo &quot;normal&quot; del carbono, el Carbono-12. Estas moléculas de dióxido de carbono pasan a formar parte, a través de la fotosíntesis, de los tejidos vegetales, y de ahí a los animales. De modo, que todos los seres vivos mantienen en sus tejidos una proporción entre Carbono-14 y Carbono-12 que es la misma que la existente en la atmósfera terrestre (en la que el Carbono-14 es escaso).&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9GH_T7kmSL8MosjNBAgUyMTGiex_f-GAudqIS9MA3z5QLIyPDPnqn-ClxcT4S_ZtmhpovD7IgoMRwqP5UhkFFdC6_oVmY6JhNqqswNY5Lx_886oqOLh1Cruuaex0CXIm35LSgvNKNnOU/s1600/libby.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9GH_T7kmSL8MosjNBAgUyMTGiex_f-GAudqIS9MA3z5QLIyPDPnqn-ClxcT4S_ZtmhpovD7IgoMRwqP5UhkFFdC6_oVmY6JhNqqswNY5Lx_886oqOLh1Cruuaex0CXIm35LSgvNKNnOU/s1600/libby.jpg&quot; height=&quot;318&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;u&gt;Libby&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
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Cuando el organismo muere, deja de incorporar carbono a sus tejidos y la proporción entre ambos isótopos comienza a cambiar, ya que el Carbono-14 es inestable y se convierte en Carbono-12 con un periodo de 5568 años. Es decir, que transcurridos 5.568 años desde la muerte del ser vivo, la mitad de su Carbono-14 habrá desaparecido para convertirse en Carbono-12, y pasados 11.136 años desde su muerte la cantidad de Carbono-14 inicial se habrá reducido a una cuarta parte. Como la cantidad inicial de Carbono-14 es la misma que la presente en la atmósfera terrestre, basta con medir la cantidad de Carbono-14 presente en un resto orgánico para deducir el tiempo transcurrido desde su muerte. No obstante, la cantidad de dióxido de carbono en la atmósfera no ha sido constante a lo largo del tiempo, sino que ha sufrido fluctuaciones, por lo que este método tiene un cierto margen de error.&lt;br /&gt;
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El límite de esta técnica depende de la capacidad de medir con exactitud el número de átomos de Carbono-14 presente en una muestra. A partir de determinada antigüedad, hay tan pocos átomos de Carbono-14 que su medición se hace muy imprecisa y los resultados no son fiables.&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipsWcWogNcTMsGEfmp5RYwYFJuX6cNIk1J4bF2BVKV6o7sj1eUby08S_gEdgATsJGSSDbrCAkCQmjhh4enRoRwASorb1m2WVMviFwGQe-IdRh29CFoHF_keK7zaHGPrYfdwjXN5RGNCX8/s1600/fotocast3112.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipsWcWogNcTMsGEfmp5RYwYFJuX6cNIk1J4bF2BVKV6o7sj1eUby08S_gEdgATsJGSSDbrCAkCQmjhh4enRoRwASorb1m2WVMviFwGQe-IdRh29CFoHF_keK7zaHGPrYfdwjXN5RGNCX8/s1600/fotocast3112.jpg&quot; /&gt;&lt;/a&gt;Para comprender esta limitación imaginemos una muestra hipotética que tuviera en origen 1000 átomos de Carbono-14. Pasado el primer periodo, 5.568 años, solo quedarían 500 átomos. Poco importa un error de medida de 5 átomos: tanto si obtenemos 495 átomos, como si hallamos un número de 505 átomos, sabremos que ha transcurrido solo un periodo (5.568 años). Tampoco hay problemas con el segundo período (250 átomos de Carbono-14), ni con el tercero (125 átomos), y así sucesivamente hasta que, en el séptimo periodo se pasa de 16 átomos de Carbono-14 hasta 8 átomos. Ahora, un error de 5 átomos es demasiado elevado, ya que si obtenemos una medición de13 átomos podríamos pensar que sólo han transcurrido 6 períodos, pero si obtenemos una cifra de 3 átomos concluiríamos que han transcurrido 8 períodos. Es decir que a medida que disminuye la cantidad de Carbono-14 aumenta el margen de error. De este modo se llega a un punto más allá del cual no es posible obtener dataciones fiables. Cuanto mayor sea el período de un isótopo, más lejos en el tiempo estará su límite.&lt;br /&gt;
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&lt;u&gt;&lt;i&gt;Hasta hace pocos años, el límite de la técnica del Carbono-14 rondaba los 35.000 años de antigüedad pero en la actualidad se utiliza un Espectrómetro de Masas con Acelerador de Partículas, que es capaz de medir con precisión números muy bajos de átomos, lo que ha permitido extender el rango de la técnica hasta los 45.000 años.&lt;/i&gt;&lt;/u&gt;&lt;br /&gt;
