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<?xml-stylesheet type="text/xsl" media="screen" href="/~d/styles/atom10full.xsl"?><?xml-stylesheet type="text/css" media="screen" href="http://feeds.feedburner.com/~d/styles/itemcontent.css"?><feed xmlns="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearch/1.1/" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0" gd:etag="W/&quot;AkYHQHwzeip7ImA9WhRbGE4.&quot;"><id>tag:blogger.com,1999:blog-8937010905036198877</id><updated>2012-02-09T21:42:11.282-04:00</updated><category term="China" /><category term="Noticias HDY" /><category term="Huérfanos Rose Jones." /><category term="C" /><category term="HDY Nasa" /><category term="Brasil" /><category term="Hormigas" /><category term="F" /><category term="Frutas y Vegetales" /><category term="Videos Divertidos" /><category term="Biografias" /><category term="Desiertos del mundo" /><category term="Biologia" /><category term="Historia" /><category term="en el 2028" /><category term="M" /><category term="Australia" /><category term="Terremoto De Haiti" /><category term="Elementos Quimicos" /><category term="T" /><category term="Criminalidad" /><category term="Japon" /><category term="Insectos" /><category term="Jesucristo" /><category term="Vitamina" /><category term="España" /><category term="Ecologia Natural" /><category term="Colombia" /><category term="L" /><category term="Aves" /><category term="Gusanos" /><category term="A" /><category term="Remedios Naturales" /><category term="Serpientes" /><category term="P" /><category term="Medicina Legal" /><category term="Biología" /><category term="C.Matematica" /><category term="Amor" /><category term="Asteroido 1997XF11" /><category term="Mapas" /><category term="D" /><category term="Lengua y literatura" /><category term="Venezuela" /><category term="La Salud" /><category term="Medio Ambiente" /><category term="HDYPedia" /><category term="B" /><category term="Moneda del 1849" /><category term="Chat Room" /><category term="Terremotos" /><category term="Plantas Venenosas" /><category term="Tesoros Naturales del Mundo" /><category term="Informatica Basica" /><category term="Definiciónes HDY" /><category term="Animales" /><category term="Fenomenos De La Naturaleza" /><category term="http://hdymundopediaorg.blogspot.com/" /><category term="Google Plus Blog" /><category term="Republica Dominicana" /><category term="H" /><category term="Edadades Historicas" /><category term="Deportes" /><category term="E" /><category term="Ciencia Y Naruraleza" /><category term="Mexico" /><category term="¿Preguntas ?" /><category term="Animales Prehistoricos" /><category term="Haití" /><title>HDY Ciencia y Naturaleza</title><subtitle type="html">Desde la ciencia, naturaleza hasta remedios naturales, entretenimiento y mucho mas...</subtitle><link rel="http://schemas.google.com/g/2005#feed" type="application/atom+xml" href="http://hdynaturaleza.blogspot.com/feeds/posts/default" /><link rel="alternate" type="text/html" href="http://hdynaturaleza.blogspot.com/" /><link rel="next" type="application/atom+xml" href="http://www.blogger.com/feeds/8937010905036198877/posts/default?start-index=26&amp;max-results=25&amp;redirect=false&amp;v=2" /><author><name>Angel De La Cruz</name><uri>https://profiles.google.com/102179247350679128460</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="32" src="//lh5.googleusercontent.com/-DXDx6kqTjWo/AAAAAAAAAAI/AAAAAAAAAQw/K65Mo-QoSGw/s512-c/photo.jpg" /></author><generator version="7.00" uri="http://www.blogger.com">Blogger</generator><openSearch:totalResults>475</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="self" type="application/atom+xml" href="http://feeds.feedburner.com/Hatodelyaquenatural" /><feedburner:info uri="hatodelyaquenatural" /><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="hub" href="http://pubsubhubbub.appspot.com/" /><feedburner:emailServiceId>Hatodelyaquenatural</feedburner:emailServiceId><feedburner:feedburnerHostname>http://feedburner.google.com</feedburner:feedburnerHostname><entry gd:etag="W/&quot;DEQFQXkzeip7ImA9WhRbFkg.&quot;"><id>tag:blogger.com,1999:blog-8937010905036198877.post-7911782422463515390</id><published>2012-02-07T19:11:00.001-04:00</published><updated>2012-02-07T19:11:50.782-04:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-07T19:11:50.782-04:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Republica Dominicana" /><title>El polo de Barahona</title><content type="html">&lt;span class="" id="result_box" lang="es"&gt;&lt;span class="hps"&gt;El polo es&lt;/span&gt; &lt;span class="hps"&gt;un municipio de la&lt;/span&gt; &lt;span class="hps"&gt;provincia de&lt;/span&gt; &lt;span class="hps"&gt;Barahona&lt;/span&gt; &lt;span class="hps"&gt;en el suroeste de&lt;/span&gt; &lt;span class="hps"&gt;República Dominicana,&lt;/span&gt; &lt;span class="hps"&gt;conocido por sus montañas&lt;/span&gt; &lt;span class="hps"&gt;verdes y&lt;/span&gt; &lt;span class="hps"&gt;alta y&lt;/span&gt; &lt;span class="hps"&gt;para el cultivo de&lt;/span&gt; &lt;span class="hps"&gt;café fino&lt;/span&gt;&lt;span&gt;.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt; &lt;span class="hps"&gt;La pequeña ciudad de&lt;/span&gt; &lt;span class="hps"&gt;Polo&lt;/span&gt; &lt;span class="hps"&gt;también es conocido por&lt;/span&gt; &lt;span class="hps"&gt;tener&lt;/span&gt; &lt;span class="hps"&gt;el Polo&lt;/span&gt; &lt;span class="hps"&gt;Magnético&lt;/span&gt; &lt;span class="hps atn"&gt;(&lt;/span&gt;&lt;span class=""&gt;el polo magnético&lt;/span&gt;&lt;span&gt;)&lt;/span&gt;&lt;span&gt;,&lt;/span&gt; &lt;span class="hps"&gt;un área&lt;/span&gt; &lt;span class="hps"&gt;en una montaña&lt;/span&gt; &lt;span class="hps"&gt;cerca de la aldea&lt;/span&gt;&lt;span&gt;.&lt;/span&gt; &lt;span class="hps"&gt;Si&lt;/span&gt; &lt;span class="hps"&gt;un coche&lt;/span&gt; &lt;span class="hps"&gt;se&lt;/span&gt; &lt;span class="hps"&gt;detuvo en&lt;/span&gt; &lt;span class="hps"&gt;el lugar correcto,&lt;/span&gt; &lt;span class="hps"&gt;y poner&lt;/span&gt; &lt;span class="hps"&gt;en punto muerto&lt;/span&gt;&lt;span class=""&gt;, el coche&lt;/span&gt; &lt;span class="hps"&gt;parece estar&lt;/span&gt; &lt;span class="hps"&gt;rodando&lt;/span&gt; &lt;span class="hps"&gt;por la colina&lt;/span&gt;&lt;span&gt;.&lt;/span&gt; &lt;span class="hps"&gt;Este&lt;/span&gt; &lt;span class="hps"&gt;es&lt;/span&gt; &lt;span class="hps"&gt;el tipo de&lt;/span&gt; &lt;span class="hps"&gt;ilusión&lt;/span&gt; &lt;span class="hps"&gt;óptica conocida como&lt;/span&gt; &lt;span class="hps"&gt;una&lt;/span&gt; &lt;span class="hps"&gt;colina de la gravedad&lt;/span&gt; &lt;span class="hps"&gt;que es causada&lt;/span&gt; &lt;span class="hps"&gt;por la forma de&lt;/span&gt; &lt;span class="hps"&gt;la pendiente y&lt;/span&gt; &lt;span class="hps"&gt;el paisaje circundante.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span class="" id="result_box" lang="es"&gt;&lt;span class="hps"&gt;Fuente: Wipedia Traducido a Espanol. &lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;Hola!Bienvenidos A HDY Naturaleza&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8937010905036198877-7911782422463515390?l=hdynaturaleza.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;h3&gt;
&lt;span lang="ES"&gt;El surgimiento del socialismo &lt;/span&gt;&lt;/h3&gt;
&lt;div class="MsoNormal"&gt;
&lt;span lang="ES"&gt;El socialismo surge como ideología luego de
llevada a cabo la revolución francesa en &lt;st1:metricconverter productid="1789. A" w:st="on"&gt;1789. A&lt;/st1:metricconverter&gt; partir de entonces,
con el ascenso al poder de la burguesía y con el remplazo del antiguo sistema
feudal por el sistema capitalista de &lt;span class="blsp-spelling-error"&gt;Adam&lt;/span&gt;
&lt;span class="blsp-spelling-error"&gt;Smith&lt;/span&gt;, surgen algunos pensadores como es
el caso de &lt;span class="blsp-spelling-error"&gt;François&lt;/span&gt; &lt;span class="blsp-spelling-error"&gt;Babeuf&lt;/span&gt; y &lt;span class="blsp-spelling-error"&gt;Henri&lt;/span&gt;
de &lt;span class="blsp-spelling-error"&gt;Saint&lt;/span&gt; &lt;span class="blsp-spelling-error"&gt;Simon&lt;/span&gt; quienes aprovechando la caída del
antiguo sistema explotador, proponen un cambio en cuanto a la distribución de
las riquezas dentro de la sociedad. A estos pensadores se los llamo luego como
''socialistas utópicos'' debido a que sus ideas fueron mas filosóficas y éticas
que prácticas.&lt;br /&gt;
Estas ideas calaron profundo en el filosofo, economista y político Carlos &lt;span class="blsp-spelling-error"&gt;Marx&lt;/span&gt;, considerado el padre del socialismo
científico, quien tomo los principios de los socialistas utópicos y los reunió
junto con sus ideas en su primer gran obra ''El Manifiesto del Partido
Comunista'' (1848) . La misma es considerada como la primer gran critica al
sistema capitalista. Allí &lt;span class="blsp-spelling-error"&gt;subyacen&lt;/span&gt; entre
tantas ideas las de igualdad social, su postura en contra de la &lt;span class="blsp-spelling-error"&gt;expolotación&lt;/span&gt; del hombre por el hombre y la
lucha de clases revolucionaria.&lt;br /&gt;
Mas tarde, ya con un &lt;span class="blsp-spelling-error"&gt;Marx&lt;/span&gt; perseguido por
la derecha conservadora y exiliado, publica su obra mas importante llamada ''El
capital''(1867) con la ayuda de su colega &lt;span class="blsp-spelling-error"&gt;Federico&lt;/span&gt;
&lt;span class="blsp-spelling-error"&gt;Engels&lt;/span&gt;. Esta obra trata entre otras
cosas: la acumulación, producción y circulación del capital, y el concepto de
Plusvalía.&lt;br /&gt;
Sin embargo las ideas marxistas no fueron puestas en practica sino hasta la revolución
rusa de 1917 en donde &lt;span class="blsp-spelling-error"&gt;Vladimir&lt;/span&gt; &lt;span class="blsp-spelling-error"&gt;Lenin&lt;/span&gt; quien encabezaba al partido &lt;span class="blsp-spelling-error"&gt;volchebique&lt;/span&gt; derrocó al régimen zarista. Y fue
en 1922 cuando surge &lt;st1:personname productid="la Uni￳n Sovi￩tica" w:st="on"&gt;la
 Unión Soviética&lt;/st1:personname&gt;, considerada como la máxima expresión del
marxismo-&lt;span class="blsp-spelling-error"&gt;leninismo&lt;/span&gt; de la historia hasta
su posterior disolución en 1991.&lt;br /&gt;
Si bien el socialismo tiene muchas diversidades de corrientes, las ideas que
prevalecen son las de igualdad de todos los hombres, bien &lt;span class="blsp-spelling-corrected"&gt;común&lt;/span&gt; y en la &lt;span class="blsp-spelling-corrected"&gt;mayoría&lt;/span&gt; de los casos un &lt;span class="blsp-spelling-corrected"&gt;carácter&lt;/span&gt; &lt;span class="blsp-spelling-error"&gt;anticapitalista&lt;/span&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;span lang="ES"&gt;El &lt;b&gt;socialismo&lt;/b&gt; es un orden político
basado en el control y democratización de la producción por parte de la clase
obrera. También se define por socialista a toda teoría, doctrina o movimiento
que aboga por su implantación y a su vez se deriva de la esencia política del marxismo. El
socialismo puede ser no-estatal (mediante la propiedad comunitaria en un sentido amplio) o
estatal (a través de la nacionalización y la planificación económica de la
producción).&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;Hola!Bienvenidos A HDY Naturaleza&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8937010905036198877-5760496599435967909?l=hdynaturaleza.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;
&lt;span lang="EN-US" style="font-size: 16.0pt; mso-ansi-language: EN-US;"&gt;Medicina Legal Materno
Infantil&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;La medicina legal o Forense es una denominación que
incluye a tres palabras, la palabra medicina, la palabra legal y la palabra
forense, en el caso de medicina se refiere a la ciencia natural que trata de la
preservación de la salud humana, de la cura de la enfermedades y de la
restitución de la salud.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Trataremos de manera superficial lo que
es la esterilidad sexual y la esterilidad en general, los que son los
embarazos, el aborto, las pruebas de paternidad y los tipos de maltratos
infantiles y el infanticidio, para que de una manera adecuada podamos conocer
estos términos y reconocer cuando a nuestro alrededor pasan este tipo de cosas.&lt;/span&gt;&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Delitos sexuales&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Delitos sexuales: Expresión generalmente empleada para referirse a
acciones que afectan a personas de cualquier edad y sexo, contra su consentimiento
y que perturban su desarrollo sexual. Son conductas que son reprobadas social y
legalmente.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Desviaciones sexuales:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Los psicólogos y
psiquiatras consideran a las desviaciones sexuales o parafilias como
comportamientos sexuales que caracterizan a un sujeto, el cual requiere de
fantasías, objetos o acciones que son extrañas, poco naturales y bizarras para
lograr excitación sexual. Es característico también de este tipo de
comportamiento la compulsividad con que son cometidos, pudiendo llegar a
