tag:blogger.com,1999:blog-57858004984727316902024-03-12T18:03:41.196-07:00Corazón Loconunca es pronto para enfermar, a mi me tocó una fibrilación auricularCorazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.comBlogger32125tag:blogger.com,1999:blog-5785800498472731690.post-23517128953704885722021-08-16T15:55:00.000-07:002021-08-16T15:55:26.184-07:00Miedo a la muerte en tiempos de covid<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-7LlFN2v8QC0/YRro33ov6NI/AAAAAAAAAaA/hw9ruTjW2Xsxwl9IG3notHfOJtlsM1HHwCLcBGAsYHQ/s580/CovidFoto.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="330" data-original-width="580" height="182" src="https://1.bp.blogspot.com/-7LlFN2v8QC0/YRro33ov6NI/AAAAAAAAAaA/hw9ruTjW2Xsxwl9IG3notHfOJtlsM1HHwCLcBGAsYHQ/s320/CovidFoto.jpg" width="320" /></a></div><br /><p></p><p><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal">Estamos en una época difícil por el Covid, especialmente
para la gente mayor y para las personas con problemas de salud. Los que
padecemos de corazón, hipertensión, diabetes, y otras patologías somos
“personas en riesgo”. Ello implica que infectarnos por el coronavirus nos puede
poner las cosas difíciles, por eso la vacuna, aunque no infalible, nos puede
ayudar. En el caso de las arritmias, la probabilidad de que reaparezcan las
afecciones dormidas, o se agraven la ya existentes, es muy alta. Esta alta probabilidad
no solo se da porque el virus ataca las células del corazón y por tanto las
favorece, sino tambien porque algunos fármacos utilizados para su cura tienen
graves efectos secundarios sobre el corazón, hasta tal punto que varios países
ya han prohibido el uso de quininas como tratamiento.</p>
<p class="MsoNormal">En estos tiempos es normal pensar más en la muerte, y en las
probabilidades que tenemos de que, si nos infectamos, terminemos nuestros días
solos en la cama de un hospital, sin nadie a nuestro lado.</p>
<p class="MsoNormal">Yo he tenido momentos de verdadera angustia en este año y
medio, no solo por mi, sino por mi familia. Me he angustiado porque mi madre es
muy mayor y la infección terminaría con ella con alta probabilidad, me he
angustiado por mi hermano que tiene que trabajar como transportista y tiene más
riesgo, por mi expareja que trabaja y a veces suele obviar las medidas de
seguridad por exceso de confianza. Pero también me he agobiado por mi mismo,
porque realmente, cuando la idea me llega a la cabeza me produce una terrible
angustia. Si, tengo momentos en los que me da mucho miedo morirme y la angustia
me invade, pero cuando pasan unos minutos, empiezo a pensar otras cosas. </p>
<p class="MsoNormal">Cuando he viajado por otros países he visto grandes
diferencias entre nosotros, los países occidentales, y otros países en los que
he estado como Brasil, Guinea o Colombia. Me refiero a nuestra actitud ante la
muerte. Recuerdo un viaje a Guinea Ecuatorial en el que durante la primera
semana en Malabo oímos tambores todos los días durante una semana. Luego nos
enteramos que la razón de ese jolgorio era la muerte de un “papa”, un anciano
venerado por su tribu. Cuanto más importante era el “papa” más días y más
jolgorio se montaba cuando moría. Un día acompañe a mi amigo a otro entierro,
para cuya asistencia era condición indispensable comprar algo de alcohol, y así
lo hicimos, mi amigo compró unos cartones de vino Don Simón como presente para
la familia. Cuando llegamos a la aldea, a unas 2 horas de Malabo, todos estaban
bailando y cantando. Me presentaron a la familia del finado y todos tenían una
sonrisa serena en su cara, parecía que estuviesen disfrutando el entierro como
si fuese una boda para nosotros. La actitud de ninguno de los miembros de su
tribu o de su familia era de pesar, y no era por el efecto del vino, ya que no
tenían hasta que nosotros se lo llevamos.</p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-Q_v_F-QOeOU/YRrpJlxy1JI/AAAAAAAAAaI/N35NoCC0_hIzW-rZBdtnTDx5u8RLVZmRQCLcBGAsYHQ/s600/muerte6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="400" data-original-width="600" height="213" src="https://1.bp.blogspot.com/-Q_v_F-QOeOU/YRrpJlxy1JI/AAAAAAAAAaI/N35NoCC0_hIzW-rZBdtnTDx5u8RLVZmRQCLcBGAsYHQ/s320/muerte6.jpg" width="320" /></a></div><br /> <p></p>
<p class="MsoNormal">Sin tanta algarabía he visto la aceptación a la muerte y a
la enfermedad en otros sitios, pero siempre en países que consideramos
subdesarrollados. En Colombia he visto la paciencia con la que las madres
aceptaban las muertes de sus seres queridos, en Brasil la calma y la
tranquilidad ante las desgracias. En todos los casos siempre me sorprendió esa
aceptación, no había resistencia a la desgracia, era una total resignación tal
como la define el diccionario.</p>
<p class="MsoNormal">Al contrario que las culturas deístas, en las que se asume
la existencia de un más allá, y de la eternidad después de esta vida, que es
sólo de paso, muchas otras culturas simplemente han aceptado que la vida es
así, un ciclo breve de existencia en el que no hemos decidido participar, sino
que nuestros padres decidieron por nosotros, y en el que simplemente
participamos como mejor podemos. Esta cercanía a la vida sin dramas ni
rechazos, sin miedos pero con mucho respeto, e incluso temor por lo vivo, lo he
visto en los estratos más humildes de esas sociedades, o en los indígenas que
me han guiado en mis excursiones por la selva.</p>
<p class="MsoNormal">La actitud contraria a la aceptación de la vida tal como es,
con sus maravillas y sus desgracias, es lo que domina y se nos ha inculcado en
nuestra sociedad occidental. En nuestra cultura se teme todo lo relacionado con
la muerte, la muerte y la enfermedad se toman como fracasos, hay que
ocultarlos. La gente prefiere mantener en secreto sus problemas de salud, a
veces para no dar la sensación de que han" fracasado". Pero también
se aísla al enfermo, se le saca de la sociedad, se le oculta, y a menudo incluso él se oculta.