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src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/div&gt;
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Otra limitación a la técnica, reside en el descubrimiento de que la cantidad de Carbono-14 en la atmósfera terrestre no ha sido constante a lo largo del tiempo. Esto se debe a las fluctuaciones de la actividad solar. Cuando ésta es mayor, hay más viento solar, que reduce la llegada de rayos cósmicos a la Tierra y, por tanto, se produce menos cantidad de Carbono-14. En la actualidad existen técnicas para calibrar con gran precisión la técnica del Carbono-14 hasta cerca de los 11.000 años de antigüedad, y con menos precisión hasta su límite práctico.&lt;br /&gt;
Con todo, el método del Carbono-14 tiene un valor inapreciable en Arqueología, ya que los sucesos estudiados por esta ciencia entran dentro de su rango. Sin embargo, la mayor parte de los acontecimientos que ocupan al paleontólogo sucedieron mucho más allá del alcance del método del Carbono-14. Es por ello, por lo que se ha hecho necesario desarrollar nuevos métodos que, basándose en el mismo fenómeno de la radiactividad natural, alcancen antigüedades mucho mayores. Estos métodos están basados en isótopos de elementos tales como el&lt;u&gt; potasio&lt;/u&gt; y el &lt;u&gt;uranio.&lt;/u&gt;&lt;br /&gt;
&lt;br /&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/5816555927079491281'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/5816555927079491281'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2012/09/carbono-14.html' title='MÉTODO DEL CARBONO 14'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9GH_T7kmSL8MosjNBAgUyMTGiex_f-GAudqIS9MA3z5QLIyPDPnqn-ClxcT4S_ZtmhpovD7IgoMRwqP5UhkFFdC6_oVmY6JhNqqswNY5Lx_886oqOLh1Cruuaex0CXIm35LSgvNKNnOU/s72-c/libby.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-247812285586275860</id><published>2012-09-08T01:38:00.002-07:00</published><updated>2020-11-20T18:49:50.347-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="fosilización"/><category scheme="http://www.blogger.com/atom/ns#" term="relleno cuevas"/><category scheme="http://www.blogger.com/atom/ns#" term="sedimentación"/><title type='text'>FOSILIZACIÓN POR SEDIMENTACIÓN: RELLENO DE LAS CUEVAS</title><content type='html'>Para que el fenómeno de la fosilización tenga lugar, se han de dar una serie de circunstancias especiales. La primera de ellas es el enterramiento, que ha de ser relativamente rápido ya que si no es así el resto quedará expuesto a la acción de factores atmosféricos (la meteorización, por ejemplo) y biológicos (carroñeros y descomponedores) que lo harán desaparecer. Es decir, que solo en ambientes con altas tasas de sedimentación (sedimentación rápida) es posible que los seres vivos produzcan fósiles.&lt;br /&gt;
El principal agente geológico de la corteza terrestre es el agua en movimiento. Cuando el agua corre con gran velocidad es capaz de erosionar las rocas de la corteza terrestre y arrastrar los sedimentos producto de tal erosión. Este transporte depende la propia velocidad del agua: cuanto mayor sea ésta más grande será su energía cinética y, por tanto, mayor su capacidad de transportar sedimentos. Así, cuando el agua pierde velocidad reduce su capacidad de transporte y se produce la deposición de los materiales que arrastra; es decir su sedimentación.&lt;br /&gt;
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Por todo ello, en aquellos ambientes en los que llegue agua corriente, cargada de sedimentos, y se produzca un descenso abrupto en la velocidad de dicha agua, tendrá lugar una sedimentación intensa. Como ya hemos visto, estos ambientes sedimentarios son los ideales para la producción de fósiles y, en los continentes, se pueden resumir en tres grandes tipos: &lt;u&gt;cuencas sedimentarias&lt;/u&gt;, &lt;u&gt;terrazas fluviales&lt;/u&gt; y el &lt;u&gt;interior de cuevas. &lt;/u&gt;&lt;br /&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;u&gt;&lt;b&gt;Relleno de Cuevas:&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;
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&quot; /&gt;&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
El tercer ambiente en que puede tener lugar una sedimentación intensa son las cuevas. La mayor parte de las cuevas se producen en las rocas calizas, debido a sus propiedades químicas. La roca caliza esta formada, básicamente, por carbonato cálcico. Este mineral se forma cuando el calcio disuelto en el agua reacciona, a través de una serie de reacciones intermedias, con el dióxido de carbono, igualmente disuelto en el agua. El carbonato cálcico precipita en condiciones de extrema quietud del agua. La inmensa mayor parte de la roca caliza del planeta se ha formado (y se forma, en la actualidad) en el fondo del mar, en capas que pueden tener cientos de metros de espesor. Estas capas de roca caliza pueden verse plegadas por la dinámica de la corteza terrestre, originando montañas que quedan fuera del mar. Así se formaron la mayor parte de nuestras montañas, como la mayor parte del Sistema Ibérico, los pirineos y Picos de Europa, por ejemplo.&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;
Como resultado de este proceso, enormes masas de roca caliza son puestas a merced de los agentes geológicos externos. De manera inversa a como se formó, el carbonato cálcico que forma la caliza puede ser disuelto por el agua, a condición de que ésta contenga dióxido de carbono. Y el agua de lluvia que se filtra a través de las numerosas grietas y fisuras de las rocas contiene dióxido de carbono, por lo que es capaz de disolver la caliza. También disuelven las rocas calizas las aguas subterráneas que se infiltran en ellas, siempre a favor de las grietas, ya que también contienen dióxido de carbono.&lt;br /&gt;
De este modo, el interior de la montaña se va viendo horadado por la acción del agua y se van formando túneles horizontales y verticales, que se conocen como galerías y simas, respectivamente. Cuando el nivel de base de las aguas subterráneas (o nivel freático) desciende (por ejemplo porque el valle se encaje) el agua deja de circular por galerías y simas, y solo el agua de lluvia sigue actuando. En este momento, la montaña guarda en su interior un laberinto de cavidades. La acción del agua de lluvia, y la erosión de las laderas, llevan a que esta red de cuevas se abra al exterior, y empiecen a ser rellenadas por los sedimentos que el agua de las laderas arrastra, al introducirse, como si se tratara de desagües, en las cuevas. Junto con los sedimentos, el agua transporta restos de organismos, que quedan fosilizados junto a aquellos otros restos introducidos por carnívoros y humanos, como resultado de sus actividades&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Una gran parte de los fósiles humanos conocidos proceden de regiones en las que no hay cuencas sedimentarias, siendo mayoría los yacimientos en el interior de cuevas sobre los de terrazas fluviales. Quizá los ejemplos más señeros de yacimiento en cueva lo constituyan los de la región del Transvaal (Sterkfontein, Swartkrans y Kromdraai), en Sudáfrica, y los de la burgalesa Sierra de Atapuerca.&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Por último, cabe mencionar un tipo de yacimiento cuya génesis no se debe a los agentes geológicos externos sino a la mano humana. Se trata de los enterramientos, acumulaciones intencionadas de cadáveres en lugares recónditos de las cuevas (como en el caso de la &lt;u&gt;Sima de los Huesos&lt;/u&gt; de la Sierra de Atapuerca), o acumulaciones de huesos tras el consumo de seres humanos (como en el nivel TD6 de la Gran Dolina de Atapuerca). En este tipo de yacimientos la conservación de los restos es excepcional y pueden encontrarse esqueletos completos o muy completos. Desgraciadamente, con la notabilísima excepción del yacimiento de la Sima de los Huesos, la humanidad no comenzó las prácticas funerarias hasta hace menos de 100.000 años, por lo que el registro fósil de las humanidades más antiguas de esa fecha es mucho más escaso y fragmentario que el de aquellas otras posteriores (humanos modernos y neandertales).