provocar daño físico o psicológico si se convierte en la preferente o exclusiva
manera de disfrutar del acto sexual.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Esterilidad:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;La esterilidad o &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;infertilidad&lt;/span&gt;
es una cualidad atribuible a aquellas personas u otros organismos biológicos
que no se pueden &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;reproducir&lt;/span&gt;, bien sea debido al mal
funcionamiento de sus &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;órganos sexuales&lt;/span&gt; o a que sus &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;gametos&lt;/span&gt;
son defectuosos. Las causas de la esterilidad son diversas y varían en función
del sexo. Existe otra acepción del término estéril que se refiere a las
condiciones ambientales, en las cuales no hay crecimiento de microorganismos
dañinos.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Esterilización:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Esterilización es
cualquier mecanismo que incapacite a una persona para la&amp;nbsp; procreación. Puede ser voluntaria, por medio
de una intervención quirúrgica como la ligadura de trompas o la vasectomía, u
ocurrir como resultado de una cirugía&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Por otra causa o
como complicación de una enfermedad transmitida sexualmente, si su tratamiento
no se realiza o se demora.&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Embarazo&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Se denomina
gestación, embarazo o gravidez (del latín gravitas) al período que transcurre
entre la &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;implantación&lt;/span&gt; en el útero
del &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;óvulo&lt;/span&gt;
fecundado y el momento del &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;parto&lt;/span&gt;. Comprende todos los procesos &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;fisiológicos&lt;/span&gt;
de crecimiento y desarrollo del &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;feto&lt;/span&gt; en el interior del &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;útero&lt;/span&gt;
&lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;materno&lt;/span&gt;,
así como los significativos cambios fisiológicos, &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;metabólicos&lt;/span&gt;
e incluso morfológicos que se producen en la mujer encaminados a proteger, &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;nutrir&lt;/span&gt;
y permitir el desarrollo del feto, como la interrupción de los &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;ciclos
menstruales&lt;/span&gt;, o el aumento del tamaño de las mamas para preparar la &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;lactancia&lt;/span&gt;.&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;El Aborto&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Un aborto es la
terminación de un embarazo. Es la muerte y expulsión del feto antes de los
cinco meses de embarazo. Después de esta fecha, y hasta las 28 semanas de
embarazo se llama parto inmaduro y parto prematuro si tiene más de 28 semanas.
Se dice que hay aborto completo cuando se expulsa con el feto la placenta y las
membranas. Hay retención placentaria cuando se expulsa solamente el feto y se
dice que hay restos uterinos cuando sólo se expulsa una parte del producto de
la concepción.&amp;nbsp; A veces es difícil distinguir realmente lo que se ha
expulsado, dadas las alteraciones que sufre no sólo el feto, sino la placenta y
las membranas.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;b&gt;&lt;i&gt;&lt;span lang="ES" style="font-family: Arial; mso-font-kerning: 18.0pt;"&gt;Prueba de paternidad&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Prueba de paternidad
es aquella que tiene como objeto probar la &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;paternidad&lt;/span&gt;,
esto es determinar el parentesco ascendente en primer grado entre un individuo
y un hombre (presunto padre). Los métodos para determinar esta relación han
evolucionado desde la simple convivencia con la madre, la comparación de
rasgos, &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;Tipo de sangre ABO&lt;/span&gt;, análisis de &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;proteínas&lt;/span&gt;
y &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;antígenos HLA&lt;/span&gt;.
Actualmente la prueba idónea es la prueba genética basándose en polimorfismo en
regiones &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;STR&lt;/span&gt;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;b&gt;&lt;i&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Maltrato infantil&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;El maltrato infantil
se define como acción, omisión o trato negligente, no accidental, que priva al
niño de sus derechos y su bienestar, que amenaza y/o interfiere su ordenado
desarrollo físico, psíquico o social y cuyos autores pueden ser personas,
instituciones o la propia sociedad.&lt;br /&gt;
&lt;br /&gt;
El maltrato infantil incluye la amenaza o el daño físico, psíquico y social.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;b&gt;&lt;i&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Infanticidio&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Infanticidio es la práctica de causar la muerte de un &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;infante&lt;/span&gt;
(&lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;niño&lt;/span&gt;
o &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;niña&lt;/span&gt;)
de forma intencional.&lt;span class="corchete-llamada1"&gt;&lt;sup&gt;[]&lt;/sup&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Habitualmente es la madre quien comete el acto, pero la &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;criminología&lt;/span&gt;
reconoce varias formas de &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;asesinato&lt;/span&gt; no maternal de niños.&lt;span class="corchete-llamada1"&gt;&lt;sup&gt;[]&lt;/sup&gt;&lt;/span&gt;
En muchas sociedades pasadas ciertas formas de infanticidio eran consideradas
permisibles, mientras que en la mayoría de las sociedades modernas se considera
a la práctica inmoral y &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;criminal&lt;/span&gt;. No obstante, aún sucede&amp;nbsp; en el &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;mundo
occidental&lt;/span&gt; generalmente debido a la &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;enfermedad
mental&lt;/span&gt; del padre o &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;conductas violentas&lt;/span&gt;, y en algunos &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;países pobres&lt;/span&gt;
como una forma de &lt;span style="color: windowtext; text-decoration: none; text-underline: none;"&gt;control de la población&lt;/span&gt;, algunas veces con
la aceptación social. El infanticidio de mujeres es más común que el de varones
debido al infanticidio por selección de sexo.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Bibliografía:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;ul style="margin-top: 0cm;" type="disc"&gt;
&lt;li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Alejandro
     Pichardo- Medicina Forense.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Wilfredo
     Mora García- Medicina Legal.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;Hola!Bienvenidos A HDY Naturaleza&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8937010905036198877-3888347616112547339?l=hdynaturaleza.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/kM-tS3M8w1JYYc08ykf9ghn7714/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/kM-tS3M8w1JYYc08ykf9ghn7714/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/kM-tS3M8w1JYYc08ykf9ghn7714/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/kM-tS3M8w1JYYc08ykf9ghn7714/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/Hatodelyaquenatural/~4/-BfxzOfN0cw" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://hdynaturaleza.blogspot.com/feeds/3888347616112547339/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://hdynaturaleza.blogspot.com/2012/02/medicina-legal-materno-infantil.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8937010905036198877/posts/default/3888347616112547339?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8937010905036198877/posts/default/3888347616112547339?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Hatodelyaquenatural/~3/-BfxzOfN0cw/medicina-legal-materno-infantil.html" title="Medicina Legal Materno Infantil" /><author><name>Angel De La Cruz</name><uri>https://profiles.google.com/102179247350679128460</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="32" src="//lh5.googleusercontent.com/-DXDx6kqTjWo/AAAAAAAAAAI/AAAAAAAAAQw/K65Mo-QoSGw/s512-c/photo.jpg" /></author><thr:total>0</thr:total><feedburner:origLink>http://hdynaturaleza.blogspot.com/2012/02/medicina-legal-materno-infantil.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A0UEQX0zeCp7ImA9WhRbFk8.&quot;"><id>tag:blogger.com,1999:blog-8937010905036198877.post-6595273365563221312</id><published>2012-02-07T11:40:00.000-04:00</published><updated>2012-02-07T11:40:00.380-04:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-07T11:40:00.380-04:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="C.Matematica" /><title>NÚMEROS ROMANOS</title><content type="html">&lt;br /&gt;
&lt;div style="text-align: center;"&gt;
&lt;span style="font-size: x-large;"&gt;&lt;b&gt;NÚMEROS&amp;nbsp;ROMANOS&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
1 I&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
2 II&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
3 III&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
4 IV&amp;nbsp;&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
5 V&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
6 VI&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
7 VII&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
8 VIII&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
9 IX&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
10 X&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
11 XI&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
12 XII&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
13 XIII&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
14 XIV&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
15 XV&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
16 XVI&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
17 XVII&amp;nbsp;&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
18 XVIII&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
19 XIX&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
20 XX&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
30 XXX&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
40 XL&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
50 L&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
60 LX&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
70 LXX&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
80 LXXX&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
90 XC&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
100 C&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
200 CC&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
300 CCC&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
400 CD&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
500 D&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
600 DC&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
700 DCC&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
800 DCCC&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
900 CM&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
1000 M&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;Hola!Bienvenidos A HDY Naturaleza&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8937010905036198877-6595273365563221312?l=hdynaturaleza.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/aQi0J11QEYZgZqG_YaV0SmXxnys/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/aQi0J11QEYZgZqG_YaV0SmXxnys/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/Hatodelyaquenatural/~4/CRw0Ji9obQk" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://hdynaturaleza.blogspot.com/feeds/6595273365563221312/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://hdynaturaleza.blogspot.com/2012/02/numeros-romanos.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8937010905036198877/posts/default/6595273365563221312?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8937010905036198877/posts/default/6595273365563221312?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Hatodelyaquenatural/~3/CRw0Ji9obQk/numeros-romanos.html" title="NÚMEROS ROMANOS" /><author><name>Angel De La Cruz</name><uri>https://profiles.google.com/102179247350679128460</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="32" src="//lh5.googleusercontent.com/-DXDx6kqTjWo/AAAAAAAAAAI/AAAAAAAAAQw/K65Mo-QoSGw/s512-c/photo.jpg" /></author><thr:total>0</thr:total><feedburner:origLink>http://hdynaturaleza.blogspot.com/2012/02/numeros-romanos.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A0cNQHoycCp7ImA9WhRbFk8.&quot;"><id>tag:blogger.com,1999:blog-8937010905036198877.post-7293955305243783074</id><published>2012-02-07T11:38:00.000-04:00</published><updated>2012-02-07T11:38:11.498-04:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-07T11:38:11.498-04:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="T" /><title>TRAUMATOLOGÍA FORENSE.</title><content type="html">&lt;br /&gt;
