tag:blogger.com,1999:blog-74534082138408581502024-03-06T21:01:58.957+01:00Enfermedades rarasGreta.Laurahttp://www.blogger.com/profile/09292112421867742846noreply@blogger.comBlogger14125tag:blogger.com,1999:blog-7453408213840858150.post-2066415239480190102012-01-17T14:08:00.003+01:002012-01-17T14:09:05.413+01:00Influencias del éxtasis en la neurotransmisión<div style="width:425px" id="__ss_11106611"><strong style="display:block;margin:12px 0 4px"><a href="http://www.slideshare.net/laufp/power-point-11106611" title="Power point">Power point</a></strong><object id="__sse11106611" width="425" height="355"><param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=powerpoint-120117065757-phpapp01&stripped_title=power-point-11106611&userName=laufp" /><param name="allowFullScreen" value="true"/><param name="allowScriptAccess" value="always"/><param name="wmode" value="transparent"/><embed name="__sse11106611" src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=powerpoint-120117065757-phpapp01&stripped_title=power-point-11106611&userName=laufp" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" wmode="transparent" width="425" height="355"></embed></object><div style="padding:5px 0 12px">View more <a href="http://www.slideshare.net/">presentations</a> from <a href="http://www.slideshare.net/laufp">laufp</a>.</div></div>Greta.Laurahttp://www.blogger.com/profile/09292112421867742846noreply@blogger.com0tag:blogger.com,1999:blog-7453408213840858150.post-37612202912135485742011-12-08T16:55:00.000+01:002011-12-08T16:55:49.269+01:00Síndrome de la Ondina.<div style="text-align: center;">Aquí os dejo este power point en el que se habla sobre lo que son las enfermedades raras y se centra después en el Síndrome de Hipoventilación Alveolar Central Congénita o lo que es lo mismo, la <i><span style="color: #cc0000;">Maldición de la Ondina</span></i>.<br />
<br />
</div><div style="text-align: center;"><div style="text-align: left;"><span style="font-size: xx-small;"><span style="font-size: x-small;">(Subido por Greta Gómez Chouza, Informática Aplicada, 2º de Enfermería.)</span></span></div><br />
</div><iframe frameborder="0" height="555" marginheight="0" marginwidth="0" scrolling="no" src="http://www.slideshare.net/slideshow/embed_code/10236362" width="600"></iframe> <br />
<div id="__ss_10236362" style="width: 425px;"><div style="padding: 5px 0 12px;">View more <a href="http://www.slideshare.net/" target="_blank">presentations</a> from <a href="http://www.slideshare.net/Greta020" target="_blank">Greta020</a> </div></div>Greta.Laurahttp://www.blogger.com/profile/09292112421867742846noreply@blogger.com0tag:blogger.com,1999:blog-7453408213840858150.post-11700651276900125992011-12-06T22:23:00.000+01:002011-12-06T22:23:56.769+01:00Los médicamentos huérfanos y las enfermedades raras.<!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>ES</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:EnableOpenTypeKerning/> <w:DontFlipMirrorIndents/> <w:OverrideTableStyleHps/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div align="center" class="MsoNormal" style="text-align: center;"><strong><span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Ninguna</span></strong><span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 115%;"> enfermedad es tan rara como <br />
para no merecer nuestra atención.<br />
<br />
Las enfermedades raras son minoritarias, <br />
pero sus pacientes <strong><span style="font-family: "Georgia","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">numerosos.</span></strong></span></div><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCekZAwxTmK9U-5iDvvN_lIcqd6_VrBTkDYvcuWaaH_tmb_nqA0p3PZBTVtHk_bQ8nqKbwdsVukgakQ8OMBcGyH6uBpiwlWSfcDZd0YTXIoDRa5Yyiu-PgD_FF0NhtLLPMs8L-QON4i_o/s1600/S%25C3%25AFndrome-de-Nerthon.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCekZAwxTmK9U-5iDvvN_lIcqd6_VrBTkDYvcuWaaH_tmb_nqA0p3PZBTVtHk_bQ8nqKbwdsVukgakQ8OMBcGyH6uBpiwlWSfcDZd0YTXIoDRa5Yyiu-PgD_FF0NhtLLPMs8L-QON4i_o/s320/S%25C3%25AFndrome-de-Nerthon.jpg" width="320" /></a><span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El descubrimiento de moléculas terapéuticas nuevas es un proceso lento y complejo, el cual supone un coste de más de 800 millones de dólares y una media de 15 años hasta la puesta en el mercado (<i style="mso-bidi-font-style: normal;">Tufts Center for the Study of Drug Development</i>, 2001). El 80% del gasto del desarrollo de fármacos se debe principalmente al abandono durante la fase de investigación preclínica, en la cual las moléculas candidatas se ensayan en modelos animales.</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: "Georgia","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">En conjunto, en los últimos años se han desarrollado una serie de iniciativas y valiosas herramientas científicas que promueven y facilitan la búsqueda de medicamentos huérfanos nuevos y más eficaces.<span style="mso-spacerun: yes;"> </span>Sin duda, el panorama actual da pie a la esperanza. No obstante, es necesario continuar y ampliar los esfuerzos por parte de las asociaciones de pacientes y de la comunidad científica. </span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Bajo el término de “enfermedades raras” se engloba en la actualidad un total de 6000-8000 enfermedades, las cuales reciben su nombre debido a que <span style="mso-bidi-font-weight: bold;">en Europa</span> afectan a menos de <span style="mso-bidi-font-weight: bold;">1 cada 2.000 ciudadanos</span>. A pesar de tratarse de trastornos minoritarios, tan sólo en Europa existen 25 millones de personas que padecen algún tipo de enfermedad rara. Sin embargo, dado que<span style="mso-spacerun: yes;"> </span>las empresas farmacéuticas optan por otorgar prioridad al desarrollo de terapias contra las enfermedades de mayor prevalencia, en la actualidad sólo se dispone de tratamientos para unas 200-300 enfermedades raras. Por esta razón, a los fármacos desarrollados para tratar enfermedades raras se les ha dado el nombre de “medicamentos huérfanos”.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Se considerará medicamento huérfano el que:</span></div><ul type="disc"><li class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-family: "Georgia","serif"; font-size: 12pt;">se destine a establecer un diagnóstico, prevenir o tratar una enfermedad que no afecte a más de cinco personas por cada diez mil en la Comunidad;</span> </li>
</ul><span style="font-family: "Georgia","serif"; font-size: 12pt;"></span><ul type="disc"><li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">se destine al tratamiento de una enfermedad grave o incapacitante, cuando sea improbable que, sin incentivos, la comercialización de dicho medicamento genere suficientes beneficios para justificar la inversión necesaria.</span></li>
</ul><span style="font-family: "Georgia","serif"; font-size: 12pt;"> </span> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Para promover el interés por el estudio de enfermedades raras por parte de la industria farmacéutica, los gobiernos han adoptado medidas legales y financieras incentivas. En 1999 el Parlamento y el Consejo Europeo aprobaron la resolución <u><span style="color: blue;">(CE) N° 141/2000</span></u> sobre medicamentos huérfanos. Entre otros incentivos, dicha resolución garantiza exclusividad comercial durante diez años para cualquier tratamiento que se haya desarrollado contra una enfermedad rara. Además, en los últimos años, se han promovido en Europa una serie de iniciativas con el fin de poner en contacto a la comunidad científica y a los pacientes. Entre estas iniciativas, destaca la red </span><span style="font-family: "Georgia","serif"; font-size: 12.0pt;"><span style="color: blue; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Orphanet</span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> y la red </span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="color: blue; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Eurordis</span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">. Entre estas iniciativas, merece la pena mencionar la compañía </span><span style="font-family: "Georgia","serif"; font-size: 12.0pt;"><span style="color: blue; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Orphan Europe</span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">, comprometida con el descubrimiento y desarrollo de nuevos medicamentos huérfanos.</span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">¿Cuál ha sido el impacto de este esfuerzo en el desarrollo de nuevos tratamientos contra estas enfermedades?</span></u></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><b><u><span style="font-family: "Georgia","serif"; font-size: 12pt;"><br />
</span></u></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="mso-spacerun: yes;"> </span>Los datos disponibles dan pie al optimismo. En la última década el número de licencias de nuevos medicamentos huérfanos se ha duplicado (Tufts Center for the Study of Drug Development), pasando de 208 compuestos, aprobados durante el perídodo 2000-2002, a 425 compuestos, que se han aprobado durante el perídodo 2006-2008. Esta tendencia contrasta con el resto de fármacos en desarrollo, para los cuales el número de licencias es cada vez menor. </span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><br />
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</span><span style="font-family: "Georgia","serif"; font-size: 12.0pt;"><span style="color: blue; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></span><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzSA-c133uCZXKnq2Y39qi7y5gzDmPb4ELP-FyiJBPYvwyZZqHfYWTFPNcdbhsLmkqZlHlqlEd565u_XxTY6g' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
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</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><b><span style="color: black; font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">El coste de desarrollo de un medicamento en estos momentos se sitúa entre los 250 y los 500 millones de dólares, y el período medio de desarrollo de un medicamento se estima entre 10 y 14 años.</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><b><span style="color: black; font-family: "Georgia","serif"; font-size: 12pt;"></span></b></div><a name='more'></a><b> </b><br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">Obviamente, más del 90 % de los medicamentos comercializados provienen de la industria farmacéutica, la cual antes de invertir en la investigación y desarrollo (I+D) de una nueva terapia, debe calcular si podrán recuperar mediante ventas dicha inversión que puede llegar a ser del orden de unos 200 millones de euros.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">En 1983, gracias al esfuerzo de muchos grupos, incluyendo representantes de pacientes, el Congreso de los Estados Unidos aprobó el <i>Orphan Drug Act </i>(Ley de Medicamentos Huérfanos), una ley que tiene como objetivo fundamental incentivar de diversas maneras la investigación y el desarrollo de medicamentos para prevenir, diagnosticar o curar las enfermedades raras. Para ello se aplica el criterio de exclusividad de mercado, una especie de patente de indicación huérfana. Actualmente, la comercialización de medicamentos huérfanos no ha dejado de subir y se han beneficiado más de 8 millones de americanos, de los cuales 1 millón son niños.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">Para poder comenzar a beneficiarse de las ventajas del sistema, todo candidato a medicamento huérfano tiene que ser “designado” por la Agencia Reguladora correspondiente. En el caso de la Unión Europea, la designación de medicamentos huérfanos se realiza de forma centralizada en la Agencia Europea de Medicamentos (EMEA).</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">Básicamente, la designación de un medicamento como huérfano establece la justificación científica para el desarrollo del medicamento y/o la indicación terapéutica huérfana, aunque no garantiza su uso en la condición designada y no implica necesariamente que el producto satisfaga los criterios de eficacia, seguridad y calidad necesarios para la concesión de la autorización de comercialización.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">Como para cualquier otro medicamento, estos criterios sólo pueden ser evaluados una vez que la solicitud de autorización de comercialización haya sido presentada.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">Existe un grupo específico de trabajo dentro de la EMEA, el Comité de Medicamentos Huérfanos (COMP, <i>Committee for Orphan Medicinal Products</i>), que es el responsable de revisar las aplicaciones que solicitan la designación de medicamento huérfano. También asesora a la Comisión Europea sobre el establecimiento y desarrollo de una política europea sobre medicamentos huérfanos. </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><br />
</div><div class="MsoNormal" style="color: #cc0000; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><u><span style="font-size: x-large;"><b><span style="font-family: "Georgia","serif";">MEDICAMENTOS HUÉRFANOS EN LA UNIÓN EUROPEA Y EN ESTADOS UNIDOS</span></b></span></u></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold;">D</span><span style="color: black; font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">esde la puesta en marcha de la normativa europea sobre medicamentos huérfanos (2000) hasta 2007 – inclusive – se habían realizado 769 solicitudes de designación ante la <i>Agencia Europea de Medicamentos2 (EMEA)</i>, habiendo alcanzado ese <i>status </i>un total de 499, lo que significa el 65% de las solicitudes. En total, en el periodo indicado, se han obtenido 44 autorizaciones de comercialización para medicamentos huérfanos.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: "Georgia","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">En ese mismo periodo, el número de designaciones de medicamentos huérfanos por la <i>Food & Drug Administration3 </i>(<i>FDA</i>) de Estados Unidos fue de 745, habiendo recibido la autorización de comercialización<i> </i>96 medicamentos/indicaciones huérfanas. Esto supone un mayor número de designaciones<i> </i>y de autorizaciones a los registrados por la <i>EMEA</i>, fruto fundamentalmente de la mayor tradición<i> </i>del sistema de registro estadounidense de indicaciones huérfanas y de la aplicación de criterios ligeramente<i> </i>diferentes en la consideración de indicaciones terapéuticas huérfanas.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
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</div>Greta.Laurahttp://www.blogger.com/profile/09292112421867742846noreply@blogger.com0tag:blogger.com,1999:blog-7453408213840858150.post-34447969615192967082011-11-15T17:20:00.005+01:002011-11-22T10:59:28.634+01:00Síndrome de Moebius<div style="text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfZM1j5PHa7Qf6kpYQhBAF-vV8_rBQRTb5pTKKNH4dQ32GpvuGUFjhhy1xLzLK78uqcSuD9wd1JTc_lO0kdhNZfJMBKOI-zC7ntuPouVJNhx_2N-37JwfMfAp5BbEunKXK-T1wXMkFVfU/s1600/169832_2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfZM1j5PHa7Qf6kpYQhBAF-vV8_rBQRTb5pTKKNH4dQ32GpvuGUFjhhy1xLzLK78uqcSuD9wd1JTc_lO0kdhNZfJMBKOI-zC7ntuPouVJNhx_2N-37JwfMfAp5BbEunKXK-T1wXMkFVfU/s320/169832_2.jpg" width="257" /></a><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Afecta a niños y niñas igualmente, y aparece en algunos casos un riesgo creciente de transmitir el desorden de un padre afectado a un niño. Su incidencia en España es de 1 por cada 120.000 nacidos vivos, pero en los últimos años se ha registrado un incremento en diversas maternidades.</span></div><div style="text-align: justify;"><br />
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<span style="font-size: large;"><u><i><b><span style="font-family: Georgia, 'Times New Roman', serif;">Síntomas</span></b></i></u></span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Los síntomas más evidentes se relacionan con las expresiones y la función faciales. En bebés recién nacidos, la primera muestra es una incapacidad deteriorada de aspirar, y el babear excesivo y los ojos cruzados también pueden estar presentes. Además, puede haber deformidades de la lengua y de la mandíbula, e incluso algunos miembros del cuerpo, incluyendo los pies deformados y/o los dedos pegados. </span></div><div style="text-align: justify;"><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Los síntomas pueden incluir:</span></div><div style="text-align: justify;"><ol><li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Falta de expresión facial e imposibilidad de sonreír. </span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"></span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"> </span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Ausencia de movimiento lateral de los ojos y parpadeo. </span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"></span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"> </span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Deformaciones y faltas en brazos y piernas. </span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"></span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"> </span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Problemas para tragar y alimentarse (a veces es necesario intubar a los bebés debido a su imposibilidad para mamar). </span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"></span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"> </span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Estrabismo (ojos cruzados). </span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"></span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"> </span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Lengua pequeña y/o deformada, y con movimientos limitados. </span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"></span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"> </span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Paladar hundido. </span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"></span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"> </span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Babeo excesivo. </span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"></span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"> </span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Echar la cabeza hacia atrás al tragar. </span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"></span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"> </span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Dificultades del habla (en especial con sonidos que implican el uso de los labios y los que necesitan cerrar la boca: B, M, P y F). </span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"></span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"> </span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Retrasos motores debidos a flojedad en la parte superior del cuerpo. </span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"></span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"> </span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Problemas dentales. </span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"></span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"> </span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Problemas de oídos, como la sensibilidad a ruidos fuertes.</span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Predisposición a infecciones respiratorias superiores.</span></li>
</ol></div><div style="text-align: justify;"><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Los problemas del habla responden a menudo a la terapia, pero pueden persistir debido a la movilidad deteriorada de la lengua y de los labios. Al crecer, la carencia de la expresión facial y de una inhabilidad de sonreír se convierte en los síntomas visibles dominantes. El síndrome de Moebius es acompañado a veces por el síndrome de Pierre Robin y Anomalia de Poland.</span></div><div style="text-align: justify;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGx4QfjaGfRg08qbOCZ4WQ62CK4ABaMFiFTagMu0Q3KWux_s4nws7h6mPFyCt5E5FX9PmRmYna4sbvQIt2UhW6gl9iGI1lom7oSF0KKpOcZN7RIVxmLp7s-9yCmWqIT6fV8-FN68PzbVo/s1600/moebius1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGx4QfjaGfRg08qbOCZ4WQ62CK4ABaMFiFTagMu0Q3KWux_s4nws7h6mPFyCt5E5FX9PmRmYna4sbvQIt2UhW6gl9iGI1lom7oSF0KKpOcZN7RIVxmLp7s-9yCmWqIT6fV8-FN68PzbVo/s400/moebius1.JPG" width="400" /></a></div><div style="text-align: justify;"><br />
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</span></b></i></u><br />
<u style="font-size: x-large;"><i><b><span style="font-family: Georgia, 'Times New Roman', serif;">Causas</span></b></i></u></div><div style="text-align: justify;"><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">El síndrome de Moebius se debe a que los pares craneales 6º (que controla el movimiento lateral del ojo y el párpado) y 7º (que controla los músculos de la expresión facial, de la lengua y de la sensación en la piel de los dedos y de las puntas de los pies) no se desarrollan completamente, lo cual causa la parálisis facial y del músculo del ojo, ya que los movimientos de la cara, el fruncir, el parpadeo, los movimientos laterales del ojo y las expresiones faciales son controlados por estos nervios. </span></div><div style="text-align: justify;"><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Los niños nacen ya con este problema, y aunque parece tener una causa genética, no está totalmente comprobado.</span></div><div style="text-align: justify;"><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Muchos de los otros 12 nervios craneales se pueden afectar, incluyendo el 3º (controla los músculos externos del globo ocular y de las fibras sensoriales), 5º (controla los músculos de la masticación), 8º (relacionado con la audiencia y el balance), 9º (lleva la sensación y el gusto de la parte posterior de la lengua y de la garganta y ayuda a controlar el tragar), 11º (controla los músculos esternocleidomastoideo y trapecio) y 12º (controla músculos de la lengua y algunos pequeños del cuello). </span></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"><br />
<span style="font-size: large;"><u><i><b><span style="font-family: Georgia, 'Times New Roman', serif;">Diagnóstico y tratamiento</span></b></i></u></span><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">El diagnóstico es clínico y en los primeros meses de vida no siempre va a ser fácil reconocer a un niño con síndrome de Moebius, por lo que en ocasiones el diagnóstico se retrasa. Las dificultades para la alimentación, junto a la inexpresividad facial y las malformaciones asociadas, hacen que a veces se diagnostique inicialmente a estos niños como "síndrome polimalformativo", "parálisis cerebral" o "retraso psicomotor". En algunos casos, la escasa movilidad de los ojos lleva a pensar que son niños con algún tipo de defecto visual o incluso ciegos. Todo esto puede llevar en algunos casos a condicionar su manejo en los primeros años de vida, tratándolo como una persona con deficiencia mental y retrasando su escolarización normal.</span></div><div style="text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgU0NRTce0ua6eqUfyK4Kk6NpY8k2dNXgaxl0VRNkIM144NDaVNxFr5K5lxg8v_SZYocIDSggteZdvdbCFjA3nRXu6KWCOePUD0hzHhLgazkqUmUbQ2pMTsAKlmvFAoUWAhKKuld5yMXIw/s1600/13043515+jpeg_preview_medium.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgU0NRTce0ua6eqUfyK4Kk6NpY8k2dNXgaxl0VRNkIM144NDaVNxFr5K5lxg8v_SZYocIDSggteZdvdbCFjA3nRXu6KWCOePUD0hzHhLgazkqUmUbQ2pMTsAKlmvFAoUWAhKKuld5yMXIw/s200/13043515+jpeg_preview_medium.jpg" width="200" /></a><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">No hay un tratamiento curativo, pero el cuidado de estos niños requiere un equipo multidisciplinario que debe incluir a especialistas en Pediatría, Genética Clínica y Dismorfología, Trauma/Ortopedia, Logopedia, Dentista/Ortodoncia y Cirugía Máxilo-Facial, Otorrinolaringología, Oftalmología, Neurología, Fisioterapia, y Psicología. También a medio-largo plazo, la labor de los educadores (escuela, deportes, actividades de tiempo libre...) es muy importante para la integración social y laboral.</span><br />
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<span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">El tratamiento existente es fundamentalmente quirúrgico. Sin embargo, existen una serie de otras medidas necesarias al momento de nacer, orientadas a prevenir complicaciones derivadas de estas alteraciones, tales como el uso de lágrimas artificiales, instrucciones para la alimentación, sello ocular nocturno, etc. </span></div><div style="text-align: justify;"><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Los pacientes con síndrome de Moebius requieren a veces botellas especiales o tubos de alimentación para mantener una nutrición mínima. El estrabismo es normalmente corregido por cirugía, al igual que las deformidades de los miembros y de la mandíbula, y la cirugía plástica puede ofrecer ventajas en ciertos casos individuales. En algunos pacientes, las transferencias de los nervios y de los músculos a las esquinas de la boca se realizan para proporcionar capacidad de sonreír. Los niños con esta enfermedad también pueden recibir terapia de habla para mejorar sus habilidades y su coordinación del habla y de la alimentación.</span></div><div style="text-align: justify;"><br />
<span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">El tratamiento quirúrgico requiere del uso de múltiples recursos de Cirugía Reconstructiva, los cuales están orientados principalmente a los siguientes aspectos:</span></div><div style="text-align: justify;"></div><div style="text-align: justify;"><ul><li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Manejo del pliegue epicántico (pliegue del párpado superior que cubre la esquina interna del ojo).</span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"> </span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Corrección del cierre palpebral.</span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"> </span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Corrección y alargamiento del labio superior.</span><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;"> </span></li>
<li><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">Suspensión dinámica de la boca y corrección de la ptosis (“caída”) facial.</span></li>
</ul></div><br />
<div style="text-align: justify;"><span style="font-family: Georgia, 'Times New Roman', serif; font-size: small;">La supervivencia de las personas con síndrome de Moebius suele ser buena ya que, salvo casos excepcionales, no suelen afectarse órganos vitales. Sin embargo, sí que pueden darse algunas alteraciones funcionales y problemas de adaptación social en los afectados.</span></div>Greta.Laurahttp://www.blogger.com/profile/09292112421867742846noreply@blogger.com0tag:blogger.com,1999:blog-7453408213840858150.post-83112492102220940482011-11-08T17:49:00.002+01:002011-11-08T17:50:35.764+01:00Insensibilidad congénita al dolor<div style="text-align: justify;"><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">La insensibilidad congénita al dolor es una enfermedad hereditaria poco frecuente, heterogénea clínicamente, que se encuadra dentro de un grupo de neuropatías hereditarias sensitivo-autonómicas, en las que existe una mayor afectación sensitiva que motora. Estos desórdenes genéticos afectan al sistema nervioso autónomo, que es el que controla la presión sanguínea, el ritmo cardíaco, el sudor, el sistema sensorial nervioso y la habilidad para sentir el dolor y la temperatura. Fue descrita por primera vez por Dearborn en 1932.</span></span></div><div style="text-align: justify;"><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJQYofnCqHtSZTQ54epwTF23M3t27k61MewkmtMgi3GshLEQ6tGM63I4peg9MVS8JMzjk1n3q1FsjN56fAUSFCRdZzP-nnJE3S6T7qLKM4wgpBzTrApqMl7xNLs7AmDr1MF5wsKzIJu0g/s1600/icdolor.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="211" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJQYofnCqHtSZTQ54epwTF23M3t27k61MewkmtMgi3GshLEQ6tGM63I4peg9MVS8JMzjk1n3q1FsjN56fAUSFCRdZzP-nnJE3S6T7qLKM4wgpBzTrApqMl7xNLs7AmDr1MF5wsKzIJu0g/s320/icdolor.jpg" width="320" /></a></div><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">Esta enfermedad se caracteriza por una interpretación anormal de los estímulos dolorosos, y se asocia con ciertos grados de disfunción autonómica y trastornos del metabolismo de catecolaminas. La sensibilidad dolorosa se ve afectada por la disminución de pequeñas fibras que transmiten el dolor, que son fibras mielínicas y amielínicas, por la ausencia de la sustancia P y por la disminución de las fibras autonómicas. Debido a este defecto en las vías sensitivas, el estímulo doloroso no es transmitido adecuadamente al sistema nervioso central, pero el resto de sensibilidades generalmente se conservan. A veces esta enfermedad incluye disfunción autonómica y anhidrosis (ausencia o disminución del sudor).</span></span></div><div style="text-align: justify;"><br />
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">El individuo que padece esta enfermedad es totalmente normal al tacto y a la sensibilidad al frío, al calor, a la presión y a los cosquilleos. Sin embargo, no huyen ante los estímulos dolorosos como haría un persona sin esta enfermedad porque no los sienten, y en consecuencia pueden producirse daño (amputaciones, quemaduras…). Suelen morir más jóvenes por traumatismos y lesiones varias, por lo que deben estar bajo supervisión en edades tempranas para que no se autolesionen.</span></span><br />
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</div><div style="text-align: justify;"><a name='more'></a><span style="font-size: large;"><u><i><b><span style="font-family: Georgia,"Times New Roman",serif;">Incidencia</span></b></i></u></span><br />
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">Existen unos 100 casos documentados en Estados Unidos y más de 300 en Japón debido a que la enfermedad es más propicia en sociedades genéticamente homogéneas, pero se desconoce la frecuencia en otras áreas del mundo, ya que también muchas veces no es diagnosticada porque pasa desapercibida. </span></span></div><div class="separator" style="clear: both; text-align: center;"></div><div style="text-align: justify;"><br />
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<span style="font-size: large;"><u><i><b><span style="font-family: Georgia,"Times New Roman",serif;">Tipos</span></b></i></u></span><br />
<div class="separator" style="clear: both; text-align: center;"></div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp72VP9YRa88WpIdUUkqvHyahykNZZZko_bp-PiPEeNKLOg_ary8HpNKKbaO43_jlk01MOie7gIMCvB1J-8pxWI8Z6WyUb490ZTltzoUUy4qNt-YUnarG1lwu21K4yI9HzsIDOR13JrOQ/s1600/icd.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp72VP9YRa88WpIdUUkqvHyahykNZZZko_bp-PiPEeNKLOg_ary8HpNKKbaO43_jlk01MOie7gIMCvB1J-8pxWI8Z6WyUb490ZTltzoUUy4qNt-YUnarG1lwu21K4yI9HzsIDOR13JrOQ/s1600/icd.jpg" /></a><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">La clasificación se fundamenta en la establecida por Dyck en 1984, y se complementa con los estudios genéticos actuales. Se distinguen cinco tipos de neuropatía hereditaria sensitivo-autonómica, existiendo alteración de la percepción dolorosa en todas ellas, aunque con mayor grado en alguna de ellas, como en el caso de la neuropatía hereditaria sensitivo-autonómica tipo IV o insensibilidad congénita al dolor con anhidrosis.</span></span><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><b> </b></span></span><br />
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<ul><li><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><b>Neuropatía hereditaria sensitivo-autonómica tipo I:</b> e</span></span><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">s el tipo de mayor prevalencia, y su herencia es autosómica dominante. Se caracteriza por una sensación de pérdida distal de dolor y una pédida de temperatura en la segunda década de la vida, lo que conlleva a la aparición de ulceraciones indoloras en miembros inferiores y a una ausencia de sudor. Se acompaña de hiporreflexia en las áreas afectadas, así como pérdida de la sensación de tacto y de presión si la enfermedad progresa. El examen del nervio periférico demuestra una considerable disminución de las fibras amielínicas y mielínicas de pequeño y gran tamaño, y se ha encontrado el gen causante de este tipo en un cromosoma del organismo.</span></span><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"> <b> </b></span></span></li>
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<li><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><b>Neuropatía hereditaria sensitivo-autonómica tipo II:</b> s</span></span><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">e presenta ya en la infancia, con alteración del tacto y sensación de presión, lo que condiciona una torpeza en la manipulación de objetos pequeños o en la realización de movimientos finos. La insensibilidad al dolor es evidente, variando desde la pérdida completa de sensación, típicamente en extremidades inferiores, hasta una simple disminución. Se pueden producir úlceras, fracturas indoloras y lesiones articulares, incluyendo mutilaciones. En la biopsia de nervio se objetiva una pérdida muy importante de fibras mielínicas con una relativa integridad de las fibras amielínicas, lo que se correlaciona con el hallazgo clínico de la pérdida del tacto más que del dolor. Se piensa que tiene una herencia autosómica recesiva, aunque aún no se ha identificado el locus correspondiente.</span></span><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"> </span></span></li>
<li><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"> </span></span></li>
<li><b><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">Neuropatía hereditaria sensitivo-autonómica tipo III (disautonomía familiar o síndrome de Riley-Day)</span></span></b><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><b>:</b> se caracteriza por la presencia de disfunción autonómica junto con pérdida de la percepción del dolor y la temperatura. Las manifestaciones aparecen en el período neonatal, con dificultad para la succión, incoordinación faríngea, reflujo y aspiraciones, y además es frecuente la letargia, la irritabilidad y la hipotonía. Se observan alteraciones de la secreción lacrimal, mala regulación de la temperatura y alteraciones de la motilidad gastrointestinal. Estos pacientes pueden mostrar las lesiones indoloras comunes a los síndromes de insensibilidad al dolor, pero la automutilación es mucho menos evidente que en los tipos II, IV y V. Se detecta una severa pérdida de fibras amielínicas, con ausencia total de neuronas mielinizadas de gran diámetro; también existe afectación del tronco cerebral, pares craneales y tractos espinales. Su herencia se observó con carácter autosómico recesivo.</span></span><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"> </span></span></li>