&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;JUAN LUIS ARSUAGA: &quot;claves de la evolución humana&quot;&lt;/b&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/247812285586275860'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/247812285586275860'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2012/09/fosilizacion-por-sedimentacion-relleno.html' title='FOSILIZACIÓN POR SEDIMENTACIÓN: RELLENO DE LAS CUEVAS'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-4469708353247871888.post-4156454497107957132</id><published>2012-08-03T16:25:00.002-07:00</published><updated>2020-11-20T18:49:54.994-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cuaternario"/><category scheme="http://www.blogger.com/atom/ns#" term="peninsula ibérica"/><category scheme="http://www.blogger.com/atom/ns#" term="pleistoceno"/><title type='text'>EL PLEISTOCENO</title><content type='html'>&lt;h1 class=&quot;firstHeading&quot; id=&quot;firstHeading&quot; style=&quot;background-color: cyan; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span dir=&quot;auto&quot;&gt;EL PLEISTOCENO EN LA PENINSULA IBÉRICA&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;div class=&quot;mw-jump&quot; id=&quot;jump-to-nav&quot;&gt;
&lt;/div&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXrHPJsEuzFw-_ge2pyra2WOpoZn8ig18l-eFbExSyiVSVvw0PLMVEkUfSqARez2y49V4OwYS7UPV7ma68zmeF905IJW2PHB86fpIxQNYcvaR2FPYU6wVUGxeXakaSdks1y5CKyw9jqx8/s1600/pleistoceno_1.gif&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;160&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXrHPJsEuzFw-_ge2pyra2WOpoZn8ig18l-eFbExSyiVSVvw0PLMVEkUfSqARez2y49V4OwYS7UPV7ma68zmeF905IJW2PHB86fpIxQNYcvaR2FPYU6wVUGxeXakaSdks1y5CKyw9jqx8/s320/pleistoceno_1.gif&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;El período Cuaternario llega hasta los tiempos actuales, si bien se 
distinguen dentro de él 2 períodos: Pleistoceno y Holoceno. El primero 
comprende desde los 1’8 millones de años hasta el 9000 a. C. 
aproximadamente. A partir de entonces estamos en el Holoceno. El 
Pleistoceno se divide a su vez en diferentes subperíodos en razón de las
 características climáticas:&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;u&gt;• El cuaternario antiguo o Pleistoceno Inferior (&lt;/u&gt;&lt;/b&gt;entre 1.600.000 y 
700.000 años). En un principio el clima en este período fue cálido y 
húmedo durante unos 600.000 años, deteriorándose progresivamente a lo 
largo del empeoramiento climático conocido como Glaciación de Günz. 
Durante esta fase se produjeron violentas erupciones volcánicas, 
afectando principal-mente al centro de Francia y nordeste de la 
Península Ibérica. La Europa meridional se libró de la ola de frío. La 
flora se refugia en zonas abrigadas como los fondos de los valles y será
 a partir de allí, donde se desarrollarán las nue-vas masas forestales 
como son el abedul, haya, nogal, pino y encina. Durante esta primera 
fase, la fauna está compuesta por animales supervivientes de las formas 
terciarias como los carnívo-ros de grandes dientes, simios, caballos de 
tres dedos, etc. Durante el período glaciar Günz los principales 
elementos de la fauna son: mamut, ciervo, oso, lince, macaco, nutria, 
rinoceronte y león cavernario.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;u&gt;• El Pleistoceno Medio &lt;/u&gt;&lt;/b&gt;(entre 700.000 y 130.000 años).&lt;br /&gt;
. Se inicia con la interglaciación Günz-Mindel, la cual dura unos 
50.000 años. La fauna propia de este período de clima muy húmedo y 
cálido es: elefante, rinoceronte, caballo, hipopótamo, etc., perdurando 
varios de los representantes ar-caicos del Terciario.&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHuumAhkF-qcpRKe7hnKJS869whh3Fvcb2k0QesTx03PgbJzerplGLD5M90VvstR-NWNUaed4b8hRZQgvZTfEWc2FrvUJlZCslBuLKCIhzOWwmmQKXVaKbEcsgi704n6OyKpfOeeqlKOw/s1600/1206991663516Pleistoceno2dn.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;155&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHuumAhkF-qcpRKe7hnKJS869whh3Fvcb2k0QesTx03PgbJzerplGLD5M90VvstR-NWNUaed4b8hRZQgvZTfEWc2FrvUJlZCslBuLKCIhzOWwmmQKXVaKbEcsgi704n6OyKpfOeeqlKOw/s320/1206991663516Pleistoceno2dn.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;. Entre los 650.000 y los 300.000 años se desarrolla la glaciación 
Mindel. Es una etapa prolongada de clima semiárido y fresco: no muy frío
 al principio y con fases bastante rigurosas y secal al final. Este 
nuevo enfriamiento hizo desaparecer los últimos animales procedentes del
 Terciario. La flora sufre una gran degradación con avance de la tundra,
 quedando los bosques de especies muy resistentes en los valles más 
protegidos.&lt;br /&gt;
. En el interglaciar Mindel-Riss (de 300.000 a 250.000 años), el alto
 grado de humedad permitió la expansión de diversas especies arbóreas de
 hoja caduca y plantas termófilas. La fauna de este período responde al 
paisaje de transición, de circunstancias templadas y húmedas: elefante 
de piel desnuda, rinoceronte, hipopótamos, ciervos, gamos, grandes 
bó-vidos y équidos.&lt;br /&gt;
. La glaciación de Riss (250.000-125.000 años) ocupa la última parte 
del Pleistoceno Medio. Su característica principal es la existencia de 
períodos fríos muy marcados, con una fauna muy adaptada al frío como son
 los elefantes, uro, ciervo y rinoceronte de narices tabicadas. El 
descenso del nivel del mar fue en algunas zonas de centenas de metros.&lt;br /&gt;
&lt;br /&gt;
&lt;u style=&quot;color: black;&quot;&gt;&lt;b&gt;• El Pleistoceno Superior &lt;/b&gt;&lt;/u&gt;(entre 125.000 y 10.000 años). Se ha dividido en varias etapas:&lt;br /&gt;
. El interglaciar Riss-Wurm se desarrolló entre el 125.000 a 80.000 
años. Es una etapa calurosa: en la cornisa cantábri-ca se caracteriza 
por las formaciones de bosque y por especies como el rinoceronte de 
narices tabicadas y el ciervo.&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijVKCX6Sq8juhqVxbzLimjGK9EisP_pCjB57m0whZx3kEFEj2SVgLgb99XVLBvXH78PPmoJHGzMzyw3cjHjuvXE5Me_iWaxjIiwc_cX0XQlUBz2Drmn-TI10FXisNLYXDOKLIfWeDjKTc/s1600/dientes.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;190&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijVKCX6Sq8juhqVxbzLimjGK9EisP_pCjB57m0whZx3kEFEj2SVgLgb99XVLBvXH78PPmoJHGzMzyw3cjHjuvXE5Me_iWaxjIiwc_cX0XQlUBz2Drmn-TI10FXisNLYXDOKLIfWeDjKTc/s320/dientes.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;. La glaciación de Wurm (aproximadamente de 80.000 a 8.000 a.C.) se 
subdivide en el sudoeste de Europa en cuatro etapas agrupadas en dos 
bloques: Antiguo (Wurm I y II), correlativo a la cultura del Paleolítico
 Medio y Reciente (III y IV), en el Paleolítico Superior. La oscilación 
Wurm I y el interestadio Wurm II (80.000 a 55.000) presentan, 
respectivamente, un clima frío y húmedo y una situación atemperada con 
bosques de caducifolios.&lt;br /&gt;
El Wurm II (55.000 a 35.000 a.C.) parece ser en toda la Península de 
frío acentuado: están presentes el mamut y el ri-noceronte lanudo, es 
baja la proporción de arbolado y se ha sustituido por praderas y 
estepas.&lt;br /&gt;
El interestadio Wurm II/III (35.000) parece ser muy húmedo y cálido. 
En Cantabria se reinstala el bosque templado, con abundancia de ciervo y
 rinoceronte. De este período son las formas culturales de transición 
Paleolítico Medio/Paleolítico Superior.&lt;br /&gt;
El Wurm III (35.000-18.500 a.C.) es de carácter estépico: baja 
proporción de especies arbóreas y clima muy frío. A partir de este 
momento se suceden las culturas del Paleolítico Superior: Auriñaciense, 
Gravetiense, Solutrense y Magdale-niense.&lt;br /&gt;
La transición Wurm III/IV se produjo entre 18.500 y 15.000 a.C. Como 
ejemplo de fauna tendríamos el elefante, caballo, ciervo, bisonte, gamo,
 jabalí, etc. La flora estaba representada por el pino negro, el abedul,
 la encina, el sauce, etc.</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/4156454497107957132'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4469708353247871888/posts/default/4156454497107957132'/><link rel='alternate' type='text/html' href='http://neanderkarterri.blogspot.com/2012/08/el-pleistoceno-en-la-peninsula-iberica.html' title='EL PLEISTOCENO'/><author><name>Andoni</name><uri>http://www.blogger.com/profile/10757330827692908540</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXrHPJsEuzFw-_ge2pyra2WOpoZn8ig18l-eFbExSyiVSVvw0PLMVEkUfSqARez2y49V4OwYS7UPV7ma68zmeF905IJW2PHB86fpIxQNYcvaR2FPYU6wVUGxeXakaSdks1y5CKyw9jqx8/s72-c/pleistoceno_1.gif" height="72" width="72"/></entry></feed>