&lt;div align="center" class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: center;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;TRAUMATOLOGÍA
FORENSE.&lt;/span&gt;&lt;/b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;En el siguiente ensayo trataremos el tema de la
“Traumatología” partiendo desde su concepto.&amp;nbsp;
Además analizaremos las lesiones y sus diferentes formas, así como las
heridas.&amp;nbsp; &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;La traumatología es&amp;nbsp;
parte de &lt;st1:personname productid="la Medicina Legal" w:st="on"&gt;la
 Medicina Legal&lt;/st1:personname&gt; que&amp;nbsp; estudia
las lesiones traumáticas. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;De acuerdo a
las estadísticas, la principal causa de muerte la constituyen los traumas y
entre ellos&amp;nbsp; los accidentes de tránsitos
están en primer lugar, específicamente con la violación del artículo 49 de &lt;st1:personname productid="la Ley" w:st="on"&gt;la Ley&lt;/st1:personname&gt; 241 (Ley de Transito); el cual reza de la siguiente manera: Golpes o
heridas causadas involuntariamente con el manejo de un vehículo de motor. El
que por torpeza, imprudencia, inadvertencia, negligencia o inobservancia de las
leyes y reglamentos, causare involuntariamente con el manejo o conducción de un vehículo de motor,
un accidente que ocasione golpes o heridas,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;h1 style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;"&gt;
&lt;a href="" name="_Toc213146272"&gt;&lt;span lang="ES" style="font-size: 12.0pt; line-height: 150%;"&gt;Lesión&lt;/span&gt;&lt;/a&gt;&lt;span lang="ES" style="font-size: 12.0pt; line-height: 150%;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Es toda alteración anatómica o funcional, ocasionada
por un agente externo sobre el cuerpo humano.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Hay lesiones involuntarias que son consecuencia de
una torpeza, imprudencia, falta de atención, negligencia o inobservancia, por
ejemplo, el hecho de que el conductor de un automóvil hiera a un transeúnte,
por conducir imprudentemente.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Las lesiones voluntarias son las causadas a sabiendas
e intencionalmente, teniendo el autor la conciencia de que hiere o da golpes.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Según su carácter las lesiones se clasifican en:
leve, mediana gravedad y graves.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;ul style="margin-top: 0cm;" type="disc"&gt;
&lt;li class="MsoNormal" style="line-height: 150%; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;i&gt;&lt;u&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Lesiones leves:&lt;/span&gt;&lt;/u&gt;&lt;/i&gt;&lt;span lang="ES" style="font-family: Arial;"&gt; son las que sanan en menos de 15 días.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="line-height: 150%; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;i&gt;&lt;u&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Lesión mediana gravedad:&lt;/span&gt;&lt;/u&gt;&lt;/i&gt;&lt;span lang="ES" style="font-family: Arial;"&gt; son las que sanan de &lt;st1:metricconverter productid="15 a" w:st="on"&gt;15 a&lt;/st1:metricconverter&gt; 30 días.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="line-height: 150%; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;i&gt;&lt;u&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Lesiones graves:&lt;/span&gt;&lt;/u&gt;&lt;/i&gt;&lt;span lang="ES" style="font-family: Arial;"&gt; son aquellas que sanan en más de 30
     días.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Las
lesiones pueden ser:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 74.7pt; mso-list: l0 level1 lfo1; tab-stops: list 74.7pt; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang="ES" style="font-family: Arial; mso-fareast-font-family: Arial;"&gt;1.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Por
causa (terapéutica, accidentales, tóxica, agresiones).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 74.7pt; mso-list: l0 level1 lfo1; tab-stops: list 74.7pt; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang="ES" style="font-family: Arial; mso-fareast-font-family: Arial;"&gt;2.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Por el
agente agresor (armas, explosiones, puño).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 74.7pt; mso-list: l0 level1 lfo1; tab-stops: list 74.7pt; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang="ES" style="font-family: Arial; mso-fareast-font-family: Arial;"&gt;3.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Por la
evolución (aguda, crónica, tardía)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 74.7pt; mso-list: l0 level1 lfo1; tab-stops: list 74.7pt; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang="ES" style="font-family: Arial; mso-fareast-font-family: Arial;"&gt;4.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Por la
extensión (leves, graves, gravísima)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 74.7pt; mso-list: l0 level1 lfo1; tab-stops: list 74.7pt; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang="ES" style="font-family: Arial; mso-fareast-font-family: Arial;"&gt;5.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Por la
intencionalidad (dolosa, culposa, voluntaria o involuntaria).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 2.0cm; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Las
lesiones como hecho jurídico generan:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 71.4pt; mso-list: l5 level1 lfo2; tab-stops: list 71.4pt; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang="ES" style="font-family: Arial; mso-fareast-font-family: Arial;"&gt;1.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Daño
emergente, ya que este daño cambia la salud de la persona ocasionando una serie
de gastos médicos que tienen un costo económico por el afectado, para poder
recuperar la salud.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 53.4pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 71.4pt; mso-list: l5 level1 lfo2; tab-stops: list 71.4pt; text-align: justify; text-indent: -18.0pt;"&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang="ES" style="font-family: Arial; mso-fareast-font-family: Arial;"&gt;2.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;El hecho
cesante nace de la incapacidad física, que le produce el daño ocasiona por la
lesión, lo que le impide realizar su trabajo habitual, por lo cual disminuye su
ingreso económico o pecuniario. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Tipo
De Lesiones&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Heridas. &lt;/span&gt;&lt;/b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;“La perdida de la solución de continuidad de
la piel”.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Heridas por Arma Blanca&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;ul style="margin-top: 0cm;" type="disc"&gt;
&lt;li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo4; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Heridas
     Punzantes&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo4; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Heridas
     Cortantes&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo4; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Heridas
     Punzo cortantes&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo4; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Heridas
     Corto contundentes&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo4; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Heridas
     Punzo contundentes&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Las Heridas por Arma De Fuego pueden ser:&lt;/span&gt;&lt;/b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt; heridas por proyectil.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;La herida de entrada, el punto donde una bala hace
contacto y penetración contusiva crea, por lo general, una herida por bala.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Las heridas según el estado de la piel son las
fracturas cerradas y fracturas abiertas, a saber:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;ul style="margin-top: 0cm;" type="disc"&gt;
&lt;li class="MsoNormal" style="line-height: 150%; mso-list: l3 level1 lfo5; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Fracturas
     Cerradas: Son aquellas en las que la fractura no comunica con el exterior,
     ya que la piel no ha sido dañada&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="line-height: 150%; mso-list: l3 level1 lfo5; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Fracturas
     Abiertas: Son aquellas en las que se puede observar el hueso fracturado a
     simple vista.&lt;b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Traumatismo por accidentes de transito:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Se entiende por accidente de
transito un hecho eventual, producido como consecuencia del transito vehicular
en el que interviene, por lo menos un vehiculó, cuyo&amp;nbsp; resultado produce lesiones o muertes de las
personas y/o daño en las cosas. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;b&gt;Bibliografía:&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;ul style="margin-top: 0cm;" type="disc"&gt;
&lt;li class="MsoNormal" style="line-height: 150%; mso-list: l2 level1 lfo6; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Alejandro
     Pichardo- Medicina Forense.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="line-height: 150%; mso-list: l2 level1 lfo6; tab-stops: list 36.0pt; text-align: justify;"&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Wilfredo
     Mora García- Medicina Legal.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;Hola!Bienvenidos A HDY Naturaleza&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8937010905036198877-7293955305243783074?l=hdynaturaleza.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/b6252tKff79fcwYXQJouyJwOXjA/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/b6252tKff79fcwYXQJouyJwOXjA/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/b6252tKff79fcwYXQJouyJwOXjA/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/b6252tKff79fcwYXQJouyJwOXjA/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/Hatodelyaquenatural/~4/XBlRTLuV5dY" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://hdynaturaleza.blogspot.com/feeds/7293955305243783074/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://hdynaturaleza.blogspot.com/2012/02/traumatologia-forense.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8937010905036198877/posts/default/7293955305243783074?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8937010905036198877/posts/default/7293955305243783074?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Hatodelyaquenatural/~3/XBlRTLuV5dY/traumatologia-forense.html" title="TRAUMATOLOGÍA FORENSE." /><author><name>Angel De La Cruz</name><uri>https://profiles.google.com/102179247350679128460</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="32" src="//lh5.googleusercontent.com/-DXDx6kqTjWo/AAAAAAAAAAI/AAAAAAAAAQw/K65Mo-QoSGw/s512-c/photo.jpg" /></author><thr:total>0</thr:total><feedburner:origLink>http://hdynaturaleza.blogspot.com/2012/02/traumatologia-forense.html</feedburner:origLink></entry><entry gd:etag="W/&quot;Ak4FRnozeyp7ImA9WhRbFk8.&quot;"><id>tag:blogger.com,1999:blog-8937010905036198877.post-758934775007042035</id><published>2012-02-07T11:35:00.000-04:00</published><updated>2012-02-07T11:35:17.483-04:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-07T11:35:17.483-04:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Republica Dominicana" /><title>DEL EMBARGO DE LOS FRUTOS NO COSECHADOS.</title><content type="html">&lt;br /&gt;
&lt;div align="center" class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; text-align: center;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;DEL EMBARGO DE LOS FRUTOS NO COSECHADOS. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;PLAZOS
PARA EMBARGAR FRUTOS PENDIENTES DE SUS RAMAS.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.0pt; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Según nos explica el artículo 626 del Código Civil
Dominicano, no se podrá hacer el embargo de los frutos aún pendientes de sus
ramas o de sus raíces, sino en las seis semanas que precedan a la época
