<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-7168603682038461570</id><updated>2024-11-05T18:49:38.735-08:00</updated><category term="inestabilidad emocional"/><category term="emociones"/><category term="inmadurez emocional"/><category term="inteligencia emocional"/><category term="inestabilidad emocional en adultos"/><category term="enfermedades psicosomáticas"/><category term="inestabilidad emocional en el adulto mayor"/><category term="inestabilidad emocional en la adolescencia"/><category term="inmadurez afectiva"/><category term="relaciones de pareja"/><category term="síndrome de Peter Pan"/><title type='text'>Ayuda para la inestabilidad emocional</title><subtitle type='html'>III►Calidad:★★★ La inestabilidad emocional y la inmadurez emocional son problemas latentes para las personas. Hay que estar alertas para poder detectarlos a tiempo. En este blog se pretende aportar con un granito de arena para que las personas vivan mejor.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://inestabilidad-emocional.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://inestabilidad-emocional.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/04710793659741999423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>17</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7168603682038461570.post-8707375620648965780</id><published>2014-02-19T08:59:00.000-08:00</published><updated>2014-02-19T08:59:01.127-08:00</updated><title type='text'>PERDONAR VIOLENCIA MACHISTA DE TU PAREJA: SI O NO</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Si estás
leyendo &amp;lt;estás leyendo&amp;gt; haya una posibilidad del 85% de que hayas llegado
hasta aquí porque hacía segundos habías estado leyendo algo muy parecido a lo
que este artículo de ayuda lleva por título: Perdonar violencia machista de tu
pareja: SI o NO&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Habías
escrito en Google tu duda muy relacionada a esta, esto mismo pero con otras
palabras, y has caído aquí. Antes de nada, enhorabuena por hacer esta pregunta
en Google y no Yahoo Respuestas [aunque tener tal duda como la que planteamos
aquí, dice muy poco de la persona]&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Y vale que
esta persona sea mujer, pero no podemos perdonarla esta vez también con la
excusa de ser mujer, y como que lo que ha dicho es una tontería -pero es
mujer-, pues aquí no ha pasado nada.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Una mujer
debe perdonar a su marido si este le ha pegado, siempre y cuando pase el famoso
&quot;Test de Bukowski&quot;:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;a) (En los
momentos previos al inicio de la discusión) ¿Se ha comportado usted -de alguna
manera u otra- (y piénselo bien) como una zorra? ¿Ha podido decir alguna
estupidez? ¿No saber algo que su hombre le preguntaba y debería saber como
cultura general básica? ¿Es posible que incluso Ud. presa de los nervios por
sentirse estúpida al demostrar no tener cultura ni madurez, haya podido
sobreactuar llegando a pegar a su hombre (aunque para Ud. no sea pegar) o ha
salido de la habitación de donde estaban, pegando chillidos y portazos?&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;b) Usted
estaba siendo una mujer increíble, maquillándose, comprando cosas en internet
para su pareja con la cuenta de PayPal de Ud., aprendiendo recetas de cocina en
Youtube, aprendiendo deep throat, mirando medias para sorprender a su pareja,
cocinar y que le salgan comestibles las recetas de cocina de Youtube... Y sin
motivo alguno, boom, su pareja le agrede. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;En el caso
b) Ud. NO DEBE perdonar a su pareja. Da igual que sea hombre y usted mujer. En
este caso tiene preferencia total. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;En el caso
a) Ud. DEBE perdonar a su pareja, y mejor suplicar. Esto último no lo digo por
machismo en absoluto (como el 95% de mujeres básicas pueden llegar a creer
leyendo esto) pero esta comprobado que a la mujer le irá mejor tras una pelea
de la que es culpable (aunque el 95% de mujeres no se dan cuenta de eso hasta
pasadas 2-4h de la discusión) si complace y suplica perdón a su pareja. Por las
molestias causadas. Y aunque el gen de mujer es algo que lamentablemente la
gran mayoría de mujeres no pueden controlar -al igual que los hombres los
pedos, eructos, miradas, tentaciones con las amigas de tu hija-, las mujeres
tampoco. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Carpe Diem. &lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://inestabilidad-emocional.blogspot.com/feeds/8707375620648965780/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2014/02/perdonar-violencia-machista-de-tu.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/8707375620648965780'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/8707375620648965780'/><link rel='alternate' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2014/02/perdonar-violencia-machista-de-tu.html' title='PERDONAR VIOLENCIA MACHISTA DE TU PAREJA: SI O NO'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/04710793659741999423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7168603682038461570.post-7064262364282431120</id><published>2013-04-16T03:23:00.002-07:00</published><updated>2013-04-16T03:23:57.802-07:00</updated><title type='text'>inestabilidad en la menopausia</title><content type='html'>Es muy&amp;nbsp;común&amp;nbsp;que en la etapa de la menopausia las mujeres se sientan&lt;b&gt; inestables emocionalmente &lt;/b&gt;ya que en esta etapa se sufren cambios definitivamente, los cuales&amp;nbsp;podrían&amp;nbsp;disminuirse si con tiempo se previnieran con tratamientos.&lt;b&gt; la menopausia&lt;/b&gt; o climaterio empieza entre los 45 y 65 años en las mujeres&lt;b&gt;&amp;nbsp;&lt;/b&gt;con una serie de&amp;nbsp;síntomas&amp;nbsp;como sequedad vaginal, bochornos, cambios en el estado&amp;nbsp;anímico&amp;nbsp;como la euforia y la&amp;nbsp;depresión, perdida del sueño por las sudoraciones especialmente en las noches, lo cual puede producir insomnio.&lt;br /&gt;
Los&amp;nbsp;ginecólogos&amp;nbsp;recomiendan hacer tratamientos muy efectivos con hormonas de reemplazo&amp;nbsp;químicamente, sin embargo se ha visto que pueden traer como consecuencia tumores en las mamas o el&amp;nbsp;útero&amp;nbsp;por lo que se sugiere un tratamiento natural con otros elementos&amp;nbsp;también&amp;nbsp;efectivos como la soya muy rica en&lt;b&gt; isoflavonas&lt;/b&gt; los cuales&amp;nbsp;también&amp;nbsp;ayudan en la masa osea, disminuyendo&amp;nbsp;síntomas&amp;nbsp;y riesgos de&amp;nbsp;cáncer&amp;nbsp;mamario sudoraciones, bochornos y otros.&lt;br /&gt;
&lt;a href=&quot;http://consultadespertares.com/&quot; target=&quot;_blank&quot;&gt;Psicólogos en Madrid&lt;/a&gt;. Despertares. </content><link rel='replies' type='application/atom+xml' href='http://inestabilidad-emocional.blogspot.com/feeds/7064262364282431120/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2013/04/inestabilidad-en-la-menopausia.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/7064262364282431120'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/7064262364282431120'/><link rel='alternate' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2013/04/inestabilidad-en-la-menopausia.html' title='inestabilidad en la menopausia'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7168603682038461570.post-6606603112509979647</id><published>2013-04-16T03:22:00.003-07:00</published><updated>2013-04-16T03:22:21.416-07:00</updated><title type='text'>Como olvidar a tu pareja </title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Probablemente
una de las preguntas que más se hace alguien cuando acaba de dejar a su pareja
o tristemente ha sido dejado por esta. Quien escribe esto ha sido dejado por
una hace poco, tan poco que llevo 5 días tarde porque debería de haber escrito
estos artículos, y no lo he hecho hasta el último momento. Porque la cabeza se
me iba. Y porque la cabeza se me iba por ella. Cambia el ella, por el él en
caso de que seas tú una chica, y en caso de ser un chico, pues eso, bienvenido
al club. Cuando alguien nos deja nos volvemos locos, unos se vuelven locos
literalmente y se tiran de un precipicio, otros se vuelven locos y dejar de
comer (ojalá fuera ese mi caso), otros se vuelven locos y comen el triple -este
es mi caso-, ¿quien no se acuerda de la típica película donde normalmente la
chica es la dejada y se atiborra un viernes noches de helados y chocolate
mientras ve películas tristes?, también hay casos de gente que el ser dejado
por su pareja y sufrir una ruptura, sufre también una &lt;b&gt;ruptura&lt;/b&gt; en sus quehaceres
diarios. Un total descontrol de su hasta ahora rutina por culpa de tener la
cabeza completamente llena de rebosar por buenos y malos pensamientos, tantos
que esta se rompe en dos tal cual lo hizo días, semanas, meses, o años antes el
corazón. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;No puedo
decirte como &lt;b&gt;olvidar a tu pareja&lt;/b&gt; porque eso no existe. Y sí has leído hasta
aquí siento la decepción. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Borrar a tu
pareja de Facebook, Tuenti, Twitter después de una ruptura.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Antes no he
podido decirte como olvidar a tu pareja aunque en el título te he escrito
&quot;cómo olvidar a tu pareja&quot;. Siento la decepción, pero más
decepcionado estaré yo si me entero que te has quejado porque en el anterior
artículo no te he contado las claves mágicas de como olvidar a tu pareja,
cuando ahora mismo a pesar de que esta te ha hecho el corazón trizas, la tienes
aún agregada en Facebook como amigo/a. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Si una
persona te ha hecho daño, si una persona te ha dicho que ya no quiere estar
contigo, si esa persona que hacía días o semanas te daba besos y te decía que
te quería a tu lado en la cama, a tú lado en el coche, bus, o cine, y ahora ya
no te quiere ¿por qué debes tenerla agregada en facebook y sufrir más aún? &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES;&quot;&gt;Que levante
la primera mano y tire después la primera primera quien no se ha sentido
completamente obsesionado/a de ir a mirar el &lt;b&gt;facebook&lt;/b&gt; de su pareja después de
una ruptura, incluso si esta SÍ le ha borrado, pedir a algún amigo en común que
por favor te dijese que ha publicado en su muro tu ex pareja. Yo he pecado de
ello, y por eso me siento cualificado a deciros y por favor pediros que por
vuestro bien olvidéis, y no intentéis saber &quot;&lt;a href=&quot;http://consultadespertares.com/&quot; target=&quot;_blank&quot;&gt;qué hace vuestrapareja&lt;/a&gt;&quot;, &quot;o sí estará ya ligando con otro/a&quot;, porque 1) ya no es
tu pareja. Y 2), si liga con alguien sufrirás en vez de alegrarte por haber
alejado de tu vida a alguien que a las 2 semanas de &quot;quererte mucho&quot;,
ya quiere mucho a otra/o.&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://inestabilidad-emocional.blogspot.com/feeds/6606603112509979647/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2013/04/como-olvidar-tu-pareja.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/6606603112509979647'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/6606603112509979647'/><link rel='alternate' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2013/04/como-olvidar-tu-pareja.html' title='Como olvidar a tu pareja '/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/04710793659741999423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7168603682038461570.post-7910528473047346957</id><published>2013-03-04T01:26:00.002-08:00</published><updated>2013-03-04T01:26:47.735-08:00</updated><title type='text'>inestabilidad emocional en la menopausia.</title><content type='html'>La menopausia o climaterio es la etapa en la que muchas mujeres empiezan a tener cambios hormonales acompañados de cambios&amp;nbsp;físicos&amp;nbsp;y emocionales, estos se manifiestan entre los 45 y 65 años de edad y es preciso visitar al&amp;nbsp;ginecólogo&amp;nbsp;para consultar y prepararse en esta etapa y&amp;nbsp;así&amp;nbsp;disminuir los bochornos, mareos, sofocos, e insomnios por las sudoraciones nocturnas en muchas mujeres.&lt;br /&gt;
&lt;div&gt;
La&lt;b&gt; inestabilidad emocional en la menopausia, &lt;/b&gt;en su&amp;nbsp;mayoría&amp;nbsp;se muestra con cambios en el &lt;a href=&quot;http://consultadespertares.com/&quot; target=&quot;_blank&quot;&gt;estado de animo&lt;/a&gt; se ponen a llorar con facilidad y sin motivo alguno, aumenta el apetito descontroladamente, empieza el deseo de comer dulces, o pierden el sueño, aumenta el mal humor y la&lt;b&gt; &lt;/b&gt;inseguridad. Existen las hormonas de reemplazo muy efectivas pero con el tiempo&amp;nbsp;también&amp;nbsp;se ha demostrado que estos tratamientos con medicamentos inciden como consecuencia en el aumento de tumores originando&amp;nbsp;así&amp;nbsp;el&amp;nbsp;&lt;b&gt;cáncer&amp;nbsp;mamario&lt;/b&gt; y uterino.&lt;/div&gt;
&lt;div&gt;
En la menopausia se recomienda consumir alimentos como la soya que contienen&lt;b&gt; isoflavonas&lt;/b&gt; y que en forma natural ayuda a disminuir los riesgos de&amp;nbsp;cáncer&amp;nbsp;mamario, bochornos y sequedad vaginal, se sabe que no tiene efectos secundarios que sean nocivos.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://inestabilidad-emocional.blogspot.com/feeds/7910528473047346957/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2013/03/inestabilidad-emocional-en-la-menopausia.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/7910528473047346957'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/7910528473047346957'/><link rel='alternate' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2013/03/inestabilidad-emocional-en-la-menopausia.html' title='inestabilidad emocional en la menopausia.'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7168603682038461570.post-8401677529218234403</id><published>2013-02-27T00:49:00.002-08:00</published><updated>2013-02-27T00:49:34.181-08:00</updated><title type='text'>Inmadurez emocional en hombres y mujeres</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Las personas que llegan a la edad adulta y que aun quieren seguir viviendo como si fueran adolescentes son &lt;b&gt;inmaduros emocionalmente,&lt;/b&gt;&amp;nbsp;también&amp;nbsp;es llamado&amp;nbsp;síndrome&amp;nbsp;de Peter Pan. Estos hombres nunca quieren asumir responsabilidades y&amp;nbsp;actúan&amp;nbsp;como niños, como si el tiempo no pasara, no les gusta el compromiso en sus &lt;b&gt;relaciones de pareja &lt;/b&gt;y no asumen las consecuencias de sus actos, quieren sentir que son los eternos adolescentes.&lt;br /&gt;
A su vez quienes padecen del&amp;nbsp;&lt;b&gt;síndrome&amp;nbsp;de Peter Pan&lt;/b&gt; se relacionan con &amp;nbsp;parejas que &amp;nbsp;padecen el&lt;b&gt;&amp;nbsp;síndrome&lt;/b&gt;&amp;nbsp;&lt;b&gt;de Wendy, &lt;/b&gt;son aquellas mujeres que tienen miedo al rechazo y a quedarse solas, que hacen todo lo que su pareja no desea hacer, son muy complacientes en su&amp;nbsp;afán&amp;nbsp;de ser aceptadas ya que temen ser abandonadas, necesitan sentirse reconocidas y amadas.&lt;br /&gt;
En el caso de las mujeres&amp;nbsp;habría&amp;nbsp;que estimular la autoestima, en el de los varones el crecimiento personal.&lt;br /&gt;
&lt;br /&gt;
Necesitas ayuda para superar estos problemas, consulta despertares, &lt;a href=&quot;http://consultadespertares.com/&quot; target=&quot;_blank&quot;&gt;psicólogos en Madrid&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://inestabilidad-emocional.blogspot.com/feeds/8401677529218234403/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2013/02/inmadurez-emocional-en-hombres-y-mujeres.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/8401677529218234403'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/8401677529218234403'/><link rel='alternate' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2013/02/inmadurez-emocional-en-hombres-y-mujeres.html' title='Inmadurez emocional en hombres y mujeres'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7168603682038461570.post-3577008895281594970</id><published>2012-02-20T17:33:00.000-08:00</published><updated>2013-02-27T00:47:25.860-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="emociones"/><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional"/><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional en adultos"/><category scheme="http://www.blogger.com/atom/ns#" term="inteligencia emocional"/><title type='text'>Madurez emocional: Su importancia</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Está demostrado que las personas con un coeficiente intelectual elevado, no necesariamente tienen una vida &lt;b&gt;emocionalmente estable &lt;/b&gt;ya que a lo largo de su vida son presas de sus impulsos y no tienen el control de sus vidas privadas. La &lt;b&gt;inteligencia emocional, &lt;/b&gt;nos permite enfrentarnos de cara a las&amp;nbsp;vicisitudes&amp;nbsp;a pesar de lo que sea, nos da&lt;b&gt; resistencia&lt;/b&gt;&amp;nbsp;frente al dolor y nos enseña a ver la vida con optimismo a pesar de cualquier circunstancia sin renegar ni enojarnos, nos permite dominar nuestras emociones y la posibilidad de adaptarnos al mundo que nos rodea.&lt;br /&gt;
&lt;br /&gt;
La gente que tiene una&lt;b&gt; personalidad madura&lt;/b&gt;&amp;nbsp;sabe vivir, acepta lo que no puede cambiar y con valor cambia lo que sea necesario sin importar lo que tenga que hacer, mantiene una actitud&amp;nbsp;ecuánime&amp;nbsp;ante la adversidad sin perder el equilibrio en sus vidas, tiene metas y lucha por ellas hasta alcanzar el&amp;nbsp;éxito, tiene un&amp;nbsp;espíritu&amp;nbsp;solidario y generoso con sus semejantes, es decidida y tiene la suficiente&amp;nbsp;humildad&amp;nbsp;para reconocer que esta equivocado.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi97XjR4f24J_i7v1WMPk5in6x3R2jxmglGFbZ73neTSANYqlDJyEaAYJ821F5ULGpg0Vjzs1KqniTyzceFFibLkq2dqvhCmXxXHQm-qtBDnMHXdNg4FWUicFX_tB0Zw-jT8kaCDo6yvKfZ/s1600/inteligencia-emocional.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi97XjR4f24J_i7v1WMPk5in6x3R2jxmglGFbZ73neTSANYqlDJyEaAYJ821F5ULGpg0Vjzs1KqniTyzceFFibLkq2dqvhCmXxXHQm-qtBDnMHXdNg4FWUicFX_tB0Zw-jT8kaCDo6yvKfZ/s320/inteligencia-emocional.jpg&quot; height=&quot;320&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
Nuestro &lt;a href=&quot;http://consultadespertares.com/&quot; target=&quot;_blank&quot;&gt;desarrollo emocional&lt;/a&gt; es el que nuestros padres nos dieron en la infancia&amp;nbsp;básicamente.&lt;br /&gt;
Si aprendimos a salir de los&amp;nbsp;obstáculos&amp;nbsp;exitosamente&amp;nbsp;aceptando y terminando las responsabilidades que nos dieron, entonces probablemente el niño estara aprendiendo a ser maduro, no&amp;nbsp;así&amp;nbsp;aquellos niños consentidos que no enfrentan retos en su vida ni responsabilidades.Nunca es tarde para mejorar y superar nuestros conflictos si es que los tenemos con nuestra personalidad, puede ser por medio de una terapia o por medio del servicio a los&amp;nbsp;demás, salir de uno mismo nos permite comprender a los demás y desarrollar una personalidad más madura.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://inestabilidad-emocional.blogspot.com/feeds/3577008895281594970/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2012/02/madurez-emocional-su-importancia.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/3577008895281594970'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/3577008895281594970'/><link rel='alternate' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2012/02/madurez-emocional-su-importancia.html' title='Madurez emocional: Su importancia'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi97XjR4f24J_i7v1WMPk5in6x3R2jxmglGFbZ73neTSANYqlDJyEaAYJ821F5ULGpg0Vjzs1KqniTyzceFFibLkq2dqvhCmXxXHQm-qtBDnMHXdNg4FWUicFX_tB0Zw-jT8kaCDo6yvKfZ/s72-c/inteligencia-emocional.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7168603682038461570.post-7023540195922668954</id><published>2011-10-24T01:00:00.000-07:00</published><updated>2013-02-27T00:51:09.737-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="emociones"/><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional"/><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional en adultos"/><category scheme="http://www.blogger.com/atom/ns#" term="inmadurez emocional"/><category scheme="http://www.blogger.com/atom/ns#" term="inteligencia emocional"/><title type='text'>Ser ecuánime: La ecuanimidad en los adultos</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;b&gt;Ser ecuánime&lt;/b&gt; puede ser considerado un talento pero es necesario considerarla como una capacidad que se puede desarrollar con el tiempo. La&lt;b&gt; ecuanimidad en los adultos&lt;/b&gt; es la&amp;nbsp;manifestación&amp;nbsp;del &lt;b&gt;equilibrio emocional&lt;/b&gt; que debemos tener ante cualquier&amp;nbsp;situación que&amp;nbsp;nos presenta la vida; es el resultado del e&lt;a href=&quot;http://consultadespertares.com/&quot; target=&quot;_blank&quot;&gt;quilibrio emocional &lt;/a&gt;necesario para desarrollarnos espiritualmente. Cuando nos enojamos o&amp;nbsp;entristecemos, se ven vulneradas la salud y la&amp;nbsp;energía&amp;nbsp;en el cuerpo y la mente, deteriorando el sistema inmunológico&amp;nbsp;causándonos&amp;nbsp;enfermedades. Si las emociones no se controlan, estas afectan nuestra salud por el gran desgaste de&amp;nbsp;energía que nos ocasionan, atentando&amp;nbsp;además nuestras relaciones con los&amp;nbsp;demás y afectando la voluntad y nuestra&amp;nbsp;razón.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXDQJ9wKK7qwlNruZbYOQtfAsuijDwGdtdciDyrq_C12HAi_XqvJjFcIWhunVlHARJhY-7tborj4SOHXSx-y31N4OzPMOLlsn-VBxESdVuvTfBf4SWkBHDyzWNk0RrPeMj2JyBXjjLufsY/s1600/ecuanimidad.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXDQJ9wKK7qwlNruZbYOQtfAsuijDwGdtdciDyrq_C12HAi_XqvJjFcIWhunVlHARJhY-7tborj4SOHXSx-y31N4OzPMOLlsn-VBxESdVuvTfBf4SWkBHDyzWNk0RrPeMj2JyBXjjLufsY/s320/ecuanimidad.jpg&quot; height=&quot;244&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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El &lt;b&gt;equilibrio emocional&lt;/b&gt;&amp;nbsp;va de la mano con la&lt;b&gt; ecuanimidad emocional&lt;/b&gt; y viceversa. Para llegar a lograr ser&amp;nbsp;ecuánimes&amp;nbsp;mentalmente hay que aceptar y reconocer el daño que nos hace no controlar nuestras emociones. Hacer el intento cada&amp;nbsp;día hasta lograr el equilibrio emocional es nuestra responsabilidad y un deber para con nosotros mismos para mantenernos saludables&amp;nbsp;física&amp;nbsp;y mentalmente. Si tenemos bienestar mental viviremos mucho mejor esta vida.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://inestabilidad-emocional.blogspot.com/feeds/7023540195922668954/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2011/10/ser-ecuanime-la-ecuanimidad-en-los.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/7023540195922668954'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/7023540195922668954'/><link rel='alternate' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2011/10/ser-ecuanime-la-ecuanimidad-en-los.html' title='Ser ecuánime: La ecuanimidad en los adultos'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXDQJ9wKK7qwlNruZbYOQtfAsuijDwGdtdciDyrq_C12HAi_XqvJjFcIWhunVlHARJhY-7tborj4SOHXSx-y31N4OzPMOLlsn-VBxESdVuvTfBf4SWkBHDyzWNk0RrPeMj2JyBXjjLufsY/s72-c/ecuanimidad.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7168603682038461570.post-2423841365888079218</id><published>2011-10-22T17:43:00.000-07:00</published><updated>2013-04-29T08:11:42.456-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="emociones"/><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional"/><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional en adultos"/><category scheme="http://www.blogger.com/atom/ns#" term="inmadurez afectiva"/><category scheme="http://www.blogger.com/atom/ns#" term="inmadurez emocional"/><title type='text'>Inmadurez afectiva en adultos</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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Si bien existen hombres y mujeres en todo tipo de ambiente con actitudes de gente adulta (porque vamos, que lo son), &lt;u&gt;creen que todo lo saben&lt;/u&gt;, sin embargo no es extraño encontrar que muchas de estas personas son gente que aparentemente sólidas y de prestigio, pueden ser de voluntad&amp;nbsp;débil y entran en conflictos emocionales internos siendo personas sin dominio propio, incapaces de ser fieles, demostrando así mucha &lt;b&gt;inmadurez afectiva&lt;/b&gt;. Algunas de las&amp;nbsp;características&amp;nbsp;de la &lt;b&gt;gente afectivamente inmadura&lt;/b&gt; es que tienen dificultades para asumir equilibradamente las responsabilidades de la familia en el hogar, tienen dificultades para &lt;a href=&quot;http://consultadespertares.com/&quot; target=&quot;_blank&quot;&gt;asumir el&amp;nbsp;éxito&lt;/a&gt;&amp;nbsp;y los fracasos, confunden el amor con los sentimientos, no controlan su ira, son exageradamente&amp;nbsp;calculadores&amp;nbsp;y&amp;nbsp;egoístas.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkRUsTdi9j7zMlcShyyJBPlojhRoW8pwOjaPmxXPa7zVvdEUXgmTLH5QDMs-v0JThXGM85R16cVyZBAGBlsjm8lX5wKR1pbKjy8v_LVmJybbGv14yHCT5_6yooAukGDU_1XVabicwsT8xd/s1600/inmadurez+afectiva.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkRUsTdi9j7zMlcShyyJBPlojhRoW8pwOjaPmxXPa7zVvdEUXgmTLH5QDMs-v0JThXGM85R16cVyZBAGBlsjm8lX5wKR1pbKjy8v_LVmJybbGv14yHCT5_6yooAukGDU_1XVabicwsT8xd/s1600/inmadurez+afectiva.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Es importante ser educados e inteligentes, pero el desarrollo en el ser humano debe ser integral. Es preciso &lt;b&gt;madurar afectivamente&lt;/b&gt; y prepararnos en nuestras virtudes, reforzando la voluntad para&amp;nbsp;así&amp;nbsp;&lt;b&gt;madurar afectivamente&lt;/b&gt;&amp;nbsp;también. La madurez del pensamiento nos&amp;nbsp;permitirá&amp;nbsp;mantenernos firmes en nuestras convicciones y proyectos de vida. Hay personas que hoy toman decisiones y&amp;nbsp;rápidamente&amp;nbsp;desisten de sus&amp;nbsp;propósitos&amp;nbsp;porque no reforzaron la inteligencia, sentimientos y su voluntad; elementos tan indispensables para madurar afectivamente. El &lt;b&gt;adulto maduro afectivamente&lt;/b&gt; posee una vida afectiva de gran vitalidad y en definitiva es dueña de sus sentimientos.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://inestabilidad-emocional.blogspot.com/feeds/2423841365888079218/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2011/10/inmadurez-afectiva-en-adultos.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/2423841365888079218'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/2423841365888079218'/><link rel='alternate' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2011/10/inmadurez-afectiva-en-adultos.html' title='Inmadurez afectiva en adultos'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkRUsTdi9j7zMlcShyyJBPlojhRoW8pwOjaPmxXPa7zVvdEUXgmTLH5QDMs-v0JThXGM85R16cVyZBAGBlsjm8lX5wKR1pbKjy8v_LVmJybbGv14yHCT5_6yooAukGDU_1XVabicwsT8xd/s72-c/inmadurez+afectiva.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7168603682038461570.post-1431126044132695907</id><published>2011-10-09T01:45:00.000-07:00</published><updated>2013-03-04T01:24:03.028-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="emociones"/><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional"/><category scheme="http://www.blogger.com/atom/ns#" term="inteligencia emocional"/><title type='text'>Cómo manejar las emociones</title><content type='html'>&lt;b&gt;Manejar las emociones&lt;/b&gt; es saludable para nuestra salud mental, pero esto no significa que tengamos que reprimirlas o negarlas, estas pueden ser &lt;b&gt;emociones negativas o positivas&lt;/b&gt;, lo que debemos hacer es transformar las emociones negativas en positivas para que nos sean útiles en nuestra vida.&amp;nbsp;Pasos para manejar las Emociones :&lt;br /&gt;
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&lt;br /&gt;
&lt;ol&gt;
&lt;li&gt;Meditar y observar la emoción causada.&lt;/li&gt;
&lt;li&gt;Encontrar la causa que la origina.&lt;/li&gt;
&lt;li&gt;Hacernos responsables de lo que sentimos y decidir como sentirnos.&lt;/li&gt;
&lt;li&gt;Escribir los motivos que causan nuestras emociones aclaran puntos y nos permiten ver mejor la   vida y las personas.&lt;/li&gt;
&lt;/ol&gt;
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&lt;a href=&quot;http://1.bp.blogspot.com/-yLbpGxfydvo/TpFfHiGjvpI/AAAAAAAAADs/cOydznSpw_k/s1600/C%25C3%25B3mo+manejar+emociones.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://1.bp.blogspot.com/-yLbpGxfydvo/TpFfHiGjvpI/AAAAAAAAADs/cOydznSpw_k/s1600/C%25C3%25B3mo+manejar+emociones.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Hay algunas &lt;b&gt;técnicas de relajación&lt;/b&gt; que permiten &lt;b&gt;liberar emociones&lt;/b&gt; como la acupuntura. Sabemos que las emociones afectan directamente la salud del cuerpo; con esta técnica (la acupuntura) se tocan los puntos por donde se libera las emociones negativas que nos están bloqueando.&amp;nbsp;La respiración profunda, inhalando despacio y contando hasta diez; permite que las tensiones se reduzcan de manera importante, relajándonos y calmándonos. Seguiremos dándote más consejos para manejar efectivamente tus emociones. No olvides suscribirte gratis al blog.&lt;br /&gt;
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Necesitas ayuda. &lt;a href=&quot;http://consultadespertares.com/&quot; target=&quot;_blank&quot;&gt;Psicólogos en Madrid&lt;/a&gt;.&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://inestabilidad-emocional.blogspot.com/feeds/1431126044132695907/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2011/10/como-manejar-las-emociones.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/1431126044132695907'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/1431126044132695907'/><link rel='alternate' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2011/10/como-manejar-las-emociones.html' title='Cómo manejar las emociones'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-yLbpGxfydvo/TpFfHiGjvpI/AAAAAAAAADs/cOydznSpw_k/s72-c/C%25C3%25B3mo+manejar+emociones.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7168603682038461570.post-7127027625405501176</id><published>2011-10-07T23:39:00.000-07:00</published><updated>2013-03-18T09:13:45.567-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="emociones"/><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional"/><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional en la adolescencia"/><category scheme="http://www.blogger.com/atom/ns#" term="inmadurez emocional"/><title type='text'>Inestabilidad emocional y afectiva en los jóvenes</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Hoy en día se ve que los jóvenes en general tardan más en querer asumir responsabilidades y es por eso que no se preparan para enfrentar la vida adecuadamente, formándose así &lt;b&gt;emocionalmente inestables&lt;/b&gt;. La sociedad en la que vivimos hace que padres y educadores piensen que a los niños y jóvenes debe facilitárseles las cosas sin exigirles nada, consintiéndolos en todo y atendiéndolos inmediatamente. Deben estar a la moda en todo lo que puedan, comprar lo que desean, comer lo que gustan. Así olvidamos los padres que formamos personas que en la etapa de adultos, solo los veremos como jóvenes o &lt;b&gt;personas&amp;nbsp; inmaduras emocionalmente&lt;/b&gt;.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv_-grBwPUMe3PBNsC9Dvzo5z1arnQ5YvILv1df2_zBHzBthjoWbCTHObo2KsH2dS9KwwSdL6ckGAXslbQSfrUtSQGBnAUJhb8TktBcNEMt8m62GmNirTCt6-Lb6nI96Tg2Xp6jqIMBnkC/s1600/inestabilidad+emocional+en+los+j%25C3%25B3venes.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv_-grBwPUMe3PBNsC9Dvzo5z1arnQ5YvILv1df2_zBHzBthjoWbCTHObo2KsH2dS9KwwSdL6ckGAXslbQSfrUtSQGBnAUJhb8TktBcNEMt8m62GmNirTCt6-Lb6nI96Tg2Xp6jqIMBnkC/s320/inestabilidad+emocional+en+los+j%25C3%25B3venes.jpg&quot; height=&quot;320&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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La personalidad debe fortalecerse desde pequeños pues si no controlamos nuestras &lt;b&gt;emociones&lt;/b&gt;, no tendremos dominio propio y así podemos llegar a ser inmaduros, infelices, sin posibilidades de adaptación al medio donde vivimos, logrando frustrarse grandemente y pudiendo ser afectados por problemas psicopatológicos. La educación forma el intelecto hoy en día pero no prepara a las personas en su &lt;b&gt;madurez afectiv&lt;/b&gt;. Esto conlleva a la angustia, inestabilidad anímica, falta de tolerancia, pesimismo, obsesión y nerviosismo.&amp;nbsp;Necesitamos sentirnos valorados y aceptados para sentirnos dueños de nosotros mismos, para ser felices desde pequeños. El cariño y los afectos ayudan a tener una personalidad estable lo que hará que la persona logre poner equilibrio a su vida con paciencia, constancia a lo largo de su vida evitando así ser &lt;b&gt;emocionalmente inestables&lt;/b&gt;.&lt;br /&gt;
Podemos ayudarte, consulta despertares tus &lt;a href=&quot;http://consultadespertares.com/&quot; target=&quot;_blank&quot;&gt;psicólogos en Madrid. &lt;/a&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://inestabilidad-emocional.blogspot.com/feeds/7127027625405501176/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2011/10/inestabilidad-emocional-y-afectiva-en.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/7127027625405501176'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/7127027625405501176'/><link rel='alternate' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2011/10/inestabilidad-emocional-y-afectiva-en.html' title='Inestabilidad emocional y afectiva en los jóvenes'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv_-grBwPUMe3PBNsC9Dvzo5z1arnQ5YvILv1df2_zBHzBthjoWbCTHObo2KsH2dS9KwwSdL6ckGAXslbQSfrUtSQGBnAUJhb8TktBcNEMt8m62GmNirTCt6-Lb6nI96Tg2Xp6jqIMBnkC/s72-c/inestabilidad+emocional+en+los+j%25C3%25B3venes.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7168603682038461570.post-4862706155496809915</id><published>2011-10-03T00:26:00.000-07:00</published><updated>2013-04-29T08:13:24.378-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="emociones"/><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional"/><category scheme="http://www.blogger.com/atom/ns#" term="inmadurez emocional"/><category scheme="http://www.blogger.com/atom/ns#" term="inteligencia emocional"/><title type='text'>Inestabilidad Emocional</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;La &lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;b&gt;inestabilidad emocional&lt;/b&gt;&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt; puede resultar un mar en el que uno puede ahogarse si no tiene cerca un salvavidas al cual acogerse para salvarse. La &lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;b&gt;inestabilidad emocional&lt;/b&gt;&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt; lleva a una persona a conocer una parte de sí, que no conocía ni siquiera ella misma, pudiendo llegar a desconocerse por los sentimientos nuevos que han de surgir en ella. (Mucho invaden a las personas, pensamientos como estos: nunca me había sentido así, no puedo creer que me esté pasando esto,etc.)&lt;/span&gt;&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;La &lt;a href=&quot;http://consultadespertares.com/&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;inestabilidad emocional&lt;/b&gt;&lt;/a&gt; puede ser también el obstáculo que puede convertirse a la vez en una oportunidad para crecer llegando la persona a alcanzar &lt;b&gt;madurez emocional&lt;/b&gt;. Una vez que aprendemos a saltar un muro, la segunda vez resulta fácil hacerlo e incluso ya nos parece normal verlo ahí; solo debemos saltarlo para seguir adelante.&lt;/span&gt;&lt;/div&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;La &lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;b&gt;inestabilidad emocional&lt;/b&gt;&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt; si bien puede mostrarnos sentimientos que no conocíamos; estos sentimientos, aunque sean insoportables pueden hacer que nos conozcamos mejor a nosotros mismos, pudiendo mejorar nuestra perspectiva propia y conocer mejor las emociones que pueden surgir en nosotros aumentando como consecuencia nuestro potencial.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Luego de haber mencionado en los párrafos anteriores algunos paradigmas de personas sobre la &lt;b&gt;inestabilidad emocional&lt;/b&gt;, debemos recordar que se debe procurar reflejar el lado positivo de pasar por un mal momento con otras personas o con nosotros mismos. No es cierto que solo dependa de nosotros superar los problemas con las emociones. Si no puedes resolver los problemas por ti mismo debes buscar ayuda profesional. No tengas miedo, primero cuéntaselo a alguien cercano y luego puedes pedirle que te acompañe a un especialista. Todos podemos ser felices; no hay excusa.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://inestabilidad-emocional.blogspot.com/feeds/4862706155496809915/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2011/10/inestabilidad-emocional.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/4862706155496809915'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/4862706155496809915'/><link rel='alternate' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2011/10/inestabilidad-emocional.html' title='Inestabilidad Emocional'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhyphenhyphenhTSkMGaGS1p14GG3zXwXU14LOOEWn_DbOvSOiW5GyOMVBt9GfLGJC_ZH6g6stDiqYQKZo2LUUyziQXRtdOvyP4YqzK6ySJF4znoqYpPQ7PfyDFJ8B7owAvur2qGc8IgX7sxOHpA2aRW/s72-c/inestabilidad+emocional.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7168603682038461570.post-8897985255019942403</id><published>2011-10-02T00:42:00.000-07:00</published><updated>2013-04-29T08:14:35.674-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional"/><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional en el adulto mayor"/><title type='text'>Inestabilidad emocional en el adulto mayor</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
La &lt;b&gt;inestabilidad emocional en el adulto mayor&lt;/b&gt; es una de las características del deterioro de la mente a esa edad. Es normal que cuando uno es anciano los sentidos pierdan fuerza a la vez que la mente ya no tiene las mismas capacidades que tiene uno de joven. Por ello es necesario que estemos preparados para cuando nos toque vivir esos momentos, comprendiendo desde ahora que tarde o temprano es algo con lo que tendremos que lidiar en la vida. La &lt;b&gt;autoestima en el adulto mayor &lt;/b&gt;se va perdiendo a partir del hecho en que se va sintiendo solo cuando pierde a su pareja, ante la pérdida de la fuerza física, la pérdida de la salud, la falta de dinero, la independencia de los hijos, la falta de trabajo y el trato de la gente que lo rodea, la falta de comprensión y paciencia de los demás y la invalidez. Esto crea en el adulto mayor una sensación de minusvalía.&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidKL4bsul8-Q80RtgC8o7fzfH0uL6yywLaAOirsweOiUPWgoZE6B0B1duDPPTyGHfMCs1Q0WcDQ8qmu6Y0usgV38_W_9SKa-wJ7DcxAjY8nHrHzlruuDKo01R6e4akHeRFyik45_B3dH0_/s1600/inestabilidad+emocional+en+ancianos.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidKL4bsul8-Q80RtgC8o7fzfH0uL6yywLaAOirsweOiUPWgoZE6B0B1duDPPTyGHfMCs1Q0WcDQ8qmu6Y0usgV38_W_9SKa-wJ7DcxAjY8nHrHzlruuDKo01R6e4akHeRFyik45_B3dH0_/s320/inestabilidad+emocional+en+ancianos.jpg&quot; height=&quot;212&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Se sabe que a partir de la autoestima, es decir del concepto del valor propio como personas depende mucho nuestra relación con el mundo que nos rodea y la actitud en el trato con nuestros semejantes, mas aún en esta etapa de la vida la que nos puede traer problemas si la actitud es negativa, es importante crear la autoimagen de manera positiva ante las metas alcanzadas y toda la experiencia ganada con&amp;nbsp; los años interpretando que la vida nos da la sabiduría que otros aun no han alcanzado, así el adulto mayor podrá lograr mayor &lt;b&gt;bienestar personal&lt;/b&gt; si reforzamos en ellos sus potencialidades y enseñándoles que a su edad se puede vivir la vida con mejor actitud y disfrutando de actividades diferentes con una visión más positiva de la vida. La familia juega un papel muy importante y es por ello que deben ser ellos quienes más apoyen a los adultos mayores de la familia.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://consultadespertares.com/&quot; target=&quot;_blank&quot;&gt;Psicólogos en Madrid. &lt;/a&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://inestabilidad-emocional.blogspot.com/feeds/8897985255019942403/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2011/10/inestabilidad-emocional-en-el-adulto.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/8897985255019942403'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/8897985255019942403'/><link rel='alternate' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2011/10/inestabilidad-emocional-en-el-adulto.html' title='Inestabilidad emocional en el adulto mayor'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidKL4bsul8-Q80RtgC8o7fzfH0uL6yywLaAOirsweOiUPWgoZE6B0B1duDPPTyGHfMCs1Q0WcDQ8qmu6Y0usgV38_W_9SKa-wJ7DcxAjY8nHrHzlruuDKo01R6e4akHeRFyik45_B3dH0_/s72-c/inestabilidad+emocional+en+ancianos.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7168603682038461570.post-2127386815204061923</id><published>2011-08-29T00:56:00.000-07:00</published><updated>2011-10-03T00:31:37.349-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="emociones"/><category scheme="http://www.blogger.com/atom/ns#" term="enfermedades psicosomáticas"/><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional"/><title type='text'>Inestabilidad emocional y las enfermedades psicosomáticas</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
La &lt;b&gt;inestabilidad emocional &lt;/b&gt;se relaciona con las &lt;b&gt;enfermedades psicosomáticas&lt;/b&gt;. ¿Sabes qué son las &lt;b&gt;enfermedades psicosomáticas&lt;/b&gt;? Son reacciones del cuerpo, producto de problemas que podamos tener a nivel &lt;b&gt;psicológico&lt;/b&gt;. Muchas veces, cuando tenemos &lt;b&gt;emociones&lt;/b&gt; que no expresamos debidamente, estas &lt;b&gt;emociones&lt;/b&gt; se pueden manifestar en síntomas de cualquier enfermedad como la gastritis o diabetes. La mente influye mucho en el cuerpo y no debe ser prescindible al momento de tratar de diagnosticar una enfermedad del cuerpo. Por ello es necesario considerar a la mente y cuerpo como uno solo y así pues, tratarlos de manera conjunta para mantener un equilibrio.&lt;br /&gt;
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A mí por ejemplo, me pasó algo relacionado con el tema de este artículo y que les voy a contar, aunque les adelantaré que mi problema se relacionaba mucho con mi &lt;b&gt;inestabilidad emocional&lt;/b&gt;, producto de mi fuerte estrés en la universidad (ya llevo cuatro años y al menos creo que ya pasé por lo peor). Para tener &lt;b&gt;tranquilidad&lt;/b&gt;, hace poco fuí al gastroenterólogo pues tenía síntomas (molestias) en el estómago y pensé que tendría al menos una gastritis y en el peor de los casos una úlcera o comienzos de cáncer (esto era lo peor que esperaba). Me hicieron varias pruebas y luego terminar con la última prueba,una endoscopía, me dijeron que tenía una pequeña gastritis (le digo pequeña, aunque podria decir leve) que no era para darle importancia. Pero me dijo que esto se debía más que nada a mis &lt;b&gt;emociones&lt;/b&gt; y cómo influían en mí las mismas.&lt;br /&gt;
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&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;
La causa de todo era mi &lt;b&gt;inestabilidad emocional&lt;/b&gt;: ansiedad principalmente, entre otras cosas, que eran producto de mi personalidad parcialmenteretraída y mi vida en la universidad. Por ello mi consejo es que no permitas que se te acumulen las &lt;b&gt;emociones&lt;/b&gt;. Si tienes que llorar, llora; si tienes que decirle a alguien lo que sientes, dilo. Pero claro que tampoco hay que ser impulsivo, diciendo las cosas solo porque uno tiene la necesidad de decirlo, sin pensar en las consecuencias negativas que puede acarrear esto. Por ejemplo, si en el trabajo tu jefe te dice que lleves a cabo una actividad que no corresponde a tu cargo y sientes la necesidad de reclamárselo porque no deseas hacerlo; hazlo, recuérdale cuáles son tus funciones; pero de buenas maneras por dos motivos: &lt;br /&gt;
&lt;ol style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;No hay que dejar que las &lt;b&gt;emociones &lt;/b&gt;nos dominen a nosotros, sino al contrario. Sino, ¿cómo esperamos ser &lt;b&gt;estables emocionalmente&lt;/b&gt; obedeciendo a nuestras emociones? &lt;/li&gt;
&lt;li&gt;No queremos perder nuestro trabajo, ni que nos vean como desadaptados o locos, ¿verdad?.&lt;/li&gt;
&lt;/ol&gt;
Termino este artículo, diciéndote que si te gustó este artículo, lo compartas por las redes sociales. Y que puedes suscribirte al blog para recibir directamente los artículos en tu correo. &lt;br /&gt;
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&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://inestabilidad-emocional.blogspot.com/feeds/2127386815204061923/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2011/08/inestabilidad-emocional-y-las.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/2127386815204061923'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/2127386815204061923'/><link rel='alternate' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2011/08/inestabilidad-emocional-y-las.html' title='Inestabilidad emocional y las enfermedades psicosomáticas'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7168603682038461570.post-3047576163764036180</id><published>2011-06-03T01:02:00.000-07:00</published><updated>2011-07-31T08:49:58.794-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional"/><category scheme="http://www.blogger.com/atom/ns#" term="inmadurez emocional"/><category scheme="http://www.blogger.com/atom/ns#" term="síndrome de Peter Pan"/><title type='text'>Inmadurez Emocional</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;La &lt;span style=&quot;font-weight: bold;&quot;&gt;inmadurez emocional&lt;/span&gt;  es natural en los niños y adolescentes; es más, esta es una característica de ellos. Sin embargo la &lt;span style=&quot;font-weight: bold;&quot;&gt;inmadurez emocional&lt;/span&gt; en mayor o menor medida puede apoderarse de las personas adultas que muchas veces quieren seguir viviendo como adolescentes. Por lo general son personas que tienen entre 30 y 40 años de edad (o más), que quieren seguir como eternos adolescentes (en cuanto a la &lt;span style=&quot;font-weight: bold;&quot;&gt;inmadurez&lt;/span&gt; nos referimos).&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcTHT8dLW-1602prle5XV_qxAeqgUqfDbKhWHpSVy4QRqn_SR0_F&quot; /&gt;&lt;/div&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Suelen no querer asumir la responsabilidad y &lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;las consecuencias &lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;de sus actos porque son &lt;span style=&quot;font-weight: bold;&quot;&gt;emocionalmente inmaduros&lt;/span&gt;. D&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;isfrutan ser los eternos adolescentes para vivir sin responsabilidades y así no enfrentar la vida y sus retos, lo cual en la mayoría de casos, tarde o temprano termina desequilibrando emocionalmente a la persona.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Estas personas abusan de su libertad; la misma que aprovechan para hacer las cosas como mejor les parece&lt;span style=&quot;font-weight: bold;&quot;&gt;, dejando de ser maduros en sus relaciones afectivas&lt;/span&gt;. No quieren dejar de ser hijos para ser padres o ser adultos para formar relaciones serias de pareja y formar una familia.&lt;br /&gt;
&lt;br /&gt;
Tampoco saben sobreponerse ante los altibajos de la vida, siendo esto causa de gran frustración y peor aún, si no saben afrontar y superar el fracaso.&lt;span style=&quot;font-weight: bold;&quot;&gt; &lt;/span&gt;Su&lt;b&gt; inmadurez emocional no les permite recuperarse&lt;/b&gt; &lt;b&gt;ante el fracaso&lt;/b&gt; y tienen la sensación de que son frágiles y que necesitan ser el centro de atención para sentir que son apreciados y que existen.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Particularmente, las &lt;span style=&quot;font-weight: bold;&quot;&gt;mujeres que son emocionalmente inestables&lt;/span&gt; tienen poca tolerancia a la frustración y siempre forman relaciones en las que ellas crean situaciones desalentadoras, en la cual cansan a sus parejas. No entienden por qué cambian de estados de ánimo; se muestran inseguras, infelices, a veces tristes, otras veces alegres; pasan de un estadio a otro sin motivo alguno.&lt;br /&gt;
&lt;br /&gt;
Estas mujeres sienten una fuerte &lt;span style=&quot;font-weight: bold;&quot;&gt;dependencia emocional y afectiva&lt;/span&gt; de quienes las rodean, porque ello les da mayor confianza. Son aquellas mujeres que están complaciendo a la pareja y a todo el mundo tratando de conquistar el amor y cariño de los demás. Siempre están dando de sí mismas porque esto las satisface. Sienten que así tendrán la aprobación de los demás pues en el fondo tienen muy baja autoestima&lt;span style=&quot;font-family: verdana;&quot;&gt;. Muchas veces terminan dando todo por nada; &lt;span style=&quot;font-weight: bold;&quot;&gt;su frustación termina siendo grande.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/div&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;br /&gt;
Las personas &lt;b&gt;inmaduras emocionalmente tienen problemas de adaptación&lt;/b&gt; causando involuntariamente muchas veces conflictos emocionales con los demás. &lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Para tener una personalidad equilibrada y libre, lo más conveniente es educar en la fortaleza y la templanza de cada individuo desde la infancia. Ayuda mucho crear conciencia (de manera voluntaria o por influencia de terceros como los padres o hermanos mayores) sobre las responsabilidades en la vida. La importancia de pensar en los demás hacen que la persona no se centre en sí misma y aprenda a relacionarse socialmente de manera adecuada.&lt;br /&gt;
&lt;br /&gt;
Una de las causas de la &lt;span style=&quot;font-weight: bold;&quot;&gt;inmadurez emocional&lt;/span&gt; es que la persona es egoísta. El egoísmo ocasiona que una persona no piense en los demás de tal manera que termina fallando en las relaciones sociales, pues estas las podemos ver como negociaciones. Sí, negociaciones; pues en las relaciones sociales (si queremos tener éxito para ambas partes) negociamos el bienestar de dos o más personas, de tal manera que si no se negocia bien, una de las personas termina insatisfecha. (El lector de este artículo debe conocer que en una negociación en general se debe llegar a una acuerdo en el cual todas las partes que participan deben ganar. Es lo que se conoce como relaciones ganar-ganar y lo cual se logra no siendo egoísta y pensando también en que la otra persona también gane).&lt;br /&gt;
&lt;br /&gt;
Si tienen preguntas; si algo no se entendió del texto; pueden dejar sus comentarios para hacer una retroalimentación del artículo y así todos aprendemos más. Un abrazo&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://inestabilidad-emocional.blogspot.com/feeds/3047576163764036180/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2011/05/inmadurez-emocional_28.html#comment-form' title='4 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/3047576163764036180'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/3047576163764036180'/><link rel='alternate' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2011/05/inmadurez-emocional_28.html' title='Inmadurez Emocional'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7168603682038461570.post-3314857035658659215</id><published>2011-05-31T21:57:00.000-07:00</published><updated>2011-08-28T16:31:21.541-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional"/><category scheme="http://www.blogger.com/atom/ns#" term="inmadurez emocional"/><category scheme="http://www.blogger.com/atom/ns#" term="inteligencia emocional"/><title type='text'>La madurez o inteligencia emocional</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://2.bp.blogspot.com/-e3mpQYYKdlk/Teg8iTeVkRI/AAAAAAAAABE/OSBTrxlGzpM/s1600/La+madurez+o+inteligencia+emocional.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://2.bp.blogspot.com/-e3mpQYYKdlk/Teg8iTeVkRI/AAAAAAAAABE/OSBTrxlGzpM/s1600/La+madurez+o+inteligencia+emocional.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
La &lt;b&gt;Inteligencia Emocional&lt;/b&gt; es aquella que nos permite ser conscientes de la actitud que debemos tomar en nuestras decisiones frente a la vida diaria, sean buenas o malas. En otras palabras la reacción que tenemos frente a la vida está relacionada con el&lt;b&gt; nivel de inteligencia emocional&lt;/b&gt;. La inteligencia emocional se desarrolla desde la infancia hasta la madurez y se refleja en nuestra creatividad y capacidad de relacionarnos con nuestros familiares y amigos y demás personas, del trabajo, del centro de estudios y de todo su entorno. De manera general, si logras desarrollar tu &lt;b&gt;inteligencia emocional &lt;/b&gt;ten por seguro que serás más &lt;b&gt;estable emocionalmente.&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Una persona con&lt;b&gt; inteligencia emocional elevada &lt;/b&gt;se caracteriza por su capacidad de resolver problemas con rapidez y sin quejarse pero en cuanto a las emociones (la inteligencia en general signigica: capacidad para resolver problemas). Además tiene facilidad para tocar temas puntuales y controversiales con claridad y objetividad. No se frustra con facilidad, toma decisiones firmes y concretas, puede debatir sin discutir ni alterarse. La &lt;a href=&quot;http://inestabilidad-emocional.blogspot.com/2011/05/la-madurez-o-inteligencia-emocional.html&quot;&gt;madurez emocional&lt;/a&gt; se logra desde la infancia ya lo largo de la vida hasta que llegamos a la etapa de la adultez, En esta etapa el ser humano debe llegar a su máximo desarrollo intelectual y emocional.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Tips para aumentar la inteligencia emocional:&lt;/b&gt;&lt;/div&gt;&lt;ol style=&quot;text-align: left;&quot;&gt;&lt;li&gt;No juzgar a nadie y menos sin pruebas.&lt;/li&gt;
&lt;li&gt;Hacer ejercicio, comer sano.&lt;/li&gt;
&lt;li&gt;Hacer meditación en la privacidad de una habitación.&lt;/li&gt;
&lt;li&gt;Eliminar de la mente todo lo que sea negativo.&lt;/li&gt;
&lt;li&gt;Reírse a carcajadas, respirar hondo y descansar lo suficiente.&lt;/li&gt;
&lt;/ol&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Con todo esto tu &lt;b&gt;inteligencia emocional&lt;/b&gt; se elevara de todas maneras reduciendo por ende la &lt;b&gt;inestabilidad emocional&lt;/b&gt; que puede estar haciéndote daño. Sé feliz, disfruta la vida al máximo, busca a tu familia y recuerda que hoy debes aprovechar lo que esta vida te regala. La &lt;b&gt;madurez emocional&lt;/b&gt; es compatible con afrontar nuevos retos, vivir sensaciones que antes no conocimos y aprovechar la oportunidad de conocer gente nueva.&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://inestabilidad-emocional.blogspot.com/feeds/3314857035658659215/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2011/05/la-madurez-o-inteligencia-emocional.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/3314857035658659215'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/3314857035658659215'/><link rel='alternate' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2011/05/la-madurez-o-inteligencia-emocional.html' title='La madurez o inteligencia emocional'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-e3mpQYYKdlk/Teg8iTeVkRI/AAAAAAAAABE/OSBTrxlGzpM/s72-c/La+madurez+o+inteligencia+emocional.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7168603682038461570.post-7038112253618282635</id><published>2011-05-31T21:55:00.000-07:00</published><updated>2011-08-24T10:31:38.167-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional"/><title type='text'>Cómo ayudar a personas emocionalmente inmaduras</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://4.bp.blogspot.com/-p621hPF-DbQ/Teg9prCme_I/AAAAAAAAABI/yBQnnRjsofs/s1600/Como+ayudar+a+personas+emocionalmente+inestables.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;http://4.bp.blogspot.com/-p621hPF-DbQ/Teg9prCme_I/AAAAAAAAABI/yBQnnRjsofs/s320/Como+ayudar+a+personas+emocionalmente+inestables.jpg&quot; width=&quot;237&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Anteriormente comentábamos cuales eran los &lt;b&gt;&lt;a href=&quot;http://inestabilidad-emocional.blogspot.com/2011/05/inmadurez-emocional_28.html&quot;&gt;rasgos de las personas inestables emocionalmente&lt;/a&gt;&lt;/b&gt;, cuál era el proceso para llegar a serlo y en qué consiste. Ahora veremos cómo poder ayudar a personas inmaduras y qué sistema educativo o de información aplicar en ellos desde la niñez y la juventud. Debemos tomar en cuenta que la &lt;b&gt;madurez emocional&lt;/b&gt; debe lograrse según las experiencias que se tenga a lo largo de la vida, la educación de nuestros padres es la que formará nuestro &lt;b&gt;carácter y desarrollo emocional&lt;/b&gt; desde nuestra infancia, y aunque la verdad es que ellos nos aman, a veces se equivocan en nuestra educación.&lt;/span&gt;&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Por temor a contrariar al niño muchas veces son complacientes porque tal vez es más cómodo para ellos no corregirlos o porque tal vez no saben cómo educar a su niño. Lo cierto es que nadie nos enseñó a hacerlo, sin embargo un hijo o hija que aprendió a hacerle frente a la vida con sus altibajos, alcanzará en su momento la madurez que necesita y que esa experiencia le dará. En cambio el hijo mimado al que todo se le facilita y nada se le niega sufrirá un gran estrés por no aprender a ser independiente de sus padres pues ellos se encargaron de solucionarle todo.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Terapias de ayuda para madurar&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Las psicoterapias son de gran &lt;b&gt;&lt;a href=&quot;http://inestabilidad-emocional.blogspot.com/2011/05/como-ayudar-personas-emocionalmente.html&quot;&gt;ayuda para las personas inmaduras emocionalmente&lt;/a&gt;&lt;/b&gt;, porque les proveen de herramientas que les permitirá reconciliarse con su pasado y situaciones aun no resueltas por ejemplo, con sus padres cuando eran niños sin tener que reprocharles nada. Estas terapias ayudan a entender al niño, adolescente o adulto, que nadie nace &lt;b&gt;maduro&lt;/b&gt; y que es a través de las experiencias en nuestra comunidad, en los deportes y en toda actividad en que participemos, que nos darán la &lt;b&gt;madurez emocional&lt;/b&gt; y la confianza que necesitamos en nosotros mismos a lo largo de nuestro diario vivir.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;En esencia&lt;b&gt; una persona se considera emocionalmente madura&lt;/b&gt;, cuando ha logrado desarrollar en su pensamiento y conducta, actitudes que la hacen superar el infantilismo, aplicándolo a su persona y hacia el medio que lo rodea.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Características de las personas emocionalmente maduras&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Las personas maduras deben ser capaces de tener metas a corto, mediano y largo plazo y deben llegara a cumplirlas. Aquí hay algunos consejos que pueden ayudarnos incluso a tener una satisfacción personal:&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;ol style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Deben tener la capacidad de &lt;b&gt;dominar sus emociones&lt;/b&gt; y analizar antes de tomar acción en sus decisiones.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;La confianza propia hará que tengan la capacidad de actuar de manera acertada.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;La paciencia es importante para entender que no todos tienen que estar de acuerdo con nuestro punto de vista.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Conexión positiva con todas las personas que nos rodean.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Ayudar a los demás especialmente a quienes tengan problemas de vulnerabilidad.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Llevar un balance de nuestras emociones y buscar cómo reducir al máximo el estrés.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Perseverar, enfocarse y no abandonar nuestros ideales.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Ser capaces de tomar decisiones que nos ayuden a prosperar.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Tener la suficiente humildad para aceptar y reconocer nuestros errores.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;No ser prejuiciosos ni estar criticando a los demás&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://2.bp.blogspot.com/-L6isCMrgDns/TehATrp8wgI/AAAAAAAAABM/S9ujyFqdF9k/s1600/Caracter%25C3%25ADsticas+de+las+personas+emocionalmente+maduras.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;238&quot; src=&quot;http://2.bp.blogspot.com/-L6isCMrgDns/TehATrp8wgI/AAAAAAAAABM/S9ujyFqdF9k/s320/Caracter%25C3%25ADsticas+de+las+personas+emocionalmente+maduras.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Verdana,sans-serif;&quot;&gt;Comparte este artículo a través de las redes sociales. Recuerda que otros lo pueden necesitar. Un abrazo&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://inestabilidad-emocional.blogspot.com/feeds/7038112253618282635/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2011/05/como-ayudar-personas-emocionalmente.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/7038112253618282635'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/7038112253618282635'/><link rel='alternate' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2011/05/como-ayudar-personas-emocionalmente.html' title='Cómo ayudar a personas emocionalmente inmaduras'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-p621hPF-DbQ/Teg9prCme_I/AAAAAAAAABI/yBQnnRjsofs/s72-c/Como+ayudar+a+personas+emocionalmente+inestables.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7168603682038461570.post-8518498890994538916</id><published>2011-05-26T18:27:00.001-07:00</published><updated>2011-08-23T14:02:55.129-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional"/><category scheme="http://www.blogger.com/atom/ns#" term="relaciones de pareja"/><title type='text'>Inestabilidad Emocional en Pareja</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;http://t0.gstatic.com/images?q=tbn:ANd9GcSEzB0RND6gBAilP38noq6iV1yi307ukHXVdEAv3MUL6zGB98sq7g&quot; /&gt;&lt;br /&gt;
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&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;La &lt;b&gt;&lt;a href=&quot;http://inestabilidad-emocional.blogspot.com/2011/05/inestabilidad-emocional-en-pareja.html&quot;&gt;inestabilidad emocional en pareja&lt;/a&gt;&lt;/b&gt; ya se ha vuelto algo cotidiano y muy cercano a nosotros, ya sea en nuestras propias vidas, la de un amigo, familiar o en nuestros padres. Es muy frecuente encontrar gente que anhela la felicidad esperando encontrar la persona que las haga felices, cuando en realidad es un asunto de dar para recibir, por tal motivo es que muchas parejas fracasan como tal porque en realidad no saben amar, se pasan el tiempo esperando inconscientemente a la persona que se parezca en sus afectos a los que los padres o los familiares les dieron a ellos cuando eran pequeños, existe &lt;b&gt;una gran inmadurez emocional&lt;/b&gt; e incapacidad para hacer feliz a la pareja.&lt;br /&gt;
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Se entregan a su conquista con mucha facilidad pero en realidad no saben cómo mantener la relación ni como alimentarla terminando así en una gran frustración. Si estudiamos la personalidad de estas personas puede verse que tienen un gran apego afectivo con sus padres con quienes muchas veces tuvieron una infancia feliz. Se desenvuelven en &lt;b&gt;relaciones pasajeras e inestables&lt;/b&gt; y nunca encuentran lo que buscan porque en realidad lo tienen dentro de sí mismos, en su inconsciente. Estas personas sufren mucho porque siempre se quedan solas sin poder establecer lazos duraderos, quedándose solos en sus amores infantiles, la familia.&lt;br /&gt;
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&lt;b&gt;Emocionalmente inestables&lt;/b&gt; es la forma en que jamás logran mantener relaciones maduras y sólidas a lo largo de sus vidas, pues buscarán inconscientemente, a la persona que se parezca al modelo afectivo que tuvieron en su infancia. De esta manera es como muchos matrimonios se destruyen porque no logran una comunicación adecuada ni afectiva ya que siempre estarán esperando que la pareja actúe como el padre o la madre, o tal vez como el modelo que tuvieron, lo cual es imposible pues los seres humanos somos totalmente distintos y únicos. Además, las relaciones humanas se basan en una gran cuota de comunicación, tolerancia, paciencia y mucho amor. Lo que &lt;b&gt;personas inestables emocionalmente&lt;/b&gt; no pueden lograr precisamente porque no tienen esa capacidad dada a su &lt;b&gt;inmadurez emocional&lt;/b&gt;.&lt;br /&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;http://t1.gstatic.com/images?q=tbn:ANd9GcTa9QLe-b40mRO7beL2yRdaDYLnHtEvlA1tt0jYkoOlYhnTuI4f&quot; /&gt;&lt;/div&gt;&lt;br /&gt;
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También es frecuente encontrar que muchas mujeres hoy en día, solo ven al hombre como un medio para procrear, solo los utilizan y una vez logrado su propósito, el de engendrar un niño, se olvidan de él creando así que el niño no tenga una figura paterna creando así una castración emocional en el niño, sin figura paterna predominando así una relación con presencia absolutamente fuerte de la Madre. Al no tener el niño la presencia del Padre se desarrolla en ellos una incapacidad para poder amar. Ellos son los hombres que nunca se enamoran y que serán abandonados porque no pueden formar relaciones amorosas sanas con otras mujeres, ellos viven relaciones insulsas y cuando los dejan no sufren porque sienten que todo su amor está reservado para la figura materna, que es una relación fuerte y duradera imposible de quitar sin importar la edad ni el paso de los años, manteniéndose a través del tiempo y de manera inmortal por así decirlo, ellos acaban de manera solitaria que ni aun con la muerte de la madre podrán superar su fuerte dependencia en relación a ella.&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://inestabilidad-emocional.blogspot.com/feeds/8518498890994538916/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2011/05/inestabilidad-emocional-en-pareja.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/8518498890994538916'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7168603682038461570/posts/default/8518498890994538916'/><link rel='alternate' type='text/html' href='http://inestabilidad-emocional.blogspot.com/2011/05/inestabilidad-emocional-en-pareja.html' title='Inestabilidad Emocional en Pareja'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>