<li><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"> </span></span></li>
<li><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><b>Neuropatía sensitivo-autonómica tipo IV o insensibilidad congénita al dolor con anhidrosis:</b> e</span></span><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">s el tipo más frecuente. Se caracteriza por la presentación, en el período neonatal, de episodios febriles por una mala regulación de la temperatura, insensibilidad al dolor, y aparición de úlceras y mutilaciones. Debido a la insensibilidad al dolor se pueden producir lesiones como automutilaciones en los primeros meses de vida, fracturas óseas, úlceras múltiples, osteomielitis, deformidades articulares y amputación de los miembros inferiores en niños de más edad. El fallecimiento por hiperpirexia tiene lugar en los primeros tres años de vida en casi el 20% de los pacientes, y la presencia de retraso mental es común. En este caso se observa una disminución de las fibras mielínicas de pequeño tamaño y de las fibras amielínicas, y una ausencia de inervación epidérmica y de las glándulas sudoríparas y pérdida de la mayoría de la inervación de la dermis. Se produce por mutaciones autosómicas recesivas y polimorfismos en un gen del cromosoma 1 que codifica uno de los receptores del factor de crecimiento nervioso.</span></span><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"> </span></span></li>
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<li><b><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">Neuropatía hereditaria sensitivo-autonómica tipo V</span></span></b><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><b>:</b> la insensibilidad al dolor y a la temperatura se evidencian desde la infancia, dando lugar a fracturas indoloras, úlceras y quemaduras, y se dan automutilaciones normalmente manifestadas como mordeduras de labios y lengua. Aunque el dolor y la temperatura están alterados, la propiocepción y la sensibilidad al tacto, la presión y la vibración están preservadas. Existe una pérdida selectiva de las fibras pequeñas mielínicas, y no se ha identificado aun el locus correspondiente.</span></span></li>
</ul></div><div style="text-align: justify;"><br />
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<span style="font-size: large;"><u><i><b><span style="font-family: Georgia,"Times New Roman",serif;">Causas</span></b></i></u></span><br />
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">La principal y única causa de esta enfermedad fue descubierta recientemente, y se relaciona con una mutación en un gen encargado de la síntesis de un tipo de canal de sodio que se encuentra principalmente en neuronas encargadas de recibir y transmitir el estímulo doloroso. Esto imposibilita la conexión nerviosa y neuronal, lo que hace que el individuo se vuelva incapaz de diferenciar sensaciones físicas, como los cambios de temperatura. Se determina como causa al síndrome miasténico congénito.</span></span></div><div style="text-align: justify;"><br style="font-family: Georgia,"Times New Roman",serif;" /></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"><br />
<span style="font-size: large;"><u><i><b><span style="font-family: Georgia,"Times New Roman",serif;">Tratamiento</span></b></i></u></span><br />
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">Actualmente no existe un tratamiento etiológico para esta enfermedad, por lo que se hace un tratamiento sintomático en estos pacientes. Este se realiza por un equipo multidisciplinar, donde la rehabilitación adquiere mucha importancia en la prevención, el seguimiento y el tratamiento de las complicaciones que pueden surgir.</span></span></div><div style="text-align: justify;"><br />
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">La ausencia del dolor conlleva a la falta de mecanismos de protección, ocasionando que microtraumatismos de repetición dañen la superficie articular y el hueso subcondral, lo que produce una deformidad articular. Es casi constante la aparición de fracturas, pero su diagnóstico se realiza con retraso, ya que el paciente no es consciente de la magnitud del traumatismo, y esto origina una mala respuesta a los tratamientos ortopédicos y frecuentes complicaciones postquirúrgicas, así como pseudoartrosis, osteomielitis, artritis sépticas, etc. Los procedimientos quirúrgicos es recomendable realizarlos en una edad apropiada, ya que tienen riesgo de perturbaciones durante el crecimiento.</span></span></div><div style="text-align: justify;"><br />
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">Corresponde al Servicio de Rehabilitación procurar un buen nivel de calidad de vida y una funcionalidad óptima de estos pacientes, y por ello se debe conocer esta patología y saber las características de las complicaciones que lleva asociadas, para intentar la prevención y un tratamiento más eficaz de las mismas. </span></span></div>Greta.Laurahttp://www.blogger.com/profile/09292112421867742846noreply@blogger.com0tag:blogger.com,1999:blog-7453408213840858150.post-10437418138024017532011-11-08T17:27:00.001+01:002011-11-09T09:52:09.623+01:00La Hipertricosis congénita<table border="0" cellpadding="0" cellspacing="10" class="MsoNormalTable" style="mso-cellspacing: 7.5pt; mso-yfti-tbllook: 1184; width: 100.0%;"><tbody>
<tr align="justify"> <td style="padding: 0.75pt;" valign="top"><div class="MsoNormal" style="line-height: normal;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmL22lp7buR3Iuhplpr29Cq6IyGaq4MAPQRi0Mj57Mcf5ZqeumtVmyvagJLR4_PuaPRM6orzxVsGE-MIJPVIGQTA3pqB0kz9ohFmCpq3ixCZ8w0nd_yJj138k2ck2OxV58WoSOjuwnNW8/s1600/Supatra+Sasuphan+2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmL22lp7buR3Iuhplpr29Cq6IyGaq4MAPQRi0Mj57Mcf5ZqeumtVmyvagJLR4_PuaPRM6orzxVsGE-MIJPVIGQTA3pqB0kz9ohFmCpq3ixCZ8w0nd_yJj138k2ck2OxV58WoSOjuwnNW8/s320/Supatra+Sasuphan+2.jpg" width="225" /></a><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">El síndrome del hombre del lobo también conocido como hipertricosis universal congénita se trata de una enfermedad caracterizada por el crecimiento excesivo de vello en cualquier zona del cuerpo de forma indiscriminada. Es un claro ejemplo de que en ocasiones la realidad puede superar a la ficción.</span></div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Ya sea la cantidad, longitud o grosor del vello, es exagerado comparado con el vello presente de otras personas de la misma edad, raza y sexo.</span><br />
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</div><div class="MsoNormal" style="color: #cc0000; line-height: normal;"><b><u><span style="font-family: 'Times New Roman', serif; font-size: large;">CAUSAS</span></u></b></div><div class="MsoNormal" style="line-height: normal;"><b><u><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"><br />
</span></u></b></div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Como suele suceder con estas anomalías tan raras, apenas se han estudiado. Sólo se sabe que se deben a una mutación genética dominante.</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">No se conoce la causa exacta que provoca este crecimiento excesivo de vello corporal, pero se cree que es una mutación que se suele heredar con los genes dominantes, ya que el gen responsable de este problema se encuentra en el cromosoma X.</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"> La mayoría de veces los individuos lo adquieren por herencia <span style="color: windowtext;">familiar</span>, el hecho de que la mutación sea hereditaria hace que sea normal que existan familias con numerosos miembros que posean esta alteración. Existen un 50% de probabilidades de que el descendiente posea el síndrome, pero otras veces aparecen mutaciones de forma espontánea. De todas formas, no se sabe la localización genética, ni cómo actúa dicha mutación.</span></div><div class="MsoNormal" style="line-height: normal;"><br />
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</div><div class="MsoNormal" style="color: #cc0000; line-height: normal;"><b><u><span style="font-family: 'Times New Roman', serif; font-size: large;">CLASES DE HIPERTRICOSIS</span></u></b></div><div class="MsoNormal" style="line-height: normal;"><b><u><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"><br />
</span></u></b></div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Existen diversas variantes:</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><u><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"><span style="color: windowtext;">Hipertricosis</span> focal lumbosacral</span></u><b><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">:</span></b><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"> Conocida como la cola del fauno o cola falsa, ya que se localiza en la zona lumbosacral. Se presenta en el nacimiento hasta la edad adulta. Normalmente es síntoma de un disrafismo de la columna vertebral, por lo que es conveniente realizar un análisis neurológico y radiológico para este tipo de casos.</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpOuA50g09XiEERSPeY7NG3uU-dTotkz2sK-JYMt4T0B5ByldM-ZiM2i-jjm9S96fFcJb9M1EpUnIuKugvCfHPLO6Zt7eA0xeHZF7oJUqDTyVm9uwMNoGNdQFsruJB_H6tbz4HQ0Fp2qg/s1600/Pruthviraj+Patil+3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="219" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpOuA50g09XiEERSPeY7NG3uU-dTotkz2sK-JYMt4T0B5ByldM-ZiM2i-jjm9S96fFcJb9M1EpUnIuKugvCfHPLO6Zt7eA0xeHZF7oJUqDTyVm9uwMNoGNdQFsruJB_H6tbz4HQ0Fp2qg/s320/Pruthviraj+Patil+3.jpg" width="320" /></a></div><div class="MsoNormal" style="line-height: normal;"><u><span style="font-family: 'Times New Roman', serif; font-size: 12pt;"></span></u></div><a name='more'></a><u><br />
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<div class="MsoNormal" style="line-height: normal;"><u><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Hipertricosis Lanuginosa Congénita</span></u><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">. Es una enfermedad extremadamente rara ya que sólo se han documentado 50 casos desde la Edad Media. Las personas que lo padecen están completamente cubiertas por un vello lanugo largo excepto en las palmas de las manos y de los pies. La longitud a la cual puede llegar el vello es de 25 centímetros.</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">El lanugo es el pelo fino y blanquecino (como si fuera pelusilla) que aparece en los recién nacidos en hombros y brazos y que desaparece normalmente tras el primer mes desde el nacimiento. En los que padecen esta forma de hipertricosis el lanugo persiste y puede crecer durante toda la vida o desaparecer con los años.</span></div></td> </tr>
<tr align="justify"> <td colspan="2" style="padding: 0.75pt;" valign="top"><div class="MsoNormal" style="line-height: normal;"><u><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Síndrome de Ambras</span></u><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">. En esta variante el vello es más grueso, posee coloración y en todos los casos crece a lo largo de toda la vida.</span><br />
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</div><div class="MsoNormal" style="color: #cc0000; line-height: normal;"><b><u><span style="font-family: 'Times New Roman', serif; font-size: large;">SÍNTOMAS</span></u></b></div></td></tr>
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<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"> <td style="padding: 0.75pt; text-align: justify;" valign="top"><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Salvo la exagerada presencia de pelo, no sufren ninguna otra alteración. No tienen una esperanza de vida menor ni tienen mayor probabilidad de enfermar. Sin embargo, la presencia del individuo en la sociedad hace que a menudo se vea aislado, discriminado o maltratado física o psicológicamente, por lo que son proclives a tener serios problemas psicológicos. La sociedad es muy dura con respecto a aquello que desconoce y es diferente.</span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><br />
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</div><div class="MsoNormal" style="line-height: normal; text-align: justify;"></div><div class="MsoNormal" style="color: #cc0000; text-align: justify;"><b><u><span style="font-family: 'Times New Roman', serif; font-size: large; line-height: 115%;">ASOCIACIONES A LA LEYENDA DEL HOMBRE LOBO</span></u></b></div><div class="MsoNormal" style="text-align: justify;"><b><u><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 115%;"><br />
</span></u></b></div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 115%;">Una de las razones por las que existe la fantasía del Hombre Lobo se debe a que podría haber sido asociado a este raro síndrome.</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div style="text-align: justify;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixf9NsLQzun3VWRb1habMuDOLBgB6BaDCdsydUDxK2toikJokkTVtjxPlBPPls1vjaJLZRN9nDLkW8q-K9iXYLMUSvhgVBM6pSLWPxqzCJi3M_QDaX-OiogNPMyjMhWcRy8pqMaqXto-Y/s1600/Julia+Pastrana.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixf9NsLQzun3VWRb1habMuDOLBgB6BaDCdsydUDxK2toikJokkTVtjxPlBPPls1vjaJLZRN9nDLkW8q-K9iXYLMUSvhgVBM6pSLWPxqzCJi3M_QDaX-OiogNPMyjMhWcRy8pqMaqXto-Y/s320/Julia+Pastrana.JPG" width="164" /></a></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 115%;">Ejemplos famosos de este síndrome ha sido el trágico caso de Julia Pastrana, una india mexicana que nació en 1834 en las montañas de Sierra Madre; a los 20 años se puso a trabajar como fenómeno profesional exhibiéndose por la región y los EEUU. Era una mujer baja, de 137 cm de altura, con una gran hipertrofia gingival que formaba unas grandes encías llenas de protuberancias, con la frente muy peluda y unos bigotes y barba muy llamativos. Se le presentó como "El Híbrido Maravilloso" o "La Mujer Oso", y muchos creyeron que era el resultado de los bestiales amoríos de un humano y una osa o un orangután. Su vida, por desgracia, estuvo rodeada por los poquísimos escrúpulos de su mánager, que se casó con ella para poder seguir explotando el filón de la curiosidad humana; la dejó embarazada y llegó a vender entradas para asistir al parto. Julia dió a luz en 1860 a un niño tan peludo como ella pero, debido a lo dificultoso del alumbramiento, falleció a los tres días y la madre dos días después. El marido continuó aprovechándose de ambos y los mandó embalsamar (aunque en realidad fue un puro trabajo de taxidermia) y siguió exhibiéndolos por el mundo. Tras muchas peripecias las exhibiciones terminaron en 1976 cuando unos ladrones destruyeron parcialmente sus momias; desde el año 1990 sus restos se encuentran en el Instituto de Medicina Forense Rikshospitalet de Oslo, donde sólo están disponibles para estudios científicos.</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 115%;">También podríamos incluir aquí el famoso caso español de la llamada "Osa de Andara", una mujer velluda de Cantabria estudiada en 1875, descrita con pelo crespo, de frente aplastada y estrecha, nariz chata, pómulos prominentes y labios parecidos a un hocico. Algún autor afirmó, con pocos visos de realidad, que era una pastora llamada Joaquina López que huyó a las cuevas de Andara avergonzada por su imagen; otros, por el contrario, han intentado ver en esta mujer un resto de la raza neandertal...</span></div><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><br />
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</tbody></table>Greta.Laurahttp://www.blogger.com/profile/09292112421867742846noreply@blogger.com1tag:blogger.com,1999:blog-7453408213840858150.post-34175741903017080252011-11-03T19:54:00.012+01:002011-11-08T17:28:37.043+01:00Gemelo parásito (Fetus in fetus)<div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Esta enfermedad es extremadamente rara, pudiendo suceder una vez de cada 50000 nacimientos y con alrededor de 100 casos documentados en todo el mundo. Se caracteriza por la formación de un ser humanoide hospedado en alguna zona del feto que sí ha nacido, y que al principio se muestra como un abombamiento en la zona en la que se situará el feto parásito. </span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
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<div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span style="font-size: large;"><u><i><b>Características del gemelo parásito</b></i></u></span></span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">El lugar más común en el que se hospeda al feto es el abdomen, aunque también pueden encontrarse casos en los que el hospedaje es en el escroto, en el hígado, en los riñones y en casos extremadamente graves, en la cavidad craneal. A medida que el bebé se desarrolla y va creciendo, también lo hace el feto dentro de él, alimentándose y viviendo a sus expensas biológicas. <span class="post-content1">Usualmente es un solo feto el que se encuentra y puede llegar a pesar de 1.8 kg a 39 kg, que es el caso de mayor peso conocido.</span></span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEcO9BCIZ29JH0BazGNdl87E6wRF2Mef1FwGKazPdgVZnjyp9MUEsEd9o0sCMabCSMGpASzmkniinMl_7z7SrJYHUt3Lfi_Nx7JyX3gix7rgeFDD4mjFanTY-U8YTF3GfJem3DfdlhpB4/s1600/gemelo.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="286" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEcO9BCIZ29JH0BazGNdl87E6wRF2Mef1FwGKazPdgVZnjyp9MUEsEd9o0sCMabCSMGpASzmkniinMl_7z7SrJYHUt3Lfi_Nx7JyX3gix7rgeFDD4mjFanTY-U8YTF3GfJem3DfdlhpB4/s320/gemelo.jpg" width="320" /></a><span style="font-size: small;"><span class="post-content1"> </span></span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Los parásitos pueden llegar a desarrollar órganos en su interior (en pocos casos), o diminutas piernas, brazos, dedos, pelo u otro elemento de un cuerpo humano normal. No hay dos casos iguales de esta enfermedad, puesto que los fetos parásitos pueden situarse en zonas muy distintas del feto hospedador y, por tanto, también será diferente el grado de crecimiento y elementos que haya llegado a desarrollar.</span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
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</div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: large;"><u><i><b>Diagnóstico</b></i></u></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span style="line-height: 115%;">Generalmente estos casos se diagnostican los primeros años de vida (el 89% de los casos antes de los 18 meses) o incluso durante el embarazo mediante ecografías, pero como son muy raros también pueden pasar desapercibidos hasta que el feto atrofiado crece. <span class="post-content1"><span style="line-height: 115%;">Incluso se han llegado a reportar casos en que esta enfermedad se descubre en adultos, siendo el caso de mayor edad a los 47 años.</span></span></span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span style="line-height: 115%;">Muchas veces, los padres ignoran la gravedad de esta enfermedad, y no intervienen médicamente con los trat</span><span style="line-height: 115%;">amientos quirúrg</span><span style="line-height: 115%;">icos posibles que pueden salvar la vida del bebé nacido. </span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span style="line-height: 115%;">Casi siempre esta enfermedad se diagnostica como una tumoración no dolorosa llamada teratoma, compuesta de tejidos poco organizados que derivan de las tres capas embrionarias, aunque también se han encontrado teratomas altamente diferenciados que hacen muy difícil la diferenciación de un teratoma con esta enfermedad. </span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span style="line-height: 115%;">Willis, en 1948, fue el primer médico científico en desarrollar los límites de esta diferenciación de enfermedades, por lo que se considera la enfermedad de fetus in fetus cuando el parásito:</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div><ol style="font-family: Georgia,"Times New Roman",serif;"><li><span style="font-size: small;"><span style="line-height: 115%;">Desarrolle una columna vertebral que demuestre que el parásito ha pasado la gastrulación. </span></span></li>
<li><span style="font-size: small;"><span style="line-height: 115%;"></span></span>Desarrolle de manera sincrónica los órganos, presentando éstos el mismo grado de maduración.</li>
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</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span style="line-height: 115%;">Sin embargo, en la mayoría de los casos reportados de gemelos parásitos solo se ha podido demostrar la primera condición, y en casi todos los casos la maduración de los órganos no ha sido sincrónica ni todos ellos estaban bien diferenciados.</span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span class="post-content1"><span style="line-height: 115%;">En la actualidad la mayoría de los autores consideran que fetus in fetus y teratoma no son distintas entidades, si no dos aspectos de la misma patología en diferentes estados de maduración.</span></span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
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</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><u><i><b><span style="font-size: large;"><span style="line-height: 115%;">Clases</span></span></b></i></u><span style="line-height: 115%;"></span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span class="post-content1"><span style="line-height: 115%;">Los gemelos unidos pueden ser simétricos o asimétricos:</span></span></span></div><ul><li><span style="font-size: small;"><span class="post-content1"><span style="line-height: 115%;"></span></span><span class="post-content1" style="font-family: Georgia,'Times New Roman',serif;"><span style="line-height: 115%;"><b>Gemelos simétricos:</b> son más o menos del mismo tamaño y mantienen simetría delante de un espejo sin importar por qué parte del cuerpo estén unidos. </span></span></span></li>
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3r-Y6a2tyJtG0dVYRL62wLy17afhdhB1kzuuGheSiTTo1hdisjxImhPSMolaPMlb4R2GtAgJAuK1cHECK361V0XxLV2cL4ic5f6lxVqB9z4XhvtNi93w0JnVvHWysA4-Ana8Wf30kbX4/s1600/gp.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3r-Y6a2tyJtG0dVYRL62wLy17afhdhB1kzuuGheSiTTo1hdisjxImhPSMolaPMlb4R2GtAgJAuK1cHECK361V0XxLV2cL4ic5f6lxVqB9z4XhvtNi93w0JnVvHWysA4-Ana8Wf30kbX4/s200/gp.jpg" width="150" /></a></div><ul><li><span class="post-content1" style="font-family: Georgia,'Times New Roman',serif;"><b><span style="font-size: 12pt; line-height: 115%;"><span style="font-size: 7pt; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><span style="font-size: 12pt; line-height: 115%;"><b>Gemelos unidos asimétricamente:</b> son llamados <i style="mso-bidi-font-style: normal;">heterópagos</i>, y esto ocurre cuando uno de ellos es completo y casi normal (<i style="mso-bidi-font-style: normal;">gemelo autósito</i>), y el otro es incompleto, está unido al<span style="font-size: small;"> autósito y depende de él para su crecimiento (<i style="font-family: Georgia,"Times New Roman",serif;">gemelo parásito</i><span style="font-family: Georgia,'Times New Roman',serif;">).</span></span></span><span style="font-size: small;"><span style="line-height: 115%;"></span><span style="line-height: 115%;"> </span></span></span></li>
</ul><div class="MsoListParagraphCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; margin-left: 39pt; text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiutqq2-wWr9Ob32u4FZF4ea8eiNRbjmHBqEWtSnsEZAt3yiUwNrMNP3K3Z6_SIWqXIywcHfKeVjTuLjDl3TpALRTnmLtEX0YBuU8yKxvbYVaqHSn4xuGQBMaFFtT2eqD7ecNrAqtconjg/s1600/Fetus.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiutqq2-wWr9Ob32u4FZF4ea8eiNRbjmHBqEWtSnsEZAt3yiUwNrMNP3K3Z6_SIWqXIywcHfKeVjTuLjDl3TpALRTnmLtEX0YBuU8yKxvbYVaqHSn4xuGQBMaFFtT2eqD7ecNrAqtconjg/s200/Fetus.jpg" width="133" /></a><span style="font-family: Georgia,'Times New Roman',serif; font-size: small;"><span class="post-content1"><span style="line-height: 115%;">El gemelo parásito puede ser: </span></span><span class="post-content1"><span style="line-height: 115%;"></span></span></span></div><span style="font-family: Georgia,'Times New Roman',serif; font-size: small;"> </span><span style="font-family: Georgia,'Times New Roman',serif; font-size: small;"> </span><span style="font-family: Georgia,'Times New Roman',serif; font-size: small;"><span class="post-content1"></span></span> <br />
<span style="font-size: small;"><span style="font-family: Georgia,'Times New Roman',serif;"> </span></span><br />
<div class="MsoListParagraphCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; margin-left: 39pt; text-align: justify; text-indent: 31.8pt;"><span style="font-size: small;"><span class="post-content1"><span style="line-height: 115%;">-<u>Endoparásito o fetus in fetus</u>: cuando está dentro del gemelo autósito.</span></span></span></div><div class="MsoListParagraphCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; margin-left: 39pt; text-align: justify; text-indent: 31.8pt;"><br />
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</div><div class="MsoListParagraphCxSpLast" style="font-family: Georgia,"Times New Roman",serif; margin-left: 70.8pt; text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH56KnNZWqcUlcjPwo2WIN8uln0xmsEAAH7wOmUa6LLXsALMWznnbwqou10aTiyYzji2jRI-kWgmgu9rpW6N28HHb_P0cIO59vYmoCx_zJtSd5BOCsQ2kqC0rbZB6wg6a6COzDdDdtpSg/s1600/parasito.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH56KnNZWqcUlcjPwo2WIN8uln0xmsEAAH7wOmUa6LLXsALMWznnbwqou10aTiyYzji2jRI-kWgmgu9rpW6N28HHb_P0cIO59vYmoCx_zJtSd5BOCsQ2kqC0rbZB6wg6a6COzDdDdtpSg/s200/parasito.jpg" width="200" /></a><span style="font-size: small;"><span class="post-content1"><span style="line-height: 115%;">-<u>Ectoparásito:</u> cuando está unido a la superficie de su hermano; éste es el caso más raro. Generalmente están formados por segmentos corporales o duplicaciones completas de la mitad inferior del cuerpo. Se ha propuesto la posibilidad de ectoparásitos formados por duplicación de la mitad superior, sin que a la fecha se haya publicado ningún caso.</span></span></span></div><div class="MsoListParagraphCxSpLast" style="font-family: Georgia,"Times New Roman",serif; margin-left: 70.8pt; text-align: justify;"><br />
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</div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: large;"><u><i><b>Causas</b></i></u></span></div><div class="MsoNormal" style="background-attachment: scroll; background-clip: initial; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; font-family: Georgia, 'Times New Roman', serif; line-height: 16.5pt; text-align: justify;"><span style="background-color: #fce5cd; font-size: small;">Esta enfermedad está clasificada dentro de la categoría de los casos siameses, es una exageración de estos casos. Normalmente esta rareza sucede por un error genético durante la fecundación del óvulo; esto origina que la segmentación de las células no sea correcta y que los dos gemelos no lleguen a separarse completamente, si no que quedan unidos por alguna zona del cuerpo. Uno de ellos crece sano y sin problemas, mientras que el otro se atrofia en el interior de su hermano y depende completamente de él, por lo que se le llama “gemelo parásito”. </span></div><div class="MsoNormal" style="background-attachment: scroll; background-clip: initial; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; font-family: Georgia, 'Times New Roman', serif; line-height: 16.5pt; text-align: justify;"><span class="Apple-style-span" style="background-color: #fce5cd;"><br />
</span></div><div><span style="font-size: small;"><span style="background-color: #fce5cd; font-family: Georgia,'Times New Roman',serif;"> </span></span></div><div class="MsoNormal" style="background-attachment: scroll; background-clip: initial; background-image: none; background-origin: initial; background-position: 0% 0%; background-repeat: repeat repeat; font-family: Georgia, 'Times New Roman', serif; line-height: 16.5pt; text-align: justify;"><span style="background-color: #fce5cd; font-size: small;">Todavía no ha sido posible concluir por qué razones no se separan los zigotos como ocurre normalmente, y además existen diversas teorías que discuten si realmente puede considerarse un feto a lo que se encuentra dentro del bebé que nace, el hospedador.</span></div><span class="Apple-style-span" style="background-color: #f3f3f3;"><br />
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<span style="font-family: Arial,sans-serif; font-size: 10pt; line-height: 115%;"> <br style="mso-special-character: line-break;" /> </span>Greta.Laurahttp://www.blogger.com/profile/09292112421867742846noreply@blogger.com0tag:blogger.com,1999:blog-7453408213840858150.post-59173667066229046942011-10-27T18:51:00.005+02:002011-11-03T18:49:07.047+01:00Adrenoleucodistrofias<div class="MsoNormal" style="text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtx6LMcwbvOyO9ohCa1H9Whrlp1jPGcTKicLcrbzXllMFNoZxHWixrtoVdiB7soaCL-0e91vI1BryuH7ybWx_OUzsn2PkoDMM3yHV5NLo8Za1m6a-z-AyaqYGEt0gWasCRstjnvWFYTJ4/s1600/220px-XlinkRecessive.jpg_es.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtx6LMcwbvOyO9ohCa1H9Whrlp1jPGcTKicLcrbzXllMFNoZxHWixrtoVdiB7soaCL-0e91vI1BryuH7ybWx_OUzsn2PkoDMM3yHV5NLo8Za1m6a-z-AyaqYGEt0gWasCRstjnvWFYTJ4/s200/220px-XlinkRecessive.jpg_es.jpg" width="154" /></a><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">La adrenoleucodistrofia (ALD), antiguamente denominada enfermedad de Schilder, hace referencia a un grupo de desórdenes neurológicos degenerativos, caracterizado por una desmielinización nerviosa y una acumulación de ácidos grasos de cadena muy larga (VLCFAs) en los tejidos y fluidos del organismo. </span></div><div class="MsoNormal" style="text-align: justify;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;"><br />
</span></div><div></div><div class="MsoNormal" style="text-align: justify;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Se transmite de padres a hijos como un rasgo genético ligado al cromosoma X. Por lo tanto, afecta sobre todo a los hombres, aunque algunas mujeres portadoras pueden tener formas más leves de la enfermedad que afecta a uno de cada 20.000 varones.</span><br />
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</span></div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;"><br />
</span></div><div style="text-align: justify;"></div><div class="MsoNormal" style="color: #cc0000; text-align: justify;"><b><u><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif; font-size: large;">CLASES Y SÍNTOMAS</span></u></b></div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><u><span style="font-family: Georgia,'Times New Roman',serif; text-decoration: none;"><br />
</span></u></b></div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Existen tres categoría principales de la enfermedad:</span></div><div class="MsoNormal" style="text-align: justify;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;"><br />
</span></div><div style="text-align: justify;"></div><ol start="1" style="margin-top: 0cm; text-align: justify;" type="1"><li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">La forma cerebral infantil de la enfermedad, propiamente la ALD, afecta a un 48 por 100 de los pacientes con el defecto bioquímico de esta enfermedad. Casi todos los pacientes sufren retraso mental y fallecen antes de los 5 años de edad.</span></li>
</ol><div style="text-align: justify;"></div><ul style="text-align: justify;" type="disc"><li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Cambios en el tono muscular, principalmente espasmos musculares y espasticidad</span></li>
<li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Estrabismo (ojos bizcos)</span></li>
<li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Disminución en la comprensión de la comunicación verbal (afasia)</span></li>
<li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Deterioro de la escritura a mano</span></li>
<li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Dificultad en la escuela</span></li>
<li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Dificultad para entender la información oral</span></li>
<li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Hipoacusia</span></li>
<li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Hiperactividad</span></li>
<li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Deterioro progresivo del sistema nervioso </span></li>
<ul type="circle"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-fItHQlE6xHFV4VWIpcYq4F5wLK7MspVKl2Hp7HRsy_aGrMgx2gG0-sQatX1WNZ6ZQcUYU7_djDeV-pM9zHpgU_VW43hVCSM6sxacC-gpyt2auGoYy8blqH4C2ua_NXnoXYIT9lHynBM/s1600/r5.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-fItHQlE6xHFV4VWIpcYq4F5wLK7MspVKl2Hp7HRsy_aGrMgx2gG0-sQatX1WNZ6ZQcUYU7_djDeV-pM9zHpgU_VW43hVCSM6sxacC-gpyt2auGoYy8blqH4C2ua_NXnoXYIT9lHynBM/s320/r5.jpg" width="320" /></span></a>
<li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">coma</span></li>
<li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">disminución del control motor fino</span></li>
<li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">parálisis</span></li>
</ul><li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Convulsiones</span></li>
<li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Dificultad para deglutir</span></li>
<li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Deterioro visual o ceguera</span></li>
</ul><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;"><br />
</span></div><div style="text-align: justify;"></div><ol start="2" style="margin-top: 0cm; text-align: justify;" type="1"><li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">La adrenomieloneuropatía (AMN) o forma adulta de la enfermedad, menos frecuente que la anterior, afecta a un 25 por 100 de los pacientes y se presenta en hombres hacia los 20 años o más tarde en la vida.</span></li>
</ol><div style="text-align: justify;"></div><ul style="text-align: justify;" type="disc"><li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Dificultad para controlar la micción</span></li>
<li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Posible empeoramiento de la debilidad muscular o rigidez en las piernas</span></li>
<li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Problemas con la velocidad de pensamiento y memoria visual</span></li>
</ul><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;"><br />
</span></div><div style="text-align: justify;"></div><ol start="3" style="margin-top: 0cm; text-align: justify;" type="1"><li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Alteración del funcionamiento de las glándulas suprarrenales (llamadas enfermedad de Addison): la glándula suprarrenal no produce suficientes hormonas esteroides.</span></li>
</ol><div style="text-align: justify;"></div><ul style="text-align: justify;" type="disc"><li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Coma</span></li>
<li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Inapetencia</span></li>
<li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Aumento del color de la piel (pigmentación)</span></li>
<li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Pérdida de peso y de masa muscular (atrofia)</span></li>
<li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Debilidad muscular</span></li>
<li class="MsoNormal"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Vómitos</span><br />
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</ul><div style="text-align: justify;"></div><div class="MsoNormal" style="color: #cc0000; text-align: justify;"><b><u><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif; font-size: large;">TRATAMIENTO</span></u></b></div><div class="MsoNormal" style="text-align: justify;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;"><br />
</span></div><div style="text-align: justify;"></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">No existe un tratamiento específico disponible para la adrenoleucodistrofia. Sin embargo, una dieta baja en ácidos grasos de cadena muy larga y la administración de aceites especiales pueden reducir los niveles sanguíneos de estos ácidos. </span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;"><br />
</span></div><div style="text-align: justify;"></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Estos aceites se denominan aceites de Lorenzo. Se trata de una mezcla de 4 partes de trioleato de glicerol (trioleína) con una parte de trierucato de glicerol, es decir, los triacilgliceroles de los ácidos oleico y erúcico que se utiliza como un método preventivo para el tratamiento de la adrenoleucodistrofia o ALD.</span></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Actúa reduciendo los niveles de ácidos grasos de cadena muy larga, los cuales son la causa principal de la ALD, por medio de la competitividad, inhibiendo la enzima que forman los ácidos grasos de cadena muy larga. </span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;"><br />
</span></div><div style="text-align: justify;"></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Esta mezcla de aceites fue desarrollada tras una larga búsqueda por Augusto y Micaela Odone, después de que a su hijo Lorenzo se le diagnosticó esta enfermedad infrecuente en 1984, cuando Lorenzo tenía 5 años. Los resultados fueron espectaculares y lograron aumentar su esperanza de vida en más de 20 años.</span></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiv5oXqSkmdOLHAwKGjyOeUqYdvmL8W5xVIiGaH5yahBJxcokIDLOl_NCu7xyY6UXobRoqcgUWWEn_jpjtwT1jWzpvRAm__oxtswET8iLplLWRxm2l3AUzO6DunERCEPxZUvjJvu4c283k/s1600/oleo_de_lorenzo.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="155" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiv5oXqSkmdOLHAwKGjyOeUqYdvmL8W5xVIiGaH5yahBJxcokIDLOl_NCu7xyY6UXobRoqcgUWWEn_jpjtwT1jWzpvRAm__oxtswET8iLplLWRxm2l3AUzO6DunERCEPxZUvjJvu4c283k/s200/oleo_de_lorenzo.jpg" width="200" /></a></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Esta lucha contra la enfermedad fue el argumento de la película de 1992 <i>Lorenzo's Oil</i> (<i>"El aceite de la vida"</i>).</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;"><br />
</span></div><div style="text-align: justify;"></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Sin embargo, en otros pacientes el resultado no ha sido tan positivo. La agencia estadounidense de medicamentos (FDA) no ha aprobado aún su distribución, debido a la existencia de resultados contradictorios en la investigación.<sup> </sup>Según la mayoría de los expertos, el aceite sólo es efectivo en las primeras fases de la enfermedad.</span></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">El costo de un mes de tratamiento con este aceite es de alrededor de 440 dólares. La mayoría de las aseguradoras estadounidenses no lo cubren por ser un tratamiento <i>experimental</i> de acuerdo con la FDA. </span><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">También se está evaluando el transplante de médula ósea como un tratamiento experimental.</span></div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;"><br />
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</span></div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">Aquí os dejo un enlace de la página de un caso real de un joven que gracias a la ayuda de la gente pudo ser sometido a transplante de médula osea:</span></div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><span class="Apple-style-span" style="font-family: Georgia,'Times New Roman',serif;">http://www.unmilagroparaagustin.com/</span></div>Greta.Laurahttp://www.blogger.com/profile/09292112421867742846noreply@blogger.com0tag:blogger.com,1999:blog-7453408213840858150.post-27962440641673616242011-10-27T18:29:00.001+02:002011-11-03T18:47:46.904+01:00Fibrodisplasia osificante progresiva<div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0cm 0cm 10pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;"><span style="font-family: Georgia,"Times New Roman",serif;">La Fibrodisplasia Osificante Progresiva (FOP) es una enfermedad genética del tejido conectivo que se desarrolla en la etapa embrionaria y que se caracteriza por brotes de osificación heterotópica de ligamentos, tendones o músculos del cuello, espalda, brazos, pecho y piernas, causando la inmovilidad del enfermo. El hueso ectópico es química e histológicamente idéntico al hueso normal, sin embargo, su localización es anómala y provoca gran dolor y una rápida discapacidad. </span></span></div><div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0cm 0cm 10pt; text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw6ZoW4MrZjzAHScOEjWWwhhVXXRD1jQd5PSOQsLR28CumRjwY-hiAingT3UaHGmX04_ZPTXVHiKWr8Iukm2TxxbMZr56u3LEvsQVM3tDVDReVI8s3pXtQWfjAlNyybruxVrMlggPcm2E/s1600/fop2.jpg" imageanchor="1" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" ida="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw6ZoW4MrZjzAHScOEjWWwhhVXXRD1jQd5PSOQsLR28CumRjwY-hiAingT3UaHGmX04_ZPTXVHiKWr8Iukm2TxxbMZr56u3LEvsQVM3tDVDReVI8s3pXtQWfjAlNyybruxVrMlggPcm2E/s1600/fop2.jpg" /></a><span style="font-family: "Times New Roman","serif"; line-height: 115%;"><span style="font-family: Georgia,"Times New Roman",serif;">La incidencia mundial de esta enfermedad es baja, está en un rango de 1-2 casos por millón de nacidos vivos, y afecta a unas 2500 personas en todo el mundo. En la literatura, la mayoría de los casos de FOP son pediátricos, aunque también se ha descrito en adultos.</span></span></div><div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0cm 0cm 10pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;"><span style="font-family: Georgia,"Times New Roman",serif;">La primera mención de casos de fibrodisplasia osificante progresiva se remonta a 1692 por Guy Patin. En 1924 fue dividida en tres categorías: miositis osificante progresiva, miositis osificante circunscrita progresiva y miositis osificante circunscrita sin antecedentes de traumatismo.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;"><span style="font-family: Georgia,"Times New Roman",serif;">Su diagnóstico es complicado, y generalmente tres de los diagnósticos equivocados más comunes para esta enfermedad son cáncer, fibromatosis infantil agresiva y heteroplasia ósea progresiva (POH). En el sentido estricto de la palabra, las lesiones FOP son “tumores” o “neoplasmas”, que son nuevos crecimientos que no deberían estar donde están. Además, como muchas otras enfermedades, afectan con más rapidez y gravedad a unas personas que a otras.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;"><br />
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</div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;"><span style="font-family: Georgia,"Times New Roman",serif; font-size: large;"><b><i><u>Partes del cuerpo afectadas</u></i></b></span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;"></span><span style="font-family: "Times New Roman","serif"; line-height: 115%;"><span style="font-family: Georgia,"Times New Roman",serif;">Esta enfermedad está presente desde el nacimiento, pero se desarrolla hasta la primera o segunda década de vida. Se considera como el principal síntoma una anomalía en el recién nacido en el dedo gordo del pie, que suele ser menor que los otros y estar curvado hacia dentro; sin embargo, la falta de conocimiento sobre esta enfermedad impide su diagnóstico.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;"><span style="font-family: Georgia,"Times New Roman",serif;">En la primera o segunda década de vida el paciente puede presentar brotes de la enfermedad, que se manifiestan como hinchazones generalmente dolorosos en diversas zonas del cuerpo que duran varias semanas, los cuales al desinflamarse dejan en su sitio una masa dura de tejido óseo. Por lo general este problema se presenta primero en cuello y hombros, y con el tiempo se extiende a tronco, brazos, piernas, cadera, rodillas y tobillos.</span></span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;"><span style="font-family: Georgia,"Times New Roman",serif;">Esta enfermedad afecta a la movilidad porque las articulaciones del cuerpo, como el codo o la rodilla, ayudan al movimiento, y el hueso adicional reemplaza ligamentos, músculos o tendones de estas articulaciones, por lo que los movimientos en ellas se vuelven difíciles o imposibles, por lo que requiere de ayuda para moverse. </span></span></div><div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0cm 0cm 10pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;"><span style="font-family: Georgia,"Times New Roman",serif;">El desconocimiento de la fibrodisplasia osificante progresiva puede ocasionar mayores daños, ya que al tomarse biopsias para descartar tumores, al aplicar inyecciones o al intentar remover esa masa por medios quirúrgicos, se provoca la formación de más tejido óseo. Igualmente puede formarse tejido óseo por golpes o caídas.</span></span></div><div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0cm 0cm 10pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;"><span style="font-family: Georgia,"Times New Roman",serif;">Sin embargo, por alguna causa todavía desconocida este problema no se presenta en algunas zonas del cuerpo, como los músculos del diafragma, el corazón, la lengua o los ojos, lo que puede convertirse en una clave para su tratamiento.</span></span></div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><br />
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</div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;"><b><i><u><span style="font-family: Georgia,"Times New Roman",serif; font-size: large;">Causas</span></u></i></b></span></div><div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0cm 0cm 10pt; text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwrkHko0_AAqnb6IzHjL5KtZpgHZgu6mXnJcS4mNB93Oh3sQ_mkK3JWj5DmwCA2NAwpbGT2gTQl7lwjjc1QfeCCs1jDzj-K4UB_mynoWy8uedS72HRrfeqRUuGAuBqWDDTmWLi8kO6AmU/s1600/FOP3.jpg" imageanchor="1" style="clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" ida="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwrkHko0_AAqnb6IzHjL5KtZpgHZgu6mXnJcS4mNB93Oh3sQ_mkK3JWj5DmwCA2NAwpbGT2gTQl7lwjjc1QfeCCs1jDzj-K4UB_mynoWy8uedS72HRrfeqRUuGAuBqWDDTmWLi8kO6AmU/s320/FOP3.jpg" width="211" /></a><span style="font-family: "Times New Roman","serif"; line-height: 115%;"></span><span style="font-family: "Times New Roman","serif"; line-height: 115%;"><span style="font-family: Georgia,"Times New Roman",serif;">En el año 2006 se halló como causa de la fibrodisplasia osificante progresiva un gen que codifica el receptor de la proteína morfogenética ósea, denominado Activin tipo 1 o ACVR1, del cual cada célula tiene dos copias, y en una de ellas se encontraría la mutación. Este gen induce a la formación de hueso y cartílago en los tejidos en los que se encuentra.</span></span></div><div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0cm 0cm 10pt; text-align: justify;"><br />
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</div><div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0cm 0cm 10pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;"><b><i><u><span style="font-family: Georgia,"Times New Roman",serif; font-size: large;">Tratamiento</span></u></i></b></span></div><div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0cm 0cm 10pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;"></span><span style="font-family: "Times New Roman","serif"; line-height: 115%;"><span style="font-family: Georgia,"Times New Roman",serif;">Todavía no existe una cura para esta enfermedad, por lo que el tratamiento consiste en fármacos para reducir el dolor y en que el paciente siga diversos cuidados, entre ellos evitar golpes o caídas, por lo que se recomienda no realizar ejercicio. </span></span></div><div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0cm 0cm 10pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; line-height: 115%;"><span style="font-family: Georgia,"Times New Roman",serif;">Dado que el paciente puede vivir hasta la edad adulta, los médicos recomiendan que desde la infancia trate de desarrollar una vida lo más normal posible, conviviendo con otras personas, realizando sus estudios y con pasatiempos acordes a su condición.</span></span></div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"></div>Greta.Laurahttp://www.blogger.com/profile/09292112421867742846noreply@blogger.com0tag:blogger.com,1999:blog-7453408213840858150.post-13004220400323872262011-10-25T17:50:00.004+02:002011-11-03T18:50:54.214+01:00El síndrome de la Sirenomelia<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioAj5CfVZEyXw6_R78jl5XlEO7Cm85SbYtac7DRmtXX0EGj8061n8v4VJqhYMzxo0gjL1m2MRrvNr_rXnwpAHVfKRaxj9R82-hgH9UUCXMd4JBEt4ve8hV54akQOFZZ2W7cuCuEkw1n0M/s1600/Sirenomelia-300x225.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioAj5CfVZEyXw6_R78jl5XlEO7Cm85SbYtac7DRmtXX0EGj8061n8v4VJqhYMzxo0gjL1m2MRrvNr_rXnwpAHVfKRaxj9R82-hgH9UUCXMd4JBEt4ve8hV54akQOFZZ2W7cuCuEkw1n0M/s200/Sirenomelia-300x225.jpg" width="200" /></a></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">La sirenomelia es una malformación congénita letal producida por una alteración en el desarrollo<a href="http://www.monografias.com/trabajos12/desorgan/desorgan.shtml"><span style="color: windowtext; text-decoration: none;"></span></a> vascular. Se caracteriza por diversos grados de fusión<a href="http://www.monografias.com/trabajos54/modelo-acuerdo-fusion/modelo-acuerdo-fusion.shtml"><span style="color: windowtext; text-decoration: none;"></span></a>, malrotación y disgenesia de las extremidades inferiores. Su etiología es desconocida, sin haber un patrón hereditario ni base genética <a href="http://www.monografias.com/trabajos/genetica/genetica.shtml"><span style="color: windowtext; text-decoration: none;"></span></a> probada. </span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div><div style="text-align: justify;"><span style="font-size: small;"><span style="font-family: Georgia,'Times New Roman',serif;"> </span></span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Las malformaciones congénitas son defectos morfológicos presentes en el momento del nacimiento, si bien pueden no ser clínicamente evidentes hasta etapas posteriores de la vida. </span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div><div style="text-align: justify;"><span style="font-size: small;"><span style="font-family: Georgia,'Times New Roman',serif;"> </span></span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">La malformación de la sirenomelia es un raro mal que se presenta en el mundo en una proporción de uno de cada 60,000 casos de malformación congénita con una relación masculino-femenino 3:1. </span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div><div style="text-align: justify;"><span style="font-size: small;"><span style="font-family: Georgia,'Times New Roman',serif;"> </span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><span style="font-size: small;">La característica principal de los sirenomelos es la fusión de los miembros inferiores, que puede variar desde una fusión completa, hasta una unión membranosa de las piernas. Los peronés ocupan una posición interna y posterior a las tibias, las rodillas se doblan en sentido anterior y la planta del pie se dirige hacia delante. En algunos casos puede haber ausencia de la tibia. Con frecuencia se asocia a otras malformaciones como: alteraciones de las vértebras lumbares, agenesia del sacro, fusión de los ilíacos, agenesia renal, de uréteres de vejiga y uretra. Las gónadas están presentes, pero el resto de las estructuras genitales raramente se observa. La parte del cuerpo que se ubica por encima del cordón umbilical generalmente se desarrolla normal. La formación de la aorta y de las arterias umbilicales está alterada y casi siempre existe una sola arteria umbilical. Algunos sirenomelos pueden presentar reducción exagerada de la longitud de los miembros inferiores fusionados, con un aspecto de muñón. Estos casos se asocian con alteraciones del desarrollo del tronco. </span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><span style="font-size: small;">En la antigüedad, los niños<a href="http://www.monografias.com/trabajos16/espacio-tiempo/espacio-tiempo.shtml"><span style="color: windowtext; text-decoration: none;"></span></a>-sirena eran considerados "monstruos", y como tales eran asesinados o escondidos por su familia<a href="http://www.monografias.com/trabajos5/fami/fami.shtml"><span style="color: windowtext; text-decoration: none;"></span></a>. Actualmente este tipo de malformación es fácilmente detectable a través de los ecogramas, y por tanto, pueden evitarse tales nacimientos, decisión recomendada por los médicos tomando en cuenta la posible agenesia (ausencia o desarrollo<a href="http://www.monografias.com/trabajos12/desorgan/desorgan.shtml"><span style="color: windowtext; text-decoration: none;"></span></a> imperfecto) de otros órganos vitales, que resulta mortal a corto plazo.</span><br />
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</div><div style="text-align: justify;"><span style="font-size: small;"><span style="font-family: Georgia,'Times New Roman',serif;"> </span></span></div><div class="MsoNormal" style="color: #cc0000; font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><span style="font-size: large;"><u><b>CLASIFICACIÓN SEGÚN LA GRAVEDAD DE LAS ANOMALÍAS</b></u></span></div><div style="text-align: justify;"><span style="font-size: small;"><span style="font-family: Georgia,'Times New Roman',serif;"> </span></span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">A. <u>Formas más graves</u>: incluyen aquellos casos en los cuales hay desde una fusión membranosa de los miembros, hasta una fusión total de los mismos, o reducción en forma de muñón. Estos se subdividen en: </span></div><div style="font-family: Georgia,"Times New Roman",serif; margin-left: 42.55pt; text-align: justify;"><span style="font-size: small;">1. Sirena sympodia o symelia: se caracteriza porque los miembros aparentemente completos, están incluidos dentro de una misma envoltura cutánea, los pies presentan las plantas hacia delante y están fusionados. </span></div><div style="font-family: Georgia,"Times New Roman",serif; margin-left: 42.55pt; text-align: justify;"><span style="font-size: small;">2. Sirena monopodia: en este caso los miembros están fusionados por los ejes axiales, los rayos posaxiales o peroneos desaparecen y el miembro termina en un solo pie. </span></div><div style="font-family: Georgia,"Times New Roman",serif; margin-left: 42.55pt; text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEindejHaL139D7aOp-sI2zekYFO1roDgaJxBkbYosug-NBhX5SmRkjaeXt89hVlVHeZlyzEptP8CNj6Z84JWDGa9myzu5Xsa3A-S1I34DNro6Qd5Bx3iiL1uw7W2WsfVPc7wXXCcsJ8eJI/s1600/gravedad+sirenomelia.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEindejHaL139D7aOp-sI2zekYFO1roDgaJxBkbYosug-NBhX5SmRkjaeXt89hVlVHeZlyzEptP8CNj6Z84JWDGa9myzu5Xsa3A-S1I34DNro6Qd5Bx3iiL1uw7W2WsfVPc7wXXCcsJ8eJI/s400/gravedad+sirenomelia.jpg" width="370" /></a><span style="font-size: small;">3. Sirena ectropodia: se </span></div><div style="font-family: Georgia,"Times New Roman",serif; margin-left: 42.55pt; text-align: justify;"><span style="font-size: small;">caracteriza porque las estructuras proximales del miembro están fusionadas, mientras que las estructuras distales están ausentes, terminando el miembro en un muñón sin pie. Si las piernas también están ausentes, recibe el nombre de sirena hemimelia. </span></div><div style="font-family: Georgia,"Times New Roman",serif; margin-left: 42.55pt; text-align: justify;"><span style="font-size: small;">4. Sirena ectromelia: cuando presenta una extremidad inferior muy rudimentaria, en forma de pequeño muñón. </span></div><div style="font-family: Georgia,"Times New Roman",serif; margin-left: 42.55pt; text-align: justify;"><br />
</div><div style="text-align: justify;"><span style="font-size: small;"><span style="font-family: Georgia,'Times New Roman',serif;"> </span></span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">B. <u>Formas menos graves</u>: como su nombre lo indica, en estos casos las lesiones de los miembros inferiores son menores. Estas a su vez se clasifican en: </span></div><div style="font-family: Georgia,"Times New Roman",serif; margin-left: 42.55pt; text-align: justify;"><span style="font-size: small;">1. Sirena dipodia o simeloide: en este caso los miembros inferiores se unen sólo por partes blandas y los miembros fusionados terminan en dos pies separados. </span></div><div style="font-family: Georgia,"Times New Roman",serif; margin-left: 42.55pt; text-align: justify;"><span style="font-size: small;">2. Sirena lambdoidea: se refiere a los casos en los cuales los muslos se encuentran fusionados, pero las piernas y los pies están, separados.</span><br />
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<a name='more'></a><span style="font-size: small;"> </span></div><div style="font-family: Georgia,"Times New Roman",serif; margin-left: 42.55pt; text-align: justify;"><span style="font-size: small;"> </span></div><div style="font-family: Georgia,"Times New Roman",serif; margin-left: 42.55pt; text-align: justify;"><br />
</div><div style="font-family: Georgia,"Times New Roman",serif; margin-left: 42.55pt; text-align: justify;"><span style="font-size: small;"> </span></div><div style="text-align: justify;"><span style="font-size: small;"><span style="font-family: Georgia,'Times New Roman',serif;"> </span></span></div><div style="color: #cc0000; font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: large;"><u><b>CLASIFICACIÓN SEGÚN LA FUSIÓN DE LOS MIEMBROS</b></u></span></div><div style="text-align: justify;"><span style="font-size: small;"><span style="font-family: Georgia,'Times New Roman',serif;"> </span></span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg250tGrBqvPIKf4GEAshh2y4tJ7KKrhTIGH7mruSqa0jLA9vEp2u5hfMnpC13MJ03WQRY1m3yQgx_N_udgr6lCThrpZnAKgbVccQpqPPQUYlfJJZb9C0Ze2VEV2FV1D3YvYcTQXBSSZBE/s1600/fusion+de+los+miembros+sirenomelia.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg250tGrBqvPIKf4GEAshh2y4tJ7KKrhTIGH7mruSqa0jLA9vEp2u5hfMnpC13MJ03WQRY1m3yQgx_N_udgr6lCThrpZnAKgbVccQpqPPQUYlfJJZb9C0Ze2VEV2FV1D3YvYcTQXBSSZBE/s320/fusion+de+los+miembros+sirenomelia.jpg" width="284" /></a><span style="font-size: small;">1. <u>Verdaderas sirenas</u>: cuando presentan defectos bilaterales simétricos en el lado dorsal y en el lado ventral de la región caudal del cuerpo. Los huesos de los miembros están completos pero fusionados. Siempre se acompañan de anomalías del miembro inferior, de la pelvis y de la columna vertebral. De igual modo, presentan defectos de los órganos urogenitales y del recto. </span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div><div style="text-align: justify;"><span style="font-size: small;"><span style="font-family: Georgia,'Times New Roman',serif;"> </span></span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">2. <u>Monopodias sirenoides</u>: se caracterizan por presentar defectos unilaterales asimétricos, que se acompañan también de anomalías de la pelvis, de la columna vertebral y del sistema urogenital. Casi siempre falta el sacro. Se altera la parte final de la columna, hay una hemipelvis y faltan los huesos de uno de los miembros.</span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
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</i></b></u></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><span style="font-size: large;"><u style="color: #cc0000;"><b>CAUSAS</b></u></span></div><div style="text-align: justify;"><span style="font-size: small;"><span style="font-family: Georgia,'Times New Roman',serif;"> </span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><span style="font-size: small;">Se han visto casos tras el uso de fármacos en embarazo<a href="http://www.monografias.com/trabajos13/elembaraz/elembaraz.shtml"><span style="color: windowtext; text-decoration: none;"></span></a> (difenilhidantoínas, diazepam, ácido nalidíxico), diabetes<a href="http://www.monografias.com/trabajos12/diabet/diabet.shtml"><span style="color: windowtext; text-decoration: none;"></span></a> materna: 2 de los 3 casos, estrógenos-progestágenos (anticonceptivos<a href="http://www.monografias.com/trabajos15/metodos-anticonceptivos/metodos-anticonceptivos.shtml"><span style="color: windowtext; text-decoration: none;"></span></a> en el inicio de la gestación), raidación<a href="http://www.monografias.com/trabajos/enuclear/enuclear.shtml"><span style="color: windowtext; text-decoration: none;"></span></a>, hipovitaminosis, y en una ocasión el hallazgo de un cromosoma extra, bisatelizado y de pequeño tamaño, que bien pudiera ser una forma parcial de trisomía 22.</span><br />
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</div><div style="text-align: justify;"><span style="font-size: large;"><span style="font-family: Georgia,'Times New Roman',serif;"> </span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><span style="font-size: large;"><u style="color: #cc0000;"><b>TEORÍAS ACERCA DE LA ENFERMEDAD</b><b> </b></u></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><span style="font-size: small;">La etiología precisa de la Sirenomelia no es bien conocida y aunque muchas teorías<a href="http://www.monografias.com/trabajos4/epistemologia/epistemologia.shtml"><span style="color: windowtext; text-decoration: none;"></span></a> han sido propuestas ninguna se ha considerado conclusiva.</span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><br />
</div><div style="text-align: justify;"><span style="font-size: small;"><span style="font-family: Georgia,'Times New Roman',serif;"> </span></span></div><div class="MsoListParagraphCxSpFirst" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify; text-indent: -18pt;"><span style="font-size: small;">·<span style="font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><b>La Teoría</b><b> de la falla primaria:</b> sugiere la presencia de un defecto primario en el desarrollo de las somitas caudales, determinando la no inducción de un número de ellos, que originan deficiencias en la porción distal del embrión.</span></div><div class="MsoListParagraphCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><br />
</div><div class="MsoListParagraphCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify; text-indent: -18pt;"><span style="font-size: small;">·<span style="font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><b>La Teoría del déficit nutricional: </b>sostiene que existe un compromiso de la perfusión sanguínea en la región caudal del cuerpo, por la obstrucción o anomalía del sistema <a href="http://www.monografias.com/trabajos11/teosis/teosis.shtml"><span style="color: windowtext; text-decoration: none;"></span></a>vascular arterial correspondiente.</span></div><div class="MsoListParagraphCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div><div class="MsoListParagraphCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify; text-indent: -18pt;"><span style="font-size: small;">·<span style="font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><b>La Teoría mecánica</b><b>:</b> plantea que el desarrollo caudal anómalo es debido a una fuerza intrauterina en el extremo caudal del embrión. Se propuso la teoría de la presencia de una arteria vitelina persistente como consecuencia de una alteración en el desarrollo vascular temprano durante el día 22-23 del desarrollo embrionario, así en vez de que la sangre regrese a la placenta a través de las arterias umbilicales pares que se derivan de las arterias ilíacas, la sangre retorna a la placenta, se produce una falta de perfusión y por lo tanto las somitas inferiores no se desarrollan normalmente, lo que explica algunas de las anormalidades presentes en los fetos Sirenomélicos. </span></div><div class="MsoListParagraphCxSpMiddle" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
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</div><div class="MsoListParagraphCxSpLast" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><span style="font-size: small;">No se han determinado factores genéticos causales, sin embargo se ha relacionado con la exposición<a href="http://www.monografias.com/trabajos7/expo/expo.shtml"><span style="color: windowtext; text-decoration: none;"></span></a> a agentes teratógenos como la vitamina A (a dosis excesivas antes de la cuarta semana del desarrollo), la exposición a cocaína<a href="http://www.monografias.com/trabajos30/cocaina/cocaina.shtml"><span style="color: windowtext; text-decoration: none;"></span></a> durante la mayor parte del primer trimestre del embarazo y la hiperglicemia en madres diabéticas. </span><br />
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</div><div style="text-align: justify;"><span style="font-size: small;"><span style="font-family: Georgia,'Times New Roman',serif;"> </span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><span style="font-size: large;"><u style="color: #cc0000;"><b>PRINCIPALES CAUSAS DE MUERTE</b></u></span></div><div style="text-align: justify;"><span style="font-size: small;"><span style="font-family: Georgia,'Times New Roman',serif;"> </span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><span style="font-size: small;">A causa de los defectos congénitos relacionados con el tracto gastrointestinal y los riñones, la sirenomelia es casi siempre fatal. Alrededor del 50% de los bebés nacen muertos y el 50% son nacidos vivos con una supervivencia duradera unos minutos hasta varios días. Ha habido solo 3 casos en niños que han sobrevivido más allá del primer mes de vida con sirenomelia.</span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><span style="font-size: small;">El recién nacido que lleva esta malformación puede llegar a tener una <span style="color: windowtext; text-decoration: none;">muerte</span> dolorosa, por que alguno de sus órganos se encuentran obstruidos como los pulmones. Si los pulmones se encuentran malformados, el recién nacido puede fallecer por asfixias.</span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUhJrsFV3ZtCvehyNhyphenhyphenSnSedS32v5bTBq9BFfG4FKbLz_JHTQjnEWRSw3gbMGzFQ__JYs3sAe7ZMTwuNjbdQS4-YDkliysZWtfKkXk_hcpERg9koMA1GE1vtZzdcYVDvwyNVyBF217lAM/s1600/C_4_maincontent_100021505_largeimage.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUhJrsFV3ZtCvehyNhyphenhyphenSnSedS32v5bTBq9BFfG4FKbLz_JHTQjnEWRSw3gbMGzFQ__JYs3sAe7ZMTwuNjbdQS4-YDkliysZWtfKkXk_hcpERg9koMA1GE1vtZzdcYVDvwyNVyBF217lAM/s320/C_4_maincontent_100021505_largeimage.jpg" width="320" /></a></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><span style="font-size: small;">Otra de las causas es la acumulación de sangre en el <span style="color: windowtext; text-decoration: none;">corazón</span> por falta de venas y arterias asi explotando y dando muerte al recién nacido.</span><br />
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</div><div style="text-align: justify;"><span style="font-size: small;"><span style="font-family: Georgia,'Times New Roman',serif;"> </span></span></div><div class="MsoNormal" style="color: #cc0000; font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><span style="font-size: large;"><u><b>DIAGNÓSTICOS DE ESTA MALFORMACIÓN</b></u></span></div><div style="text-align: justify;"><span style="font-size: small;"><span style="font-family: Georgia,'Times New Roman',serif;"> </span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><span style="font-size: small;">El diagnóstico prenatal de la sirenomelia es muy importante, ya que por tratarse de un producto no viable, se podría plantear la interrupción oportuna del embarazo. El método utilizado para detectar este defecto en vida intrauterina es el ultrasonido.</span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><span style="font-size: small;">El diagnóstico de las características esqueléticas de los sirenomelos es más fácil realizarlo cuando existe un solo fémur y una sola tibia.</span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><span style="font-size: small;">Algunos autores refieren que utilizando la ultrasonografìa transvaginal a la octava semana posmenstrual, pueden ser observados los miembros fetales. A la novena semana posmenstrual ya se pueden identificar el húmero y el fémur, mientras que el radio, el cúbito, la tibia y el peroné, sólo pueden ser vistos a la décima semana. </span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; line-height: normal; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: small;"><span style="font-family: Georgia,'Times New Roman',serif;">La utilización del ultrasonido Doppler a color ha permitido una mayor precisión en el diagnóstico de la sirenomelia y de las anomalías asociadas. </span></span><span style="font-family: 'Times New Roman',serif; font-size: 12pt;"></span></div>Greta.Laurahttp://www.blogger.com/profile/09292112421867742846noreply@blogger.com0tag:blogger.com,1999:blog-7453408213840858150.post-70570640866921686542011-10-24T09:41:00.001+02:002011-11-03T18:51:42.066+01:00Síndrome de Hutchinson-Gilford<div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOCGXoHDUNpRPAY8wiAZuqdRD3jsyZt0QQym_e0XmVkLG0YxfN9Jh43YxyPrI25bcx98wiIlKs1NZaAsDjhHrqrDPkNJFjvULRtBO0MOlrTaI7AJi0Hqewd6SYvpnG10N-frWB9Dp4WyQ/s1600/Hutchinson.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOCGXoHDUNpRPAY8wiAZuqdRD3jsyZt0QQym_e0XmVkLG0YxfN9Jh43YxyPrI25bcx98wiIlKs1NZaAsDjhHrqrDPkNJFjvULRtBO0MOlrTaI7AJi0Hqewd6SYvpnG10N-frWB9Dp4WyQ/s200/Hutchinson.jpg" width="200" /></a><span style="font-size: small;"><span lang="ES-TRAD">El síndrome de Hutchinson-Gilford, también llamado progeria, es un trastorno genético que se caracteriza por una aceleración en el proceso natural de envejecimiento y que se produce en edades tempranas de la vida. Este proceso de envejecimiento ocurre entre 5 y 10 veces más rápido de lo habitual, por lo que estos pacientes se ven afectados desde la infancia. </span>La presentación clínica no se hace evidente al nacimiento, sino después del primer año de edad.</span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="ES-TRAD">La esperanza de vida de estos pacientes es corta, nunca supera los 30 años, con un promedio entre los 14-15 años, cuya muerte es debida generalmente a enfermedades cardiovasculares.</span><span lang="ES-TRAD"> </span>Fue descrito por vez primera por Jonathan Hutchinson en 1886, y actualmente existen alrededor de 50 casos en todo el mundo.<span class="apple-style-span"> El nombre de este síndrome deriva de la palabra griega <i>geras</i>, que significa viejo, y fue acuñado por Gilford en 1904, dadas las características del cuadro clínico. </span>La incidencia de la progeria clásica ha sido estimada en 1 cada 8.000.000 de recién nacidos vivos. No se ha evidenciado preferencia por ningún sexo en particular, pero se han detectado muchos más pacientes de raza blanca, de hecho constituyen un 97% de los pacientes afectados. </span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
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</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><i><u><b><span style="font-size: small;"><span lang="ES-TRAD">Síntomas</span></span></b></u></i></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="ES-TRAD">La progeria</span> ha llegado a ser una enfermedad muy conocida publicamente debido a que sus síntomas, que incluyen adelgazamiento y manchas en la piel, reabsorción de la masa ósea, pérdida de cabello y arterioesclerosis, se asemejan bastante al envejecimiento humano normal. Este síndrome produce un rápido envejecimiento de los niños, el cual comienza con una deficiencia en el crecimiento durante el primer año de vida, que tiene como resultado cuerpos desproporcionadamente pequeños en relación con el tamaño de sus cabezas. </span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Los niños son delgados y presentan calvicie, cara alargada y arrugada y piel de apariencia envejecida, delgada y con escaso tejido celular subcutáneo. También presentan ojos prominentes, nariz puntiaguda, una cabeza muy grande en relación con el tamaño de su cara, pecho estrecho, abdomen proyectado hacia fuera y dientes irregulares y amontonados. Las uñas son quebradizas, curvadas, amarillentas e incluso pueden faltar en algunos dedos. Pero sin embargo, desarrollan su inteligencia con normalidad.</span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
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</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span lang="ES-TRAD"><u><i><b>Causas</b></i></u><a href="http://www.blogger.com/post-edit.g?blogID=7453408213840858150&postID=7057064086692168654&from=pencil" name="a2"></a></span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Actualmente se desconocen con exactitud las causas que aceleran el proceso de envejecimiento, aunque hay estudios que indican que esta enfermedad podría ser causada por un gen mutante autosómico dominante que haría inestable al núcleo de las células del organismo, acelerando así el proceso de muerte celular, y se considera que es el gen codificante para la lámina A/C. Este gen se piensa que está involucrado en la supresión del fenotipo de envejecimiento, y al encontrarse alterado, este gen no cumpliría bien su función supresora, fallando en último caso el proceso de frenado del envejecimiento. La progeria sería en este caso una enfermedad genética, pero no está claro tampoco que sea una enfermedad hereditaria. La mayoría de los casos se producen por mutaciones esporádicas, es decir, por mutaciones que ocurren en el gen del individuo afectado, y no transmitidas por sus progenitores. <span class="apple-style-span">Otros autores incluso han propuesto que un déficit en el metabolismo de la vitamina E podría ser el responsable de la alteración.<a href="http://www.blogger.com/post-edit.g?blogID=7453408213840858150&postID=7057064086692168654&from=pencil" name="a3"></a><a href="http://www.blogger.com/post-edit.g?blogID=7453408213840858150&postID=7057064086692168654&from=pencil" name="a4"></a></span></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV5VGFH6RlM-7YtZq9C3TOhbI8Lhiz1qVzQ-gZrMX0dDjuWQeEpYUaSFyIZJVzDziIGkUxY0KRaCnKvkV8SVAxo88MvwG4fafnokHvrS797ZbYfMPlYK0uBKoPXUZD3yrSZU7lTsajXYY/s1600/images.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV5VGFH6RlM-7YtZq9C3TOhbI8Lhiz1qVzQ-gZrMX0dDjuWQeEpYUaSFyIZJVzDziIGkUxY0KRaCnKvkV8SVAxo88MvwG4fafnokHvrS797ZbYfMPlYK0uBKoPXUZD3yrSZU7lTsajXYY/s320/images.jpg" width="320" /></a></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
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</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><u><i><b><span style="font-size: small;"><span class="apple-style-span">Diagnóstico</span></span></b></i></u></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">El diagnóstico de este síndrome se plantea en niños que presentan los signos iniciales de esta enfermedad entre el primer y segundo año de vida. No existe ninguna prueba que pueda establecer por si misma el diagnóstico definitivo de este síndrome, pero este puede apoyarse en algunas pruebas bioquímicas, histológicas y radiológicas.</span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Pueden surgir diferentes complicaciones en estos pacientes, como ateroesclerosis, arterioesclerosis, artritis, artrosis, diabetes mellitas, embolias, hipercolesterolemia, hipertensión, osteoporosis, dificultades en el desarrollo, eventos cerebrovasculares, vértigo, cefaleas, necrosis vascular de la cabeza femoral y luxación de cadera.</span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
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<div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><u><i><b>Tratamiento</b></i></u><a href="http://www.blogger.com/post-edit.g?blogID=7453408213840858150&postID=7057064086692168654&from=pencil" name="a6"></a></span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><b style="font-weight: normal;">Este síndrome de momento no tiene cura, ya que se desconocen las causas que desencadenan la aceleración de la velocidad de envejecimiento y muerte celular, por lo que no se conoce un tratamiento para revertir esta aceleración.</b> Por lo tanto, los tratamientos se limitan a la cura de cada complicación que vaya surgiendo; por ejemplo, las enfermedades cardiovasculares, que son las complicaciones más comunes, se tratan utilizando aspirinas en bajas dosis y dietas hipercalóricas.</span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Pero además, pese a los adelantos médicos y tecnológicos en cirugía cardiovascular, no se ha logrado mejorar la vida de estos pacientes, dada su alta tendencia a formar las placas de ateroma<span class="apple-style-span">. </span>La principal causa de muerte (hasta un 75%) son los trastornos cardiovasculares, dentro de los cuales se encuentran el infarto de miocardio y la falla cardíaca congestiva. Otras causas de muerte son desnutrición, inanición, convulsiones y trauma craneoencefálico.</span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Es importante que estos pacientes lleven una vida normal, ya que el desarrollo de su inteligencia no se ve afectado y, en cambio, sufren unos cambios corporales y fisiopatológicos dramáticos, por lo que también deben de contar con un buen apoyo familiar y psicológico.</span></div>Greta.Laurahttp://www.blogger.com/profile/09292112421867742846noreply@blogger.com0tag:blogger.com,1999:blog-7453408213840858150.post-17452097370482992842011-10-20T19:52:00.017+02:002011-11-03T18:52:31.864+01:00Enfermedad de Linfedema<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGW4BHVC5YKpbRGPiTYgQg-x3KQ-dy6gakEIylRDBcQ751CWkWMLthKb5Bzbi87BA2xLriT5WPlywVLgF5EYF_FkQnDmWYZJ2E0lqKNtVbMP56de353z0x07Um6DuBmGD6f4dl_OBABkI/s1600/images.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><br />
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</div><div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></div><div style="text-align: justify;"><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;">Ocurre cuando el </span><u style="font-family: Georgia,"Times New Roman",serif;">sistema linfático</u><span style="font-family: Georgia,"Times New Roman",serif;"> está dañado o no funciona correctamente. Esto conlleva un hinchazón crónico de una o varias partes del cuerpo.</span> </span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"> </span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">El hinchazón disminuye la oxigenación de los tejidos, e interfiere en su funcionamiento normal, haciendo que una lesión se cure de una forma más lenta de lo normal. Este exceso de proteína también actúa como un estímulo para una inflamación crónica. Uno de los resultados de esto es que se forme un exceso de tejido enfibrosado. La inflamación crónica causará que más capilares sanguíneas se formen y se dilaten. Esto hará que se sienta calor en el miembro afectado. Este calor combinado con la proteína estancada, se convierte en un nido perfecto para el desarrollo de bacterias (dermato-lymphangio-adentitis).</span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">El Linfedema tiene además otros <u>efectos sobre el paciente</u>: disminuye su movilidad, causa situaciones de vergüenza hacia los demás, esto puede conllevar depresiones, causando un empeoramiento del estado físico y Calidad de Vida del paciente.</span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div class="separator" style="clear: both; font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6I_A_58hqsqs4TTN6qe1C_0rlsSM6ObbJnDntNJ8uoXbsToCvw4Oc2p-tkfqBpSi7jrpzNwqUdlVsYnBFpAzqVuCuq6YC4r0KHBGVMehpNGGCdQtiBVxKBxXOwBkKgoOWPcyHgUQb71A/s1600/manoa.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="203" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6I_A_58hqsqs4TTN6qe1C_0rlsSM6ObbJnDntNJ8uoXbsToCvw4Oc2p-tkfqBpSi7jrpzNwqUdlVsYnBFpAzqVuCuq6YC4r0KHBGVMehpNGGCdQtiBVxKBxXOwBkKgoOWPcyHgUQb71A/s320/manoa.jpg" width="320" /></a></span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">A menudo se considera que el Linfedema se da solamente en brazos y piernas, pero <u>cualquier órgano o región del cuerpo puede padecerlo</u>: genitales, pulmones, intestino, el hígado a consecuencia de hepatitis crónica, etc. </span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Cuando aparece por primera vez el Linfedema, éste quedará marcado (fóvea), si el miembro afectado es presionado con un dedo. A medida que gradualmente el Linfedema aumenta, ya no se marca el miembro afectado al ser presionado. Si la enfermedad persiste durante años, la inflamación empeora, y ocurren cambios en la piel, hay una perdida de vello, y una alteración en las uñas. La piel puede volverse muy gruesa, con grandes pliegues y úlceras: <i>Elefantiasis</i>. Aunque poco frecuente, algunos pacientes con Linfedema crónico desarrollan un: <i>Linfangiosarcoma (Cáncer : Stewart-Treves Syndrome).</i></span></div><div style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: large;"><br />
</span></div><h2 style="color: #cc0000; font-family: Georgia,"Times New Roman",serif; text-align: left;"><span style="font-size: small;"><span style="font-size: large;"> <u>SÍNTOMAS DEL LINFEDEMA</u></span> </span></h2><div style="font-family: Georgia,"Times New Roman",serif; margin: 0cm 0cm 0cm 36pt; text-align: justify; text-indent: -18pt;"><span style="font-size: small;">Ø</span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: small; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><span style="font-size: small;">Sensación de tirantez y pesadez en los miembros afectados. </span></div><div style="font-family: Georgia,"Times New Roman",serif; margin: 0cm 0cm 0cm 36pt; text-align: justify; text-indent: -18pt;"><span style="font-size: small;">Ø</span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: small; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><span style="font-size: small;">Dolores como si se reventara el miembro afectado. </span></div><div style="font-family: Georgia,"Times New Roman",serif; margin: 0cm 0cm 0cm 36pt; text-align: justify; text-indent: -18pt;"><span style="font-size: small;">Ø</span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: small; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><span style="font-size: small;">Hormigueo en los miembros afectados. </span></div><div style="font-family: Georgia,"Times New Roman",serif; margin: 0cm 0cm 0cm 36pt; text-align: justify; text-indent: -18pt;"><span style="font-size: small;">Ø</span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: small; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><span style="font-size: small;">Dolor punzante atravesando el miembro afectado. </span></div><div style="font-family: Georgia,"Times New Roman",serif; margin: 0cm 0cm 0cm 36pt; text-align: justify; text-indent: -18pt;"><span style="font-size: small;">Ø</span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: small; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><span style="font-size: small;">Sensación de tensión y flojedad en el codo o parte posterior de la rodilla. </span></div><div style="font-family: Georgia,"Times New Roman",serif; margin: 0cm 0cm 0cm 36pt; text-align: justify; text-indent: -18pt;"><span style="font-size: small;">Ø</span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: small; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><span style="font-size: small;">Hinchazón del abdomen si una pierna está afectada o Linfedema extendida. </span></div><div style="font-family: Georgia,"Times New Roman",serif; margin: 0cm 0cm 0cm 36pt; text-align: justify; text-indent: -18pt;"><span style="font-size: small;">Ø</span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: small; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><span style="font-size: small;">El miembro o área afectada tiene una sensación de más calor que las demás partes, pero no está roja, que indica además una posible infección. </span></div><div style="font-family: Georgia,"Times New Roman",serif; margin: 0cm 0cm 0cm 36pt; text-align: justify; text-indent: -18pt;"><span style="font-size: small;">Ø</span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: small; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><span style="font-size: small;">Gradual aumento en el tamaño del miembro afectado. </span></div><div style="font-family: Georgia,"Times New Roman",serif; margin: 0cm 0cm 0cm 36pt; text-align: justify; text-indent: -18pt;"><span style="font-size: small;">Ø</span><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: small; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span><span style="font-size: small;">Algunas veces la Linfa puede traspasar a través de la piel, siendo esto particularmente vulnerable para las infecciones. </span><br />
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<a name='more'></a><span style="font-size: small;"> </span></div><h2 style="color: #cc0000; font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: large;"><u>CAUSAS DE LINFEDEMA </u></span></h2><h4 style="color: #e06666; font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><b><u>LINFEDEMA PRIMARIO:</u> </b>(FALTA DE VASOS LINFÁTICOS)<b> </b></span><span style="font-size: small;"> </span></h4><h4 style="color: black; font-family: Georgia,"Times New Roman",serif; font-weight: normal; text-align: justify;"><span style="font-size: small;">La <i>Enfermedad</i><i> de Linfedema Primario</i> está catalogada dentro de las llamadas Enfermedades Raras o Poco Frecuentes. </span></h4><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Se estima que 1 de cada 6000 personas nacen con Linfedema Primario, afecta dos veces más a mujeres que hombres, y aparece en las piernas cuatro veces más que en los brazos. En un 70% de los casos afecta solamente una pierna, empezando primero por el pié. No obstante también puede afectar ambas piernas, incluyendo muslos, torso, genitales, brazos, y cara.</span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><br />
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" width="320" /></a></span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Aquí ocurre que simplemente hay muy pocos vasos Linfáticos; algunas veces hay muchos, pero están demasiado difusas, y no bombean correctamente; y algunas veces es la combinación de ambas causas. Aquí el Linfedema puede aparecer antes del nacimiento, durante la pubertad, que es el caso más frecuente en el Linfedema Primario o aparecer más tarde en la vida a partir de los 30-40 en adelante. Ocasionalmente también puede desencadenarse un Linfedema Primario después de haber contraído un Linfedema Secundario en otra parte del cuerpo: ejemplo. pos mastectomía (que es secundario) pudiendo iniciarse una Linfedema Primario en una pierna, o en el mismo lado. </span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><br />
</span></div><h4 style="color: #e06666; font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><b><u>LINFEDEMA SECUNDARIA</u></b> <b>(VASOS LINFÁTICOS SECCIONADOS U OBSTRUIDOS) </b></span></h4><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Linfedema secundario ocurre cundo el drenaje Linfático está bloqueado o seccionado debido a: cirugía, radioterapia, trauma accidental, parásitos, parálisis, insuficiencia venosa crónica o lipedema.</span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><br />
</span></div><h2 style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: large;"><u style="color: #cc0000;">GRADOS EN EL LINFEDEMA </u></span> </h2><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><b style="color: #e06666;">1º GRADO</b>, aquí el hinchazón minará, aparecerá el signo de Fóvea, si la piel es presionado, y se reduce si el miembro afectado es elevado.</span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><b style="color: #e06666;">2º GRADO</b>, aquí tiene mucha más exceso de tejido enfibrosado, por lo que no surge la marca a la presión, y no se reduce con la elevación del miembro afectado( ejemplo: en cama toda la noche, o durante 2-3 días). El miembro afectado endurece gradualmente por el exceso del tejido enfibrosado, y debido a la inflamación crónica.</span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><b><span style="color: #e06666;">3º GRADO</span>, </b>aquí se<b> </b>denomina<b> <span style="color: #e06666;">ELEFANTIASIS</span></b>, tiene cambios en el espesor de la piel con muchos bultos y prominencias sobresalientes. Cualquier Linfedema, tanto Primarios como Secundarios, que no reciba unos cuidados y atención médica adecuadas, pueden gradualmente llegar a éste estado de grandes desfiguraciones y discapacidad. </span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: large;"><br />
</span></div><h2 style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><span style="font-size: large;"><u style="color: #cc0000;"> LOCALIZACIÓN Y ÁREAS AFECTADAS </u></span> </span></h2><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2alkuAWOXx4x0mXBq-vNzgU3eL63w0KfdjPR1YStXH3qrM6htY22avy_ALRFJNK8911zILr5O5GR0ikPRtz2PxYcPwVjwmr5-SeoRkUv4fs2f0ub4FddjWLot2ZklzjUbTSVt0wEV55w/s1600/meige1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2alkuAWOXx4x0mXBq-vNzgU3eL63w0KfdjPR1YStXH3qrM6htY22avy_ALRFJNK8911zILr5O5GR0ikPRtz2PxYcPwVjwmr5-SeoRkUv4fs2f0ub4FddjWLot2ZklzjUbTSVt0wEV55w/s320/meige1.jpg" width="320" /></a><b style="color: #e06666;">LINFEDEMA PRIMARIO</b></span><span style="font-size: small;">: Este puede afectar desde solamente una parte de un miembro, hasta muchas partes del cuerpo, incluso el intestino( causando lymphagiectasia intestinal ), y los pulmones.</span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><b style="color: #e06666;">LINFEDEMA SECUNDARIO</b></span><span style="color: #e06666; font-size: small;">: </span><span style="font-size: small;"> Aquí esto ocurre en las regiones mas alejadas del tronco( distal), y se drena a través de los vasos linfáticos dañados, por eje. si los nodos linfáticos han sido extraídos debido a cirugía, o se hacen enfibrosado debido a la radioterapia. Por ello, ésta suele aparecer en el brazo después de una mastectomía, en un brazo o pierna después de una operación por una melanoma, o en una o ambas piernas después de cirugía por cáncer en la región pélvica. También es bastante frecuente que aparezca después de un accidente grave (por eje. de motocicleta) que es causa que muchos vasos linfáticos sean dañados.</span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><br />
</span></div><h2 style="color: #cc0000; font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: large;"><u>SU DIAGNÓSTICO</u></span></h2><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Esto normalmente es muy sencillo, estudiando el historial de la condición y por simple observación. A veces sin embargo puede ser difícil, sobre todo si dos condiciones coexisten. Algunos métodos especiales como el TAC y la linfoescintigrafía están disponibles. En el pasado se usaba la linfografía (Rayos X del Sistema Linfático inyectado con un medio aceitoso para su contraste) pero esto a veces bloqueaba el restante sistema linfático, y su uso ha sido ahora completamente suspendido, excepto en circunstancias especiales. Si el Linfedema aparece por ninguna razón obvia, la posibilidad de cáncer siempre debe investigarse.</span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Aquí os dejo el enlace sobre una noticia salida en el dia de hoy que cuenta la historia de un hombre estadounidense que sufre de linfedema escrotal gigante desde hace 3 años:</span></div><div style="color: #ea9999; font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"><u>http://www.elmundo.es/america/2011/10/19/estados_unidos/1319058459.html</u></span><br />
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</u></span></div>Greta.Laurahttp://www.blogger.com/profile/09292112421867742846noreply@blogger.com0tag:blogger.com,1999:blog-7453408213840858150.post-42979834955134542222011-10-18T17:58:00.008+02:002011-11-03T18:53:10.628+01:00Púrpura de Henoch-Schönlein<div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">La enfermedad llamada púrpura de Henoch-Schönlein (PHS) es una inflamación generalizada de los vasos sanguíneos (vasculitis) que puede producir alteraciones en la función de distintos órganos o tejidos. Fue descrita por primera vez en 1801 por Heberden, aunque fue Schönlein, en 1837, quien observó la relación entre la púpura y la artritis, y Henoch describió las manifestaciones renales en 1899.</span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Esta enfermedad tiene una incidencia anual entre 13.5-18 casos por cada 100000 niños, y es fundamentalmente pediátrica, de rara presentación en adultos, en los que el pronóstico es peor, ya que se asocia con una mayor probabilidad de sufrir una enfermedad renal a largo plazo. Más del 90% de casos reportados son pacientes pediátricos menores de 10 años, con un pico de incidencia a los 6 años de edad. Cuanto menor es la edad, menos intensa es la sintomatología y la posibilidad de secuelas renales disminuye. Tiene un mayor predominio en los varones, con una relación de 1 varón por cada 1.5-2 mujeres.</span></div><span style="font-family: Times,"Times New Roman",serif;"> </span><br />
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<div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"><b><u><i>Síntomas</i></u></b></span></div><div style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> </span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">La PHS consiste en puntos de color púrpura en la piel (fundamentalmente en las extremidades inferiores y glúteos), dolor articular, problemas gastrointestinales y glomerulonefritis, aunque también puede afectar a otros órganos. Se ha asociado con diversos agentes infecciosos, pero no se ha podido establecer una relación causal con ninguno de ellos.</span></div><div class="MsoNormal" style="font-family: Times,"Times New Roman",serif; text-align: justify;"><br />
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<div style="font-family: Times,"Times New Roman",serif; text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-tauva2ET37H7VnxhgMYA7Sl5BO3NetITh89EaXFomW2K4UaEiyQPjKOc26QUgaphXbWAfD-DolCnsUWqUHVSrlfZRsvmOcot8ZkCCX6FHvty8orFv_YCjUrD2r2ifNT1bgB74YwnsVI/s1600/ghsgfh.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-tauva2ET37H7VnxhgMYA7Sl5BO3NetITh89EaXFomW2K4UaEiyQPjKOc26QUgaphXbWAfD-DolCnsUWqUHVSrlfZRsvmOcot8ZkCCX6FHvty8orFv_YCjUrD2r2ifNT1bgB74YwnsVI/s320/ghsgfh.jpg" width="320" /></a><span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">La púrpura se define como la alteración de la coloración de la piel o de las mucosas debido a la extravasación de las células sanguíneas, y desde el punto de vista fisiopatológico se produce por una alteración de la coagulación o por afectación de la pared vascular. La razón de que esto ocurra no está del todo clara.</span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> </span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Se presentan síntomas de problemas intestinales en dos tercios de los casos, y se asocian con vómitos y diarrea, simulación de apendicitis, o deposiciones sanguinolentas. En un 5% de los casos puede haber complicaciones digestivas graves, como obstrucción de arterias, perforación intestinal o, tardíamente, obstrucción intestinal. Actualmente el uso de la ecografía abdominal permite diferenciarla de otros problemas, como de la apendicitis, aunque no es posible distinguirla de otras enfermedades, como de la invaginación intestinal. En ocasiones, ante la sospecha de perforaciones, invaginaciones intestinales o sangrado masivo puede ser necesaria una intervención quirúrgica. </span></div><div style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> </span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> </span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">En relación con los síntomas articulares, en un 66% de los casos se presentan dolores articulares con hinchazón en las rodillas, tobillos, codos o muñecas. Otras manifestaciones raras son la inflamación esofágica, pancreatitis, hemorragias pulmonares y un aumento de las plaquetas. La obstrucción de los uréteres, convulsiones, ceguera, hemorragias intracerebrales y vasculitis cerebral son algunas de las manifestaciones poco frecuentes pero graves de la enfermedad. </span></div><div style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> </span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> </span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">El riñón suele ser el órgano más afectado, ocurriendo esto en un 33% de los niños enfermos y hasta en un 66% en los adultos con PHS. El signo más frecuente es la presencia de sangre en orina, y puede llegar a producir insuficiencia renal tanto aguda como crónica. No está del todo clara la relación entre la afectación renal y las manifestaciones en otros órganos del cuerpo, por lo que debe hacerse una biopsia renal para hacer la diferenciación.</span><br />
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</span></div><div style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> </span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><br />
</span></div><div style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> </span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><u><i><b>Causas</b></i></u></span></div><div style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> </span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Su etiología es aún desconocida, pero se considera que es causada por un agente infeccioso (virus o bacteria) unido a un anticuerpo del tipo IgA que se deposita en los vasos de los órganos afectados. Se cree que está relacionado con la IgA ya que este anticuerpo se encuentra elevado en la PHS y en los depósitos de los vasos renales, lo que sugiere que existe una respuesta anormal de este sistema que ataca a pequeños vasos sanguíneos, articulaciones, tracto digestivo, riñones y muy raramente, al sistema nervioso central, produciendo la enfermedad. Sin embargo, también se han descrito casos de PHS coincidiendo con la toma de algunos medicamentos o alimentos, tras picaduras de insectos, o tras una exposición al frío o a toxinas químicas.</span></div><div style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> </span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><br />
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</span></div><div style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> </span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><u><i><b>Pronóstico</b></i></u></span></div><div style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> </span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">El paciente con esta enfermedad normalmente mejora por sí solo sin tratamiento y la mayoría se recupera completamente. Tiene como promedio de duración 1 mes, aunque puede durar varios años, tanto de forma continua como con recaídas. La mortalidad de los pacientes es muy rara, y solo entre el 1-5% de los niños con esta enfermedad sufren nefropatía terminal. La enfermedad en general es autolimitada y benigna; las posibles complicaciones que se pueden producir son problemas renales o sangrado dentro del cuerpo.</span></div><span style="font-family: Times,"Times New Roman",serif;"> </span><br />
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<div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><u><i><b>Tratamiento</b></i></u></span></div><div style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"> </span></div><div class="MsoNormal" style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-RlPVgSzU1qV0NGmS04qsE_RY5NwN4srtNRiW_RtI_NNOtsDs6kAGnqSOQ4thiPzF1PdMn9QVZjVrCY0367FPOG0CXx8Sg64ONcILhSrhRBZEhh9scP56OVjjsmIdl0PvW_XxtEtCMeI/s1600/content01.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="211" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-RlPVgSzU1qV0NGmS04qsE_RY5NwN4srtNRiW_RtI_NNOtsDs6kAGnqSOQ4thiPzF1PdMn9QVZjVrCY0367FPOG0CXx8Sg64ONcILhSrhRBZEhh9scP56OVjjsmIdl0PvW_XxtEtCMeI/s320/content01.jpg" width="320" /></a></div><span style="font-size: small;">No existe un tratamiento específico para esta enfermedad, y en la mayoría de los casos desaparece por sí sola sin tratamiento. Pero en<b><span style="font-weight: normal;"> general, se tratan con analgésicos los dolores abdominales y articulares, y si las lesiones son muy abundantes o las manifestaciones muy intensas, se puede requerir el uso de corticoides, aunque estos están reservados para los pacientes con daño renal prolongado que evoluciona a la cronicidad. Sin embargo, algunos estudios sugieren que el tratamiento con corticoides de forma preventiva en pacientes con factores de riesgo de padecer daño renal puede impedir su aparición. En ocasiones, los sangrados digestivos o los síntomas de obstrucción intestinal pueden llevar a la intervención quirúrgica. </span></b></span></div><br />
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</div>Greta.Laurahttp://www.blogger.com/profile/09292112421867742846noreply@blogger.com0tag:blogger.com,1999:blog-7453408213840858150.post-17765674505445999052011-10-17T14:18:00.001+02:002011-10-24T09:48:56.922+02:00Somos más de tres millones, únete!!!<div style="color: black; font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;"><b>“Vivir con una enfermedad rara es difícil. Difícil ya por lo que dice la palabra rara, de poco frecuente, que no conoces a nadie que tenga esa misma enfermedad; no sabes dónde están los especialistas, no tienes información fiable de lo que es, ni el tratamiento que puedes tener; no sabes si ese tratamiento es el adecuado” (Rosa Sanchez de Vega, presidente de la Federación Española de Enfermedades Raras).</b></span></div><div style="color: black; font-family: Times,"Times New Roman",serif;"><br />
</div><a href="http://www.blogger.com/post-edit.g?blogID=7453408213840858150&postID=1776567450544599905&from=pencil" id="video-0" style="color: black; font-family: Times,"Times New Roman",serif;"></a><br />
<div class="separator" style="clear: both; text-align: center;"><a href="http://www.blogger.com/post-edit.g?blogID=7453408213840858150&postID=1776567450544599905&from=pencil" id="video-0" style="color: black; font-family: Times,"Times New Roman",serif;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dyXdedAUMr1-1a8CkORgImzspfxJ2pERiYaMOaYfp65CP8eDXKon2MJDHdN4iJfZ-ox1FhAvL4SXhVYmw0uAw' class='b-hbp-video b-uploaded' frameborder='0'></iframe></a></div><br />
<div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">Este tipo de enfermedades tiene una baja frecuencia o aparece raramente en la población. Para una enfermedad ser considerada rara, sólo puede afectar a un número limitado de la población total. En Europa está definido como menos de 1 cada 2000 ciudadanos. </span></div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><br />
</div><div style="font-family: Georgia,"Times New Roman",serif; text-align: justify;"><span style="font-size: small;">La Federación Española de Enfermedades Raras lleva a cabo una campaña de sensibilización que lleva por lema: "<u>Sabemos lo que queremos: Enfermedades Raras, una prioridad social y sanitaria</u>", que tiene su principal eje en el día Mundial de las Enfermedades Raras.</span></div><a href="http://www.blogger.com/post-edit.g?blogID=7453408213840858150&postID=1776567450544599905&from=pencil" id="video-0" style="color: black; font-family: Times,"Times New Roman",serif;"><br />
</a>Greta.Laurahttp://www.blogger.com/profile/09292112421867742846noreply@blogger.com0