ordinaria de su madurez, y previo mandamiento de pago con un día de intervalo. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.0pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.0pt; text-align: justify;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;PROCEDIMIENTO.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.0pt; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;En el acta de embargo se hará la indicación de cada
pieza, de su contenido y de su situación, así como de dos por lo menos de sus
linderos y confines, expresándose también la naturaleza de los frutos. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.0pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.0pt; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Se constituirá guardián al alcalde pedáneo del lugar,
siempre que no le comprenda la exclusión determinada por el artículo 598; y si
no está presente, se le notificará el embargo. Si están contiguos los
municipios en que radiquen los bienes, se constituirá un solo guardián, que no
será, sin embargo, el mismo alcalde pedáneo, debiendo ser visado el original
por el alcalde pedáneo del principal punto de explotación. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.0pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.0pt; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Para procederse a la venta de los frutos se anunciará
ésta por medio de edictos fijados a lo menos ocho días antes, en la puerta de
la casa del embargado, en la del ayuntamiento, y si no lo hubiera en los puntos
en que se acostumbre fijar las publicaciones de las autoridades; en el
principal mercado del lugar o en el más próximo, si no lo hubiere, así como en
la puerta del local del juzgado de paz. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.0pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.0pt; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Los edictos designarán el día, la hora y el sitio de
la venta, los nombres y residencia de la parte a quien se embargó y de la
ejecutante, la cantidad de tareas y la naturaleza de cada especie de fruto, así
como la común en que estén situados, sin necesidad de otra designación a este
respecto. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.0pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.0pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.0pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.0pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.0pt; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;La fijación de los edictos se hará constar del modo
que prescribe el título De los embargos ejecutivos. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.0pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.0pt; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;La venta se efectuará un domingo o día de mercado. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.0pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.0pt; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Se podrá también hacer en los lugares o en la plaza
de la común en que esté situada la mayor parte de los objetos embargados; así
como en el mercado del lugar, o a falta de él en el más vecino. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.0pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.0pt; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Para los demás se observarán las formalidades
prescritas en el título De los embargos ejecutivos. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="Default" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 4.0pt; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Se procederá a la distribución del producto de la venta, del modo y en
la forma que indican el título de &lt;st1:personname productid="la Distribuci￳n" w:st="on"&gt;la Distribución&lt;/st1:personname&gt; a Prorrata.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;COMPETENCIA.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Los Juzgado de Paz, pero si se presenta cualquier incidente os
Tribunales Civiles de Primera Instancia tienen competencia para conocer sobre
los incidentes del procedimiento de Embargos de Frutos No Cosechados,
asimilados a los incidentes del procedimiento de los Embargos Ejecutivos
comunes.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;Hola!Bienvenidos A HDY Naturaleza&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8937010905036198877-758934775007042035?l=hdynaturaleza.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/aQowA6qwPlKkOZWY7f7fg7lZOZA/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/aQowA6qwPlKkOZWY7f7fg7lZOZA/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/aQowA6qwPlKkOZWY7f7fg7lZOZA/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/aQowA6qwPlKkOZWY7f7fg7lZOZA/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/Hatodelyaquenatural/~4/lITVpo9xSyQ" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://hdynaturaleza.blogspot.com/feeds/758934775007042035/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://hdynaturaleza.blogspot.com/2012/02/del-embargo-de-los-frutos-no-cosechados.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8937010905036198877/posts/default/758934775007042035?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8937010905036198877/posts/default/758934775007042035?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Hatodelyaquenatural/~3/lITVpo9xSyQ/del-embargo-de-los-frutos-no-cosechados.html" title="DEL EMBARGO DE LOS FRUTOS NO COSECHADOS." /><author><name>Angel De La Cruz</name><uri>https://profiles.google.com/102179247350679128460</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="32" src="//lh5.googleusercontent.com/-DXDx6kqTjWo/AAAAAAAAAAI/AAAAAAAAAQw/K65Mo-QoSGw/s512-c/photo.jpg" /></author><thr:total>0</thr:total><feedburner:origLink>http://hdynaturaleza.blogspot.com/2012/02/del-embargo-de-los-frutos-no-cosechados.html</feedburner:origLink></entry><entry gd:etag="W/&quot;Ak8ESXY_eyp7ImA9WhRbFk8.&quot;"><id>tag:blogger.com,1999:blog-8937010905036198877.post-8605414018839344988</id><published>2012-02-07T11:33:00.000-04:00</published><updated>2012-02-07T11:33:28.843-04:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-07T11:33:28.843-04:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="C" /><title>CONTRATO DE APARCERIA PECUARIA.</title><content type="html">&lt;br /&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;CONTRATO
DE APARCERIA PECUARIA.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;7.1
De &lt;st1:personname productid="la Aparcer￭a Pecuaria." w:st="on"&gt;&lt;st1:personname productid="la Aparcer￭a" w:st="on"&gt;la Aparcería&lt;/st1:personname&gt; Pecuaria.&lt;/st1:personname&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;La aparcería pecuaria es un contrato por el cual una
de las partes da a la otra una porción general para que lo guarde y mantenga
con esmero, bajo las condiciones en que se hayan convenido.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;7.2
De &lt;st1:personname productid="la Aparcer￭a Simple." w:st="on"&gt;&lt;st1:personname productid="la Aparcer￭a" w:st="on"&gt;la Aparcería&lt;/st1:personname&gt; Simple.&lt;/st1:personname&gt;&lt;/span&gt;&lt;/b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;La aparcería simple es un contrato por el cual se
entrega animales a determinada persona par que los guarde, mantenga y cuide,
con la condición de que el que los recibe ha de aprovecharse de la mitad de su
aumento, y sufrir también la mitad de la pérdida que en ellos se experimente.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;El precio dado a las cabezas de ganado en el
arrendamiento, no transmite la propiedad al arrendatario; no tiene otro objeto
sino el de fijar la pérdida o beneficio que pueda encontrarse al término de la
aparcería.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;7.3
De &lt;st1:personname productid="la Aparcer￭a" w:st="on"&gt;la Aparcería&lt;/st1:personname&gt;
por Mitad.&lt;/span&gt;&lt;/b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;La aparcería por mitad es una sociedad en la cual
cada uno de los contratantes suministra la mitad de los animales, quedando
éstos como comunes en sus beneficios y pérdidas.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;El encargado del cuido aprovecha para sí, como en la
aparcería simple, la leche, el estiércol y trabajo de los animales.&amp;nbsp; No tiene derecho el otro socio sino a las
lanas y al aumento que reciba el ganado.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;7.4
De la aparcería dada al Arrendatario.&lt;/span&gt;&lt;/b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Este contrato es aquel en cuya virtud el dueño de una
finca rústica la da en arrendamiento, con la condición de que al terminar el
mismo deje el inquilino animales de un valor igual al de la tasación de los que
recibió.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;La tasación del ganado que se da al arrendatario, no
le trasmite la propiedad, pero, sin embargo, le hace responsable de los riesgos
del mismo ganado.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;7.5
De &lt;st1:personname productid="la Aparcer￭a" w:st="on"&gt;la Aparcería&lt;/st1:personname&gt;
dada al Colono Porcionero.&lt;/span&gt;&lt;/b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Si pereciese el ganado completamente, sin tener en
ello culpa el colono, la pérdida es para el dueño.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Puede estipularse que el colono cederá al dueño su
parte en la lana, por un precio inferior al corriente; que el dueño tendrá una
parte mayor en los beneficios; que tendrá la mitad de los productos de la
leche; pero no puede convenirse en que el colono experimentará toda la pérdida.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;
&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;Hola!Bienvenidos A HDY Naturaleza&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8937010905036198877-8605414018839344988?l=hdynaturaleza.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/nlvRGuyLjgP4NZqQD8U1ICpCF5s/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/nlvRGuyLjgP4NZqQD8U1ICpCF5s/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/nlvRGuyLjgP4NZqQD8U1ICpCF5s/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/nlvRGuyLjgP4NZqQD8U1ICpCF5s/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/Hatodelyaquenatural/~4/4wFSvO609gA" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://hdynaturaleza.blogspot.com/feeds/8605414018839344988/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://hdynaturaleza.blogspot.com/2012/02/contrato-de-aparceria-pecuaria.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8937010905036198877/posts/default/8605414018839344988?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8937010905036198877/posts/default/8605414018839344988?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Hatodelyaquenatural/~3/4wFSvO609gA/contrato-de-aparceria-pecuaria.html" title="CONTRATO DE APARCERIA PECUARIA." /><author><name>Angel De La Cruz</name><uri>https://profiles.google.com/102179247350679128460</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="32" src="//lh5.googleusercontent.com/-DXDx6kqTjWo/AAAAAAAAAAI/AAAAAAAAAQw/K65Mo-QoSGw/s512-c/photo.jpg" /></author><thr:total>0</thr:total><feedburner:origLink>http://hdynaturaleza.blogspot.com/2012/02/contrato-de-aparceria-pecuaria.html</feedburner:origLink></entry><entry gd:etag="W/&quot;AkAER3w5fip7ImA9WhRbFk8.&quot;"><id>tag:blogger.com,1999:blog-8937010905036198877.post-8078805168752965404</id><published>2012-02-07T11:31:00.000-04:00</published><updated>2012-02-07T11:31:46.226-04:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-07T11:31:46.226-04:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Medicina Legal" /><title>ASFIXIOLOGIA MEDICO LEGAL (SUICIDIO).</title><content type="html">&lt;br /&gt;
&lt;div class="MsoNormal" style="line-height: 150%;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&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; &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;
&lt;div align="center" class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: center;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;ASFIXIOLOGIA
MEDICO LEGAL (SUICIDIO).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align="center" class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: center;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Suicidio&lt;/span&gt;&lt;/b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;, etimológicamente el término deriva del verbo latino
"caedere" y del pronombre "sui", 'darse muerte a sí mismo'.
El que se mata por sus propios deseos comete suicidio,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt;"&gt;
&lt;st1:personname productid="La Asfixia" w:st="on"&gt;&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;La&lt;/span&gt;&lt;/b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt; &lt;b&gt;Asfixia&lt;/b&gt;&lt;/span&gt;&lt;/st1:personname&gt;&lt;span lang="ES" style="font-family: Arial;"&gt; se produce cuando deja de afluir oxígeno a los pulmones, por
una obstrucción en la garganta o tráquea.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;La asfixia puede causar la muerte, de hecho es la
primera causa de fallecimiento en los incendios.
Asimismo la falta de oxigenación de todo o parte del cuerpo puede producir hipoxia o anoxia.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="text-indent: 18.0pt;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Clasificación
de las asfixias mecánicas.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style="line-height: 150%; margin-left: 18.0pt;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Las asfixias mecánicas se suelen clasificar atendiendo a la naturaleza
del medio mecánico que las origina y su modo de actuar. Una clasificación
aceptable a los fines médicos legales es la siguiente:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;ul type="disc"&gt;
&lt;li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Asfixias por acción mecánica externa:
     Sobre cuello (ahorcadura o colgamiento y estrangulación a mano o a lazo);
     sobre tórax (compresión de las paredes torácicas). &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Asfixias por penetración de sustancias
     extrañas en vías respiratorias: sólidos (enterramiento, aspiración de
     cuerpos extraños); líquidos (sumersión); gases (aire enrarecido,
     confinamiento, gases inertes). &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt;"&gt;
&lt;b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;El
Ahorcamiento&lt;/span&gt;&lt;/b&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;, se produce por
el impedimento de la entrada de aire a las vías respiratorias, en este caso,
provocado por una constricción del cuello, operada generalmente por una cuerda
en forma de lazo corredizo sujeta a un punto fijo por uno de sus extremos y
sobre la cual hace tracción el propio peso del cuerpo.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;Sumersión, es la asfixia mecánica en la cual esta
sustituida la inspiración de aire por penetración de liquido en las vías
respiratorias debido a la sumersión del cuerpo.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt;"&gt;
&lt;span lang="ES" style="font-family: Arial;"&gt;A la hora del medico legista formular su Diagnostico,
debe tener presente lo siguiente:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 54.0pt; mso-list: l0 level1 lfo2; tab-stops: list 54.0pt; text-indent: -18.0pt;"&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang="ES" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Conocer
la identidad de la victima.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 54.0pt; mso-list: l0 level1 lfo2; tab-stops: list 54.0pt; text-indent: -18.0pt;"&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang="ES" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Determinar
si la sumersión es la verdadera causa de la muerte&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 54.0pt; mso-list: l0 level1 lfo2; tab-stops: list 54.0pt; text-indent: -18.0pt;"&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang="ES" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Determinar
la etiología de la sumersión, si fu esta la causa de la muerte.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: 150%; margin-left: 54.0pt; mso-list: l0 level1 lfo2; tab-stops: list 54.0pt; text-indent: -18.0pt;"&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang="ES" style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"&gt;·&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang="ES" style="font-family: Arial;"&gt;Computar
el tiempo de estancia en el agua del cuerpo de la victima.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;Hola!Bienvenidos A HDY Naturaleza&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8937010905036198877-8078805168752965404?l=hdynaturaleza.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/Gn8_-R1AEgZ6EDhox3afltp7GNk/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Gn8_-R1AEgZ6EDhox3afltp7GNk/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/Hatodelyaquenatural/~4/yp-ePvQkXBw" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://hdynaturaleza.blogspot.com/feeds/8078805168752965404/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://hdynaturaleza.blogspot.com/2012/02/asfixiologia-medico-legal-suicidio.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8937010905036198877/posts/default/8078805168752965404?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8937010905036198877/posts/default/8078805168752965404?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Hatodelyaquenatural/~3/yp-ePvQkXBw/asfixiologia-medico-legal-suicidio.html" title="ASFIXIOLOGIA MEDICO LEGAL (SUICIDIO)." /><author><name>Angel De La Cruz</name><uri>https://profiles.google.com/102179247350679128460</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="32" src="//lh5.googleusercontent.com/-DXDx6kqTjWo/AAAAAAAAAAI/AAAAAAAAAQw/K65Mo-QoSGw/s512-c/photo.jpg" /></author><thr:total>0</thr:total><feedburner:origLink>http://hdynaturaleza.blogspot.com/2012/02/asfixiologia-medico-legal-suicidio.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CkANRHc8fSp7ImA9WhRbFUo.&quot;"><id>tag:blogger.com,1999:blog-8937010905036198877.post-4252816446254521493</id><published>2012-02-06T19:17:00.000-04:00</published><updated>2012-02-06T19:26:35.975-04:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-06T19:26:35.975-04:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Historia" /><title>Los Gobiernos Azules</title><content type="html">&lt;span style="font-size: large;"&gt;&lt;b&gt;El gobierno de la unión &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Con el apoyo del partido Azul, Ignacio María Gonzáles llego al poder en el 1874, después de ganarle las elecciones al baecista Manuel Altagracia Cáceres.&lt;br /&gt;
&lt;br /&gt;
El candidato ganador fue el resultado del movimiento unionista, donde se conjugaron rojos y azules, dando origen a la formación del partido Verde.&lt;br /&gt;
&lt;br /&gt;
Entre las acciones que caracterizaron al gobino de Gonzáles podemos mencionar:&lt;br /&gt;
 &lt;br /&gt;
&lt;ul&gt;
&lt;li&gt; Anulación del contrato con la Samaná Bay Company aprovechando que la compañia de atrasó con el pago de la cuota anual que establecia.&lt;/li&gt;
&lt;li&gt;Firma de un trato de paz, amistad, comercio y navegació con Haiti en el ánimo de resolver los problemas fronterizos entre ambos paises.&lt;/li&gt;
&lt;li&gt;Desarrolló una politica de incentivo a la inversión extranjera.&lt;/li&gt;
&lt;li&gt;Estimuló la producción de caña, textiles, chocolate, sal y ladrillo.&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;Hola!Bienvenidos A HDY Naturaleza&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8937010905036198877-4252816446254521493?l=hdynaturaleza.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/J4go2CCNKPxMTDbQlcqKcowb8ck/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/J4go2CCNKPxMTDbQlcqKcowb8ck/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/Hatodelyaquenatural/~4/9-50p6WZKUc" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://hdynaturaleza.blogspot.com/feeds/4252816446254521493/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://hdynaturaleza.blogspot.com/2012/02/los-gobiernos-azules.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8937010905036198877/posts/default/4252816446254521493?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8937010905036198877/posts/default/4252816446254521493?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Hatodelyaquenatural/~3/9-50p6WZKUc/los-gobiernos-azules.html" title="Los Gobiernos Azules" /><author><name>Angel De La Cruz</name><uri>https://profiles.google.com/102179247350679128460</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="32" src="//lh5.googleusercontent.com/-DXDx6kqTjWo/AAAAAAAAAAI/AAAAAAAAAQw/K65Mo-QoSGw/s512-c/photo.jpg" /></author><thr:total>0</thr:total><feedburner:origLink>http://hdynaturaleza.blogspot.com/2012/02/los-gobiernos-azules.html</feedburner:origLink></entry><entry gd:etag="W/&quot;Ak4MR384cCp7ImA9WhRbFUs.&quot;"><id>tag:blogger.com,1999:blog-8937010905036198877.post-2287784260337929056</id><published>2012-02-05T10:15:00.000-04:00</published><updated>2012-02-06T18:56:26.138-04:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-06T18:56:26.138-04:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Historia" /><title>CAIDA DEL BLOQUE SOVIETICO</title><content type="html">Bienvenidos a HDY Naturaleza&lt;br /&gt;
&lt;br /&gt;
En la década del noventa se registraron los años de mayores cambios producidos en la historia de la humanidad. A partir de la Post- Guerra de la 1945 en el mundo conocido las rivalidades de los bloque capitalistas y socialista, esto es, la lucha entre Oriente y Occidente o Guerra fría, la construcción del Muro de Berlin, el terror al uso de la bomba nuclear o guerra de las galaxias. Sin Embargo todos estos hechos se disolvieron en un abrir y cerrar de ojos.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;Hola!Bienvenidos A HDY Naturaleza&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8937010905036198877-2287784260337929056?l=hdynaturaleza.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;br /&gt;
&lt;br /&gt;
&lt;img alt="" 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" /&gt;&lt;br /&gt;
&lt;br /&gt;
Imagen By&lt;a href="http://www.blogger.com/%20http://www.viajesxeuropa.com/mapa-de-europa/"&gt; http://www.viajesxeuropa.com/mapa-de-europa/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;b&gt;EUROPA &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Situación unidad a Asia por la Cordillera de los Montes Urales, casi toda Europa se encuentra dentro de la zona templada de hemisferio norte, estando su suelo entrecortado por frondosas Cordilleras y cruzadas por multitud de ríos de regular caudal, que llevan sus aguas a los muchos mares interiores, golfos y estrechos.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;ÁREA TOTAL &lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Europa tiene de extensión de 10,530,750 Km2, Equivalente al 10% de las tierra emergidas del planeta.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;LIMITE &lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Al norte: Océano Glacial Ártico; al Oeste: con el Océano Atlántico; al Sur con los Mares mediterraneo, negro, Caspio y los Montes del Caucaso; al Este sus Principales limites con el Asia se dan por el rió Ural y por la Cadena de los Montes Urales. Europa se extiende desde 74 Grados de latitud Norte hasta 36 grados de latitud norte, y de 11 grados de logitud Oeste hasta 60 de latitud Este.&lt;div class="blogger-post-footer"&gt;Hola!Bienvenidos A HDY Naturaleza&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8937010905036198877-6958169244985069886?l=hdynaturaleza.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/30LbRnHX1JzixxIyeTL2abz9J3M/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/30LbRnHX1JzixxIyeTL2abz9J3M/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/30LbRnHX1JzixxIyeTL2abz9J3M/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/30LbRnHX1JzixxIyeTL2abz9J3M/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/Hatodelyaquenatural/~4/mGntIbeTdMo" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://hdynaturaleza.blogspot.com/feeds/6958169244985069886/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://hdynaturaleza.blogspot.com/2012/02/europa.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8937010905036198877/posts/default/6958169244985069886?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8937010905036198877/posts/default/6958169244985069886?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Hatodelyaquenatural/~3/mGntIbeTdMo/europa.html" title="EUROPA" /><author><name>Angel De La Cruz</name><uri>https://profiles.google.com/102179247350679128460</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="32" src="//lh5.googleusercontent.com/-DXDx6kqTjWo/AAAAAAAAAAI/AAAAAAAAAQw/K65Mo-QoSGw/s512-c/photo.jpg" /></author><thr:total>0</thr:total><feedburner:origLink>http://hdynaturaleza.blogspot.com/2012/02/europa.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DEQBQHo9fip7ImA9WhRbFEk.&quot;"><id>tag:blogger.com,1999:blog-8937010905036198877.post-1846578630967255621</id><published>2012-02-05T08:51:00.000-04:00</published><updated>2012-02-05T08:52:31.466-04:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-05T08:52:31.466-04:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Noticias HDY" /><title>DÍA DE LA TIERRA</title><content type="html">Bienvenidos a HDY Naturaleza&lt;br /&gt;
&lt;br /&gt;
&lt;div style="text-align: center;"&gt;
&amp;nbsp;&lt;img alt="DÍA DE LA TIERRA" height="184" src="http://cdn-flac.ficfiles.com/sites/natgeo-la/files/img/488x184/dia-de-la-tierra-headerpillshowpicture.jpg?ver=a1287643-f328-4994-b963-b42a274d3bb1" width="488" /&gt;&amp;nbsp;&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&amp;nbsp;Y&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="text-align: center;"&gt;
&lt;span style="font-size: x-large;"&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;img alt="" 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" /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;ul class="box light" id="microsite-home"&gt;
&lt;li class="top"&gt;&lt;h3&gt;