No se convive con la enfermedad públicamente, y mucho menos con la muerte.
Nadie habla de la muerte, nadie la tiene en cuenta, nadie se prepara para ella.
La tribu protectora ha desaparecido y ahora es el estado u otras instituciones,
las que se encargan de los enfermos.</p>
<p class="MsoNormal">Los budistas se pasan toda su vida preparándose para la
muerte, la búsqueda del dharma es precisamente vivir el momento para no tener
que temer el futuro y así no angustiarse por la certeza de la llegada del
bardo, como lo llaman. Sin embargo, un estudio reciente<span style="mso-spacerun: yes;"> </span>(Nichols et al. 2018 Cognitive Science
42:314) demuestra que son los budistas, en comparación con cristianos,
hinduistas o americanos no creyentes, los que tienen mayor miedo a la muerte,
lo que apoya que las ideas que nos formamos de las cosas pueden no tener mucha
relación con la realidad. Puede que en los países budistas ocurra lo mismo que en
el resto de países creyentes, una cosa son los principios, y otra muy diferente
hacerlos propios y aplicarlos. </p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-esMPByFnHi0/YRrrl0sF7tI/AAAAAAAAAaQ/TCRcuTunFjkJIvrxl8FPPWYlsd3eVAisACLcBGAsYHQ/s2048/Monjes-budistas-tibetanos-en-McLeod-Ganj-India.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" height="240" src="https://1.bp.blogspot.com/-esMPByFnHi0/YRrrl0sF7tI/AAAAAAAAAaQ/TCRcuTunFjkJIvrxl8FPPWYlsd3eVAisACLcBGAsYHQ/s320/Monjes-budistas-tibetanos-en-McLeod-Ganj-India.jpg" width="320" /></a></div><br /> Cuando se tiene una enfermedad crónica del corazón, o
cualquier otra enfermedad, y se vive en estos tiempos en los que la
muerte está esperándonos en forma de virus, hay que pensar en la muerte, y yo
creo que hay que aprender a tenerla presente y prepararse. Alquien dijo una vez
que si quieres aceptar tu muerte sin miedo tienes que aprender a vivir sin
miedo.<span style="mso-spacerun: yes;"> </span>Hay que pensar en la muerte y
prepararse para ella, no de forma negativa, dramática, o depresiva. Al
contrario, aprender a aceptar la muerte es una actividad intensa que requiere
estar constantemente activos.<p></p>
<p class="MsoNormal">Los creyentes tienen una gran ventaja, porque si realmente
son creyentes, verán la muerte como otra posibilidad, como una transición. Pero
esto solo les ocurrirá a los verdaderos creyentes, como a los verdaderos
budistas que comenté antes. Reencarnarse, creer en un cielo, en un más allá es
uno de los mejores recursos para enfrentarse a la muerte, para quienes
realmente crean, claro, porque he visto algunos creyentes resistirse y temer la
muerte como el que más. Pero yo no soy creyente, para mi solo hay una vida, y
claro que nos reencarnamos, todos estamos hechos con los átomos que antes
formaron parte de muchos otros seres, pero cuando nos morimos, todo termina.
Todo en nuestra existencia tiene un proceso de nacimiento, desarrollo y muerte:
los seres vivos, las sociedades, los países, nuestra tierra, y, posiblemente, hasta
nuestro universo.</p>
<p class="MsoNormal">Creo firmemente que el propósito de la vida no es perdurar,
no es llegar a viejos por llegar. Creo que el propósito es avanzar en nuestra
esencia, conocernos, evolucionar, experimentar, vivir aceptando la vida todo lo
que se pueda, no es tanto acumular experiencias como disfrutar con intensidad y
autenticidad lo que se vive. Conozco gente que acumula viajes u otras
experiencias como quien acumula sellos, y he conocido gente que no han salido
de su país y han disfrutado de su vida plenamente. </p>
<p class="MsoNormal">Pero lo cierto es que cuando me agobio por el virus y pienso
que puede afectarme mortalmente, al rato pienso si mi vida a merecido la pena, y la conclusión
es que sí. Yo creo que he tenido mucha suerte en mi vida, he tenido la suerte
de tener una producción de endorfinas suficientemente alta como para ser alegre
desde niño. Siempre he tenido una visión lúdica de la vida. He sido un
apasionado de la mayoría de cosas que he hecho, y nunca he considerado mi
profesión un trabajo, sino un verdadero disfrute. Hasta hace muy poco tiempo
nunca me preocupé por saber nada que tuviese que ver con mi nómina, siempre me
consideré un afortunado porque me pagan por hