<?xml version="1.0" encoding="UTF-8"?>
<?xml-stylesheet type="text/xsl" media="screen" href="/~d/styles/atom10full.xsl"?><?xml-stylesheet type="text/css" media="screen" href="http://feeds.feedburner.com/~d/styles/itemcontent.css"?><feed xmlns="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearch/1.1/" xmlns: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" xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0" gd:etag="W/&quot;AkEFRnkzfyp7ImA9WhBUGU0.&quot;"><id>tag:blogger.com,1999:blog-7168603682038461570</id><updated>2013-05-06T23:36:57.787-07:00</updated><category term="enfermedades psicosomáticas" /><category term="inmadurez afectiva" /><category term="inestabilidad emocional en adultos" /><category term="emociones" /><category term="inestabilidad emocional" /><category term="síndrome de Peter Pan" /><category term="inestabilidad emocional en el adulto mayor" /><category term="inmadurez emocional" /><category term="relaciones de pareja" /><category term="inestabilidad emocional en la adolescencia" /><category term="inteligencia emocional" /><title>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="alternate" type="text/html" href="http://inestabilidad-emocional.blogspot.com/" /><author><name>Toni Barcelo</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="32" src="//lh4.googleusercontent.com/-VCLgCB-IVzo/AAAAAAAAAAI/AAAAAAAAAF4/hQ_2KlHXpTI/s512-c/photo.jpg" /></author><generator version="7.00" uri="http://www.blogger.com">Blogger</generator><openSearch:totalResults>16</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="self" type="application/atom+xml" href="http://feeds.feedburner.com/InestabilidadEmocional" /><feedburner:info uri="inestabilidademocional" /><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="hub" href="http://pubsubhubbub.appspot.com/" /><feedburner:emailServiceId>InestabilidadEmocional</feedburner:emailServiceId><feedburner:feedburnerHostname>http://feedburner.google.com</feedburner:feedburnerHostname><entry gd:etag="W/&quot;DU8HRnY7eip7ImA9WhBVEU0.&quot;"><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><app:edited xmlns:app="http://www.w3.org/2007/app">2013-04-16T03:23:57.802-07:00</app:edited><title>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="http://consultadespertares.com/" target="_blank"&gt;Psicólogos en Madrid&lt;/a&gt;. Despertares. &lt;img src="http://feeds.feedburner.com/~r/InestabilidadEmocional/~4/k4Cxaq65enM" height="1" width="1"/&gt;</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?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7168603682038461570/posts/default/7064262364282431120?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/InestabilidadEmocional/~3/k4Cxaq65enM/inestabilidad-en-la-menopausia.html" title="inestabilidad en la menopausia" /><author><name>Epatric</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://inestabilidad-emocional.blogspot.com/2013/04/inestabilidad-en-la-menopausia.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DUAAQHo6fip7ImA9WhBVEU0.&quot;"><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><app:edited xmlns:app="http://www.w3.org/2007/app">2013-04-16T03:22:21.416-07:00</app:edited><title>Como olvidar a tu pareja </title><content type="html">&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;ES&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:EnableOpenTypeKerning/&gt;
   &lt;w:DontFlipMirrorIndents/&gt;
   &lt;w:OverrideTableStyleHps/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val="Cambria Math"/&gt;
   &lt;m:brkBin m:val="before"/&gt;
   &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;
   &lt;m:smallFrac m:val="off"/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val="0"/&gt;
   &lt;m:rMargin m:val="0"/&gt;
   &lt;m:defJc m:val="centerGroup"/&gt;
   &lt;m:wrapIndent m:val="1440"/&gt;
   &lt;m:intLim m:val="subSup"/&gt;
   &lt;m:naryLim m:val="undOvr"/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
  LatentStyleCount="267"&gt;
  &lt;w:LsdException Locked="false" Priority="0" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Normal"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="heading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 7"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 8"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" Name="toc 9"/&gt;
  &lt;w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/&gt;
  &lt;w:LsdException Locked="false" Priority="10" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/&gt;
  &lt;w:LsdException Locked="false" Priority="11" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/&gt;
  &lt;w:LsdException Locked="false" Priority="22" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Strong"/&gt;
  &lt;w:LsdException Locked="false" Priority="20" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="59" SemiHidden="false"
   UnhideWhenUsed="false" Name="Table Grid"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/&gt;
  &lt;w:LsdException Locked="false" Priority="1" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/&gt;
  &lt;w:LsdException Locked="false" Priority="34" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/&gt;
  &lt;w:LsdException Locked="false" Priority="29" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="30" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;
  &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/&gt;