DÍA DE LA TIERRA&lt;/h3&gt;
&lt;b&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li class="middle"&gt;
         El &lt;b&gt;Día de la Tierra&lt;/b&gt; crece velozmente a lo 
largo de los años desde sus humildes comienzos, allá por la década del 
70. Se calcula que este año serán más de 500 millones de personas en 85 
países de todo el mundo las que celebren el &lt;b&gt;Día de la Tierra&lt;/b&gt;. Natgeo quiere inspirarte mediante su programación para que comiences a preocuparte por el planeta.&lt;br /&gt;&lt;br /&gt;Si
 el público de Natgeo está familiarizado con noticias como el aumento 
del nivel del mar o el derretimiento de los hielos, las increíbles 
imágenes del fotógrafo James Balog en &lt;b&gt;Hielo extremo &lt;/b&gt;permitirán comprender con mayor conciencia el impacto que los cambios climáticos ejercen sobre la tierra.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Días extraños en el Planeta Tierra&lt;/b&gt;,
 serie presentada por el reconocido actor Edward Norton, destaca la idea
 de que nuestro planeta es una interconexión absoluta y que todas 
nuestras acciones tienen consecuencias globales, idea que coincide 
exactamente con nuestro lema del Día de la Tierra: "Lo que tú&amp;nbsp;hagas 
cuenta".&lt;br /&gt;&lt;br /&gt;El último año nuestro planeta sufrió cambios tremendos 
desde terremotos y huracanes horriblemente violentos hasta alentadores 
descubrimientos de nuevas criaturas y especies que estuvieron al borde 
del abismo.&amp;nbsp;&lt;b&gt;Planeta Tierra informe final&amp;nbsp;&lt;/b&gt;nos&amp;nbsp; pondrá al tanto de la actualidad.&lt;br /&gt;


NatGeo le rinde un homenaje a nuestro planeta. Todo sobre ecología: 
consejos, estadísticas e información sobre el cuidado consciente del 
medioambiente.&lt;br /&gt;
&lt;br /&gt;
Fuente:&amp;nbsp; &lt;a href="http://www.natgeo.tv/do/especiales/dia-de-la-tierra/"&gt;http://www.natgeo.tv/do/especiales/dia-de-la-tierra/&lt;/a&gt;&lt;br /&gt;
 

    &lt;/li&gt;
&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;Hola!Bienvenidos A HDY Naturaleza&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8937010905036198877-1846578630967255621?l=hdynaturaleza.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;br /&gt;
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&lt;div class="entry-content"&gt;

  &lt;div class="entry-body"&gt;

   &lt;a href="http://blogs.tudiscovery.com/.a/6a010535f2c8a4970c0168e508e413970c-pi" style="display: inline;"&gt;&lt;img alt="Insectos-al-rescate" border="0" class="asset  asset-image at-xid-6a010535f2c8a4970c0168e508e413970c" src="http://blogs.tudiscovery.com/.a/6a010535f2c8a4970c0168e508e413970c-800wi" title="Insectos-al-rescate" /&gt;&lt;/a&gt;&lt;br /&gt;

Foto: Getty Images&lt;br /&gt;
&lt;br /&gt;

Análisis por &lt;a href="http://news.discovery.com/contributors/nic-halverson/"&gt;Nic Halverson&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;

Cuando se trata de operaciones de búsqueda y &lt;a href="http://www.tudiscovery.com/rescate/" target="_self" title="Rescate perfecto"&gt;rescate&lt;/a&gt;, los desarrolladores siempre se presentan con nuevas e innovadoras maneras de llegar hasta los supervivientes. &lt;a href="" target="_self"&gt;Perros eléctricos&lt;/a&gt;
 que olfatean los químicos de nuestra propia respiración, un robot 
flexible que recuerda a Gumby y otro que nada entre los escombros 
inspirado en el pez lagarto de las arenas, son todos prototipos 
recientes que han sido diseñados para salvar el día. &amp;nbsp;&lt;br /&gt;

El último proyecto proviene de un equipo de computación y de ingenieros eléctricos de la &lt;a href="http://www.umich.edu/" target="_blank" title="Universidad de Michigan"&gt;Universidad de Michigan&lt;/a&gt;, que están montando &lt;a href="http://www.tudiscovery.com/en-camara-lenta/interactivo/index.shtml" target="_self" title="En cámara lenta - Interactivo"&gt;cámaras&lt;/a&gt; en miniatura en las espaldas de pequeños &lt;a href="http://www.tudiscovery.com/imagenes/galleries/galeria-de-la-naturaleza-insectos/" target="_self" title="Galería de la Naturaleza: Insectos"&gt;insectos&lt;/a&gt;. Los investigadores creen que la habilidad de los &lt;a href="http://www.tudiscovery.com/imagenes/galleries/galeria-de-la-naturaleza-insectos/" target="_self" title="Galería de la Naturaleza: Insectos"&gt;insectos&lt;/a&gt; para acceder a pequeños espacios podría ayudar a localizar a la gente con mayor rapidez.&lt;br /&gt;

Liderado por el profesor Khalil Najafi, el proyecto ha sido diseñado tecnológicamente con la intención de aprovechar la &lt;a href="http://www.tudiscovery.com/guia_tecnologia/energia_alternativa/energia_hidraulica/index.shtml" target="_self" title="Energía Hidráulica"&gt;energía&lt;/a&gt; cinética de los &lt;a href="http://www.tudiscovery.com/imagenes/galleries/galeria-de-la-naturaleza-insectos/" target="_self" title="Galería de la Naturaleza: Insectos"&gt;insectos&lt;/a&gt; para accionar los micrófonos y las &lt;a href="http://www.tudiscovery.com/en-camara-lenta/interactivo/index.shtml" target="_self" title="En cámara lenta - Interactivo"&gt;cámaras&lt;/a&gt; montadas sobre ellos. El equipo de Najafi ya ha desarrollado un dispositivo que puede aprovechar la &lt;a href="http://www.tudiscovery.com/guia_tecnologia/energia_alternativa/energia_hidraulica/index.shtml" target="_self" title="Energía Hidráulica"&gt;energía&lt;/a&gt;
 del escarabajo verde de junio. Además, el equipo quiere instalar 
pequeños generadores en las alas de los escarabajos con el propósito de 
crear la &lt;a href="http://www.tudiscovery.com/guia_tecnologia/energia_alternativa/energia_hidraulica/index.shtml" target="_self" title="Energía Hidráulica"&gt;energía&lt;/a&gt; necesaria para operar completamente un micrófono y una cámara.&lt;br /&gt;

Bautizado con el nombre de &lt;a href="http://www.darpa.mil/Our_Work/MTO/Programs/Hybrid_Insect_Micro_Electromechanical_Systems_%28HI-MEMS%29.aspx" target="_self"&gt;Hybrid Insect Micro-Electromechanical Systems Program&lt;/a&gt;, el proyecto está financiado por la Agencia de Investigación de Proyectos Avanzados de Defensa de los Estados Unidos (&lt;a href="" target="_self"&gt;DARPA&lt;/a&gt;).&lt;br /&gt;

Mientras el equipo de investigación trata de buscar patentes y más financiación para el proyecto, esperan conducir sus primeros &lt;a href="http://www.tudiscovery.com/web/misterio-vuelo-447/quiz/" target="_self" title="Brasil-Francia: El misterio del vuelo 447 - Juego"&gt;vuelos&lt;/a&gt; de &lt;a href="http://www.tudiscovery.com/web/bear-grylls/" target="_self" title="A prueba de todo"&gt;prueba&lt;/a&gt; de los &lt;a href="http://www.tudiscovery.com/imagenes/galleries/galeria-de-la-naturaleza-insectos/" target="_self" title="Galería de la Naturaleza: Insectos"&gt;insectos&lt;/a&gt; en algún momento de este año.&lt;br /&gt;
&lt;br /&gt;

[Vía &lt;a href="http://www.physorg.com/" target="_self"&gt;PhysOrg&lt;/a&gt;]&lt;br /&gt;
&lt;br /&gt;
Fuente:&amp;nbsp;&lt;a href="http://www.blogger.com/goog_1597768505"&gt; http://blogs.tudiscovery.com/noticias/2012/01/insectos-al-r&lt;/a&gt;&lt;a href="http://escate-.html/"&gt;escate-.html&lt;/a&gt;&lt;br /&gt;

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Fuente: http://en.wikipedia.org/wiki/File:Aurora_Australis_From_ISS.JPG&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;Hola!Bienvenidos A HDY Naturaleza&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8937010905036198877-5236418075910109771?l=hdynaturaleza.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/SX9ZcO5Jn_YD0mGJCXn6Tw6pM0s/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/SX9ZcO5Jn_YD0mGJCXn6Tw6pM0s/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/Hatodelyaquenatural/~4/DmFahY_e9rQ" height="1" width="1"/&gt;</content><link rel="related" href="http://en.wikipedia.org/wiki/File:Aurora_Australis_From_ISS.JPG" title="File:Aurora" /><link rel="replies" type="application/atom+xml" href="http://hdynaturaleza.blogspot.com/feeds/5236418075910109771/comments/default" title="Enviar comentarios" /><link rel="replies" type="text/html" href="http://hdynaturaleza.blogspot.com/2012/02/fileaurora.html#comment-form" title="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8937010905036198877/posts/default/5236418075910109771?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8937010905036198877/posts/default/5236418075910109771?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Hatodelyaquenatural/~3/DmFahY_e9rQ/fileaurora.html" title="File:Aurora" /><author><name>Angel De La Cruz</name><uri>https://profiles.google.com/102179247350679128460</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="32" src="//lh5.googleusercontent.com/-DXDx6kqTjWo/AAAAAAAAAAI/AAAAAAAAAQw/K65Mo-QoSGw/s512-c/photo.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-I6Zr0iMpGfQ/Ty3y5eA51qI/AAAAAAAAASs/d671ZhqS6xc/s72-c/800px-Aurora_Australis_From_ISS.JPG" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://hdynaturaleza.blogspot.com/2012/02/fileaurora.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CkYNRXY-eCp7ImA9WhRbFEw.&quot;"><id>tag:blogger.com,1999:blog-8937010905036198877.post-3375082461480716817</id><published>2012-02-04T22:49:00.000-04:00</published><updated>2012-02-04T22:49:54.850-04:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-04T22:49:54.850-04:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Noticias HDY" /><title>Descarga la mejor foto de la Tierra</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://1.bp.blogspot.com/-Zh5jYBPyVEY/Ty3tmnD0UQI/AAAAAAAAASk/xgSsmeY3oOo/s1600/6a010535f2c8a4970c0168e631e10d970c.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;
Bienvenidos a HDY Naturaleza&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://1.bp.blogspot.com/-Zh5jYBPyVEY/Ty3tmnD0UQI/AAAAAAAAASk/xgSsmeY3oOo/s1600/6a010535f2c8a4970c0168e631e10d970c.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="312" src="http://1.bp.blogspot.com/-Zh5jYBPyVEY/Ty3tmnD0UQI/AAAAAAAAASk/xgSsmeY3oOo/s400/6a010535f2c8a4970c0168e631e10d970c.jpg" width="400" /&gt;&lt;/a&gt;&lt;br /&gt;
Foto: NASA/NOAA/GSFC/Suomi NPP/VIIRS/Norman Kuring&lt;br /&gt;
&lt;br /&gt;
El Suomi CM, nuevo satélite de observación de la NASA, ha tomado la 
mejor y más espectacular fotografía en alta resolución de la Tierra 
jamás vista hasta la fecha.&lt;br /&gt;
La fotografía, bautizada con el nombre de “Blue Marble 2012” (Canica 
azul 2012),&amp;nbsp; en honor a la legendaria y famosa imagen tomada el 7 de 
diciembre de 1972 por la tripulación de la nave espacial Apolo 17,&amp;nbsp; está
 compuesta por un barrido de imágenes de&amp;nbsp; la superficie de nuestro 
planeta tomadas durante el pasado 4 de enero.&lt;br /&gt;
La imagen disponible en una resolución de 8.000 x 8.000 píxeles a 
todo color podrás descargarla gratuitamente desde la cuenta Flickr de la
 NASA en &lt;i&gt;&lt;a href="http://www.flickr.com/photos/gsfc/6760135001/in/photostream/" target="_blank"&gt;http://www.flickr.com/photos/gsfc/6760135001/in/photostream/&lt;/a&gt;&lt;/i&gt; .&lt;br /&gt;
Además de estar diseñado para obtener fotografías extraordinarias de 
la Tierra, el satélite Suomi (llamado así en honor a Verner Suomi, 
“padre del satélite meteorológico”) está equipado con instrumentos para 
medir la temperatura de la atmósfera y los océanos; y es capaz de 
detectar tanto incendios forestales como otros fenómenos que contribuyen
 al cambio climático.&lt;br /&gt;
&lt;br /&gt;
Fuente:&amp;nbsp;&lt;a href="http://blogs.tudiscovery.com/noticias/"&gt; http://blogs.tudiscovery.com/noticias/&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;Hola!Bienvenidos A HDY Naturaleza&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8937010905036198877-3375082461480716817?l=hdynaturaleza.blogspot.com' alt='' /&gt;&lt;/div&gt;
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   &lt;a href="http://blogs.tudiscovery.com/.a/6a010535f2c8a4970c0167619d8041970b-pi" style="display: inline;"&gt;&lt;img alt="La manta raya enfrenta un destino peor que el de los tiburones" border="0" class="asset  asset-image at-xid-6a010535f2c8a4970c0167619d8041970b" src="http://blogs.tudiscovery.com/.a/6a010535f2c8a4970c0167619d8041970b-800wi" title="La manta raya enfrenta un destino peor que el de los tiburones" /&gt;&lt;/a&gt;&lt;br /&gt;

&lt;em&gt;Crédito: Getty Images.&lt;/em&gt;&lt;br /&gt; &lt;br /&gt; &lt;strong&gt;&lt;em&gt;Por Christina Reed&lt;/em&gt;&lt;/strong&gt;&lt;br /&gt;

A medida que la población de &lt;a href="http://www.tudiscovery.com/web/tiburon/juegos/encrucijada/" target="_self" title="Encrucijada de tiburones - Juego"&gt;tiburones&lt;/a&gt;
 disminuye, los pescadores recurren cada vez más a la manta raya -- 
animales poco aptos, en el sentido más darwiniano de la palabra, para 
soportar la presión. &lt;br /&gt; La manta raya necesita diez años para alcanzar
 la madurez y las hembras dan a luz a una única cría cada dos o tres 
años, explicó el investigador Mike Bennett, de la &lt;a href="http://www.uq.edu.au/" target="_blank" title="Universidad de Queensland"&gt;Universidad de Queensland&lt;/a&gt;, a &lt;a href="http://www.abc.net.au/science/articles/2012/01/25/3414390.htm" target="_blank"&gt;ABC Science&lt;/a&gt;:&lt;br /&gt;

“El &lt;a href="http://www.tudiscovery.com/web/tiburon/acerca_de_los_tiburones/guia_de_tiburones/blanco/" target="_self" title="Tiburón blanco"&gt;tiburón blanco&lt;/a&gt;, considerado una de las especies más vulnerables del &lt;a href="http://www.tudiscovery.com/ciudadesdelmundo/juega/" target="_self" title="Ciudades del mundo 