  &lt;w:LsdException Locked="false" Priority="19" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="21" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/&gt;
  &lt;w:LsdException Locked="false" Priority="31" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="32" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/&gt;
  &lt;w:LsdException Locked="false" Priority="33" SemiHidden="false"
   UnhideWhenUsed="false" QFormat="true" Name="Book Title"/&gt;
  &lt;w:LsdException Locked="false" Priority="37" Name="Bibliography"/&gt;
  &lt;w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:"Tabla normal";
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-parent:"";
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:"Calibri","sans-serif";
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:"Times New Roman";
 mso-bidi-theme-font:minor-bidi;
 mso-fareast-language:EN-US;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;br /&gt;
&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;
&lt;span style="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;"&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="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;
&lt;span style="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;"&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="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;
&lt;span style="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;"&gt;Borrar a tu
pareja de Facebook, Tuenti, Twitter después de una ruptura.&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;
&lt;span style="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;"&gt;Antes no he
podido decirte como olvidar a tu pareja aunque en el título te he escrito
"cómo olvidar a tu pareja". 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="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;
&lt;span style="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;"&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="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"&gt;
&lt;span style="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;"&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 "&lt;a href="http://consultadespertares.com/" target="_blank"&gt;qué hace vuestrapareja&lt;/a&gt;", "o sí estará ya ligando con otro/a", 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 "quererte mucho",
ya quiere mucho a otra/o.&lt;/span&gt;&lt;/div&gt;
&lt;img src="http://feeds.feedburner.com/~r/InestabilidadEmocional/~4/toilLnYX80M" height="1" width="1"/&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?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7168603682038461570/posts/default/6606603112509979647?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/InestabilidadEmocional/~3/toilLnYX80M/como-olvidar-tu-pareja.html" title="Como olvidar a tu pareja " /><author><name>Toni Barcelo</name><uri>https://plus.google.com/100155015771327891648</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="32" src="//lh4.googleusercontent.com/-VCLgCB-IVzo/AAAAAAAAAAI/AAAAAAAAAF4/hQ_2KlHXpTI/s512-c/photo.jpg" /></author><thr:total>0</thr:total><feedburner:origLink>http://inestabilidad-emocional.blogspot.com/2013/04/como-olvidar-tu-pareja.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A0UERnk4fSp7ImA9WhBRE0U.&quot;"><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><app:edited xmlns:app="http://www.w3.org/2007/app">2013-03-04T01:26:47.735-08:00</app:edited><title>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="http://consultadespertares.com/" target="_blank"&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;
&lt;img src="http://feeds.feedburner.com/~r/InestabilidadEmocional/~4/J95Y5swek_8" height="1" width="1"/&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?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7168603682038461570/posts/default/7910528473047346957?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/InestabilidadEmocional/~3/J95Y5swek_8/inestabilidad-emocional-en-la-menopausia.html" title="inestabilidad emocional en la menopausia." /><author><name>Epatric</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://inestabilidad-emocional.blogspot.com/2013/03/inestabilidad-emocional-en-la-menopausia.html</feedburner:origLink></entry><entry gd:etag="W/&quot;Dk4DRX8zeSp7ImA9WhBSGUg.&quot;"><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><app:edited xmlns:app="http://www.w3.org/2007/app">2013-02-27T00:49:34.181-08:00</app:edited><title>Inmadurez emocional en hombres y mujeres</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&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="http://consultadespertares.com/" target="_blank"&gt;psicólogos en Madrid&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;img src="http://feeds.feedburner.com/~r/InestabilidadEmocional/~4/MFGX2JqZbGs" height="1" width="1"/&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?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7168603682038461570/posts/default/8401677529218234403?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/InestabilidadEmocional/~3/MFGX2JqZbGs/inmadurez-emocional-en-hombres-y-mujeres.html" title="Inmadurez emocional en hombres y mujeres" /><author><name>Epatric</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://inestabilidad-emocional.blogspot.com/2013/02/inmadurez-emocional-en-hombres-y-mujeres.html</feedburner:origLink></entry><entry gd:etag="W/&quot;Dk8ARHY9eCp7ImA9WhBSGUg.&quot;"><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><app:edited xmlns:app="http://www.w3.org/2007/app">2013-02-27T00:47:25.860-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="emociones" /><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional en adultos" /><category scheme="http://www.blogger.com/atom/ns#" term="inteligencia emocional" /><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional" /><title>Madurez emocional: Su importancia</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&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="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://4.bp.blogspot.com/-9cPKuemQKs4/T0Lz9q-YIwI/AAAAAAAAAEE/BeYqSzvRzWg/s1600/inteligencia-emocional.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-9cPKuemQKs4/T0Lz9q-YIwI/AAAAAAAAAEE/BeYqSzvRzWg/s320/inteligencia-emocional.jpg" height="320" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
Nuestro &lt;a href="http://consultadespertares.com/" target="_blank"&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;
&lt;img src="http://feeds.feedburner.com/~r/InestabilidadEmocional/~4/VzVRnuKE-sA" height="1" width="1"/&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?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7168603682038461570/posts/default/3577008895281594970?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/InestabilidadEmocional/~3/VzVRnuKE-sA/madurez-emocional-su-importancia.html" title="Madurez emocional: Su importancia" /><author><name>Epatric</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-9cPKuemQKs4/T0Lz9q-YIwI/AAAAAAAAAEE/BeYqSzvRzWg/s72-c/inteligencia-emocional.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://inestabilidad-emocional.blogspot.com/2012/02/madurez-emocional-su-importancia.html</feedburner:origLink></entry><entry gd:etag="W/&quot;D0cCSHk4fyp7ImA9WhBSGUg.&quot;"><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><app:edited xmlns:app="http://www.w3.org/2007/app">2013-02-27T00:51:09.737-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="emociones" /><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional en adultos" /><category scheme="http://www.blogger.com/atom/ns#" term="inteligencia emocional" /><category scheme="http://www.blogger.com/atom/ns#" term="inmadurez emocional" /><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional" /><title>Ser ecuánime: La ecuanimidad en los adultos</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&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="http://consultadespertares.com/" target="_blank"&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;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://2.bp.blogspot.com/-6B4GTGpYfQs/TqNyb2VxexI/AAAAAAAAAC8/Vs5O4k74CFc/s1600/ecuanimidad.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-6B4GTGpYfQs/TqNyb2VxexI/AAAAAAAAAC8/Vs5O4k74CFc/s320/ecuanimidad.jpg" height="244" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
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;
&lt;img src="http://feeds.feedburner.com/~r/InestabilidadEmocional/~4/d2ny_jzbkWk" height="1" width="1"/&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?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7168603682038461570/posts/default/7023540195922668954?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/InestabilidadEmocional/~3/d2ny_jzbkWk/ser-ecuanime-la-ecuanimidad-en-los.html" title="Ser ecuánime: La ecuanimidad en los adultos" /><author><name>Epatric</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-6B4GTGpYfQs/TqNyb2VxexI/AAAAAAAAAC8/Vs5O4k74CFc/s72-c/ecuanimidad.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://inestabilidad-emocional.blogspot.com/2011/10/ser-ecuanime-la-ecuanimidad-en-los.html</feedburner:origLink></entry><entry gd:etag="W/&quot;AkQEQ3o-fip7ImA9WhBUEkk.&quot;"><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><app:edited xmlns:app="http://www.w3.org/2007/app">2013-04-29T08:11:42.456-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="emociones" /><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" /><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional" /><title>Inmadurez afectiva en adultos</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;br /&gt;
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="http://consultadespertares.com/" target="_blank"&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;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://1.bp.blogspot.com/-4R6WxyDJGVA/TqNhPcXNAyI/AAAAAAAAAC0/XvaYOqHEie4/s1600/inmadurez+afectiva.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-4R6WxyDJGVA/TqNhPcXNAyI/AAAAAAAAAC0/XvaYOqHEie4/s1600/inmadurez+afectiva.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
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;
&lt;img src="http://feeds.feedburner.com/~r/InestabilidadEmocional/~4/38vlLhr6q-M" height="1" width="1"/&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?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7168603682038461570/posts/default/2423841365888079218?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/InestabilidadEmocional/~3/38vlLhr6q-M/inmadurez-afectiva-en-adultos.html" title="Inmadurez afectiva en adultos" /><author><name>Epatric</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-4R6WxyDJGVA/TqNhPcXNAyI/AAAAAAAAAC0/XvaYOqHEie4/s72-c/inmadurez+afectiva.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://inestabilidad-emocional.blogspot.com/2011/10/inmadurez-afectiva-en-adultos.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A0cAQn45cCp7ImA9WhBRE0U.&quot;"><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><app:edited xmlns:app="http://www.w3.org/2007/app">2013-03-04T01:24:03.028-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="emociones" /><category scheme="http://www.blogger.com/atom/ns#" term="inteligencia emocional" /><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional" /><title>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;
&lt;div&gt;
&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;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://1.bp.blogspot.com/-yLbpGxfydvo/TpFfHiGjvpI/AAAAAAAAADs/cOydznSpw_k/s1600/C%25C3%25B3mo+manejar+emociones.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-yLbpGxfydvo/TpFfHiGjvpI/AAAAAAAAADs/cOydznSpw_k/s1600/C%25C3%25B3mo+manejar+emociones.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
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;
&lt;br /&gt;
Necesitas ayuda. &lt;a href="http://consultadespertares.com/" target="_blank"&gt;Psicólogos en Madrid&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;img src="http://feeds.feedburner.com/~r/InestabilidadEmocional/~4/0JGv1C_o_fk" height="1" width="1"/&gt;</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?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7168603682038461570/posts/default/1431126044132695907?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/InestabilidadEmocional/~3/0JGv1C_o_fk/como-manejar-las-emociones.html" title="Cómo manejar las emociones" /><author><name>Epatric</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.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><feedburner:origLink>http://inestabilidad-emocional.blogspot.com/2011/10/como-manejar-las-emociones.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CUUGRHs9fyp7ImA9WhBQFk8.&quot;"><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><app:edited xmlns:app="http://www.w3.org/2007/app">2013-03-18T09:13:45.567-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="emociones" /><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" /><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional" /><title>Inestabilidad emocional y afectiva en los jóvenes</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&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;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://4.bp.blogspot.com/-9Kdw_nrQVxA/To_u9EjH0_I/AAAAAAAAACo/GAA2kItbwKw/s1600/inestabilidad+emocional+en+los+j%25C3%25B3venes.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-9Kdw_nrQVxA/To_u9EjH0_I/AAAAAAAAACo/GAA2kItbwKw/s320/inestabilidad+emocional+en+los+j%25C3%25B3venes.jpg" height="320" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
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="http://consultadespertares.com/" target="_blank"&gt;psicólogos en Madrid. &lt;/a&gt;&lt;/div&gt;
&lt;img src="http://feeds.feedburner.com/~r/InestabilidadEmocional/~4/3Gy9vGyGkNc" height="1" width="1"/&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?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7168603682038461570/posts/default/7127027625405501176?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/InestabilidadEmocional/~3/3Gy9vGyGkNc/inestabilidad-emocional-y-afectiva-en.html" title="Inestabilidad emocional y afectiva en los jóvenes" /><author><name>Carolina</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-9Kdw_nrQVxA/To_u9EjH0_I/AAAAAAAAACo/GAA2kItbwKw/s72-c/inestabilidad+emocional+en+los+j%25C3%25B3venes.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://inestabilidad-emocional.blogspot.com/2011/10/inestabilidad-emocional-y-afectiva-en.html</feedburner:origLink></entry><entry gd:etag="W/&quot;AkMERX08cCp7ImA9WhBUEkk.&quot;"><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><app:edited xmlns:app="http://www.w3.org/2007/app">2013-04-29T08:13:24.378-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="emociones" /><category scheme="http://www.blogger.com/atom/ns#" term="inteligencia emocional" /><category scheme="http://www.blogger.com/atom/ns#" term="inmadurez emocional" /><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional" /><title>Inestabilidad Emocional</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;div style="text-align: justify;"&gt;
&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;La &lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;b&gt;inestabilidad emocional&lt;/b&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&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="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;b&gt;inestabilidad emocional&lt;/b&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&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;
&lt;br /&gt;
&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;La &lt;a href="http://consultadespertares.com/" target="_blank"&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;
&lt;div style="text-align: justify;"&gt;
&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt; &lt;/span&gt;&lt;br /&gt;
&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-CyJ3zWv7PbM/ToliUHbD67I/AAAAAAAAACk/vVGSi55k50A/s1600/inestabilidad+emocional.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-CyJ3zWv7PbM/ToliUHbD67I/AAAAAAAAACk/vVGSi55k50A/s1600/inestabilidad+emocional.png" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;div style="text-align: justify;"&gt;
&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;La &lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;b&gt;inestabilidad emocional&lt;/b&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&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="Apple-style-span" style="font-family: Verdana,sans-serif;"&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;
&lt;img src="http://feeds.feedburner.com/~r/InestabilidadEmocional/~4/bl3P_mfqSqo" height="1" width="1"/&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?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7168603682038461570/posts/default/4862706155496809915?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/InestabilidadEmocional/~3/bl3P_mfqSqo/inestabilidad-emocional.html" title="Inestabilidad Emocional" /><author><name>José</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-CyJ3zWv7PbM/ToliUHbD67I/AAAAAAAAACk/vVGSi55k50A/s72-c/inestabilidad+emocional.png" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://inestabilidad-emocional.blogspot.com/2011/10/inestabilidad-emocional.html</feedburner:origLink></entry><entry gd:etag="W/&quot;AkMDRHg8fCp7ImA9WhBUEkk.&quot;"><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><app:edited xmlns:app="http://www.w3.org/2007/app">2013-04-29T08:14:35.674-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional en el adulto mayor" /><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional" /><title>Inestabilidad emocional en el adulto mayor</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&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;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://2.bp.blogspot.com/-JRL9ouu3pO8/TogVvQx6sYI/AAAAAAAAACg/YRHZO8n67AA/s1600/inestabilidad+emocional+en+ancianos.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-JRL9ouu3pO8/TogVvQx6sYI/AAAAAAAAACg/YRHZO8n67AA/s320/inestabilidad+emocional+en+ancianos.jpg" height="212" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
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="http://consultadespertares.com/" target="_blank"&gt;Psicólogos en Madrid. &lt;/a&gt;&lt;/div&gt;
&lt;img src="http://feeds.feedburner.com/~r/InestabilidadEmocional/~4/lS_QuavpwB8" height="1" width="1"/&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="0 comentarios" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7168603682038461570/posts/default/8897985255019942403?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7168603682038461570/posts/default/8897985255019942403?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/InestabilidadEmocional/~3/lS_QuavpwB8/inestabilidad-emocional-en-el-adulto.html" title="Inestabilidad emocional en el adulto mayor" /><author><name>Carolina</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-JRL9ouu3pO8/TogVvQx6sYI/AAAAAAAAACg/YRHZO8n67AA/s72-c/inestabilidad+emocional+en+ancianos.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://inestabilidad-emocional.blogspot.com/2011/10/inestabilidad-emocional-en-el-adulto.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DUcNRn0_cSp7ImA9WhdUFk8.&quot;"><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><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-03T00:31:37.349-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="enfermedades psicosomáticas" /><category scheme="http://www.blogger.com/atom/ns#" term="emociones" /><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional" /><title>Inestabilidad emocional y las enfermedades psicosomáticas</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&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;
&lt;br /&gt;
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;
&lt;br /&gt;
&lt;div style="text-align: center;"&gt;
&lt;img alt="" src="data:image/jpeg;base64,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" /&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="text-align: left;"&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;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;img src="http://feeds.feedburner.com/~r/InestabilidadEmocional/~4/xgkUDelDjl0" height="1" width="1"/&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?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7168603682038461570/posts/default/2127386815204061923?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/InestabilidadEmocional/~3/xgkUDelDjl0/inestabilidad-emocional-y-las.html" title="Inestabilidad emocional y las enfermedades psicosomáticas" /><author><name>José</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><thr:total>1</thr:total><feedburner:origLink>http://inestabilidad-emocional.blogspot.com/2011/08/inestabilidad-emocional-y-las.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DUQNSXkyfCp7ImA9WhdREU8.&quot;"><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><app:edited xmlns:app="http://www.w3.org/2007/app">2011-07-31T08:49:58.794-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="síndrome de Peter Pan" /><category scheme="http://www.blogger.com/atom/ns#" term="inmadurez emocional" /><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional" /><title>Inmadurez Emocional</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;La &lt;span style="font-weight: bold;"&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="font-weight: bold;"&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="font-weight: bold;"&gt;inmadurez&lt;/span&gt; nos referimos).&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;div style="text-align: center;"&gt;&lt;img src="http://t0.gstatic.com/images?q=tbn:ANd9GcTHT8dLW-1602prle5XV_qxAeqgUqfDbKhWHpSVy4QRqn_SR0_F" /&gt;&lt;/div&gt;&lt;br /&gt;
&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;Suelen no querer asumir la responsabilidad y &lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;las consecuencias &lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;de sus actos porque son &lt;span style="font-weight: bold;"&gt;emocionalmente inmaduros&lt;/span&gt;. D&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&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="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;Estas personas abusan de su libertad; la misma que aprovechan para hacer las cosas como mejor les parece&lt;span style="font-weight: bold;"&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="font-weight: bold;"&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="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;Particularmente, las &lt;span style="font-weight: bold;"&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="font-weight: bold;"&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="font-family: verdana;"&gt;. Muchas veces terminan dando todo por nada; &lt;span style="font-weight: bold;"&gt;su frustación termina siendo grande.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style="text-align: center;"&gt;&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&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="Apple-style-span" style="font-family: Verdana,sans-serif;"&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="font-weight: bold;"&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;&lt;img src="http://feeds.feedburner.com/~r/InestabilidadEmocional/~4/ogbi0WMxvoQ" height="1" width="1"/&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?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7168603682038461570/posts/default/3047576163764036180?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/InestabilidadEmocional/~3/ogbi0WMxvoQ/inmadurez-emocional_28.html" title="Inmadurez Emocional" /><author><name>José</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><thr:total>4</thr:total><feedburner:origLink>http://inestabilidad-emocional.blogspot.com/2011/05/inmadurez-emocional_28.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DkUMQHs_eSp7ImA9WhdXFUo.&quot;"><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><app:edited xmlns:app="http://www.w3.org/2007/app">2011-08-28T16:31:21.541-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="inteligencia emocional" /><category scheme="http://www.blogger.com/atom/ns#" term="inmadurez emocional" /><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional" /><title>La madurez o inteligencia emocional</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: justify;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-e3mpQYYKdlk/Teg8iTeVkRI/AAAAAAAAABE/OSBTrxlGzpM/s1600/La+madurez+o+inteligencia+emocional.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-e3mpQYYKdlk/Teg8iTeVkRI/AAAAAAAAABE/OSBTrxlGzpM/s1600/La+madurez+o+inteligencia+emocional.jpg" /&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="text-align: justify;"&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="http://inestabilidad-emocional.blogspot.com/2011/05/la-madurez-o-inteligencia-emocional.html"&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="text-align: justify;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;Tips para aumentar la inteligencia emocional:&lt;/b&gt;&lt;/div&gt;&lt;ol style="text-align: left;"&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="text-align: justify;"&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;&lt;img src="http://feeds.feedburner.com/~r/InestabilidadEmocional/~4/hq_QvofETJg" height="1" width="1"/&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?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7168603682038461570/posts/default/3314857035658659215?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/InestabilidadEmocional/~3/hq_QvofETJg/la-madurez-o-inteligencia-emocional.html" title="La madurez o inteligencia emocional" /><author><name>José</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.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><feedburner:origLink>http://inestabilidad-emocional.blogspot.com/2011/05/la-madurez-o-inteligencia-emocional.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DUcNSX89fyp7ImA9WhdXEk0.&quot;"><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><app:edited xmlns:app="http://www.w3.org/2007/app">2011-08-24T10:31:38.167-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional" /><title>Cómo ayudar a personas emocionalmente inmaduras</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: justify;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-p621hPF-DbQ/Teg9prCme_I/AAAAAAAAABI/yBQnnRjsofs/s1600/Como+ayudar+a+personas+emocionalmente+inestables.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-p621hPF-DbQ/Teg9prCme_I/AAAAAAAAABI/yBQnnRjsofs/s320/Como+ayudar+a+personas+emocionalmente+inestables.jpg" width="237" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;Anteriormente comentábamos cuales eran los &lt;b&gt;&lt;a href="http://inestabilidad-emocional.blogspot.com/2011/05/inmadurez-emocional_28.html"&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;
&lt;br /&gt;
&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&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="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;Terapias de ayuda para madurar&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;Las psicoterapias son de gran &lt;b&gt;&lt;a href="http://inestabilidad-emocional.blogspot.com/2011/05/como-ayudar-personas-emocionalmente.html"&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="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&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="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;Características de las personas emocionalmente maduras&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&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="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;ol style="text-align: left;"&gt;&lt;li&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&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="Apple-style-span" style="font-family: Verdana,sans-serif;"&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="Apple-style-span" style="font-family: Verdana,sans-serif;"&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="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;Conexión positiva con todas las personas que nos rodean.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;Ayudar a los demás especialmente a quienes tengan problemas de vulnerabilidad.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&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="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;Perseverar, enfocarse y no abandonar nuestros ideales.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;Ser capaces de tomar decisiones que nos ayuden a prosperar.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;Tener la suficiente humildad para aceptar y reconocer nuestros errores.&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;No ser prejuiciosos ni estar criticando a los demás&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;div style="text-align: justify;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-L6isCMrgDns/TehATrp8wgI/AAAAAAAAABM/S9ujyFqdF9k/s1600/Caracter%25C3%25ADsticas+de+las+personas+emocionalmente+maduras.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="238" src="http://2.bp.blogspot.com/-L6isCMrgDns/TehATrp8wgI/AAAAAAAAABM/S9ujyFqdF9k/s320/Caracter%25C3%25ADsticas+de+las+personas+emocionalmente+maduras.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&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;&lt;img src="http://feeds.feedburner.com/~r/InestabilidadEmocional/~4/410yVyRKb1o" height="1" width="1"/&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?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7168603682038461570/posts/default/7038112253618282635?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/InestabilidadEmocional/~3/410yVyRKb1o/como-ayudar-personas-emocionalmente.html" title="Cómo ayudar a personas emocionalmente inmaduras" /><author><name>José</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.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><feedburner:origLink>http://inestabilidad-emocional.blogspot.com/2011/05/como-ayudar-personas-emocionalmente.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CUQDRH85cSp7ImA9WhdXEU4.&quot;"><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><app:edited xmlns:app="http://www.w3.org/2007/app">2011-08-23T14:02:55.129-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="relaciones de pareja" /><category scheme="http://www.blogger.com/atom/ns#" term="inestabilidad emocional" /><title>Inestabilidad Emocional en Pareja</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="text-align: center;"&gt;&lt;img src="http://t0.gstatic.com/images?q=tbn:ANd9GcSEzB0RND6gBAilP38noq6iV1yi307ukHXVdEAv3MUL6zGB98sq7g" /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;&lt;div style="text-align: justify;"&gt;La &lt;b&gt;&lt;a href="http://inestabilidad-emocional.blogspot.com/2011/05/inestabilidad-emocional-en-pareja.html"&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;
&lt;br /&gt;
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;
&lt;br /&gt;
&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;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style="text-align: center;"&gt;&lt;img src="http://t1.gstatic.com/images?q=tbn:ANd9GcTa9QLe-b40mRO7beL2yRdaDYLnHtEvlA1tt0jYkoOlYhnTuI4f" /&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
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;&lt;img src="http://feeds.feedburner.com/~r/InestabilidadEmocional/~4/IZY2ue4SQCI" height="1" width="1"/&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?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7168603682038461570/posts/default/8518498890994538916?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/InestabilidadEmocional/~3/IZY2ue4SQCI/inestabilidad-emocional-en-pareja.html" title="Inestabilidad Emocional en Pareja" /><author><name>José</name><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://inestabilidad-emocional.blogspot.com/2011/05/inestabilidad-emocional-en-pareja.html</feedburner:origLink></entry></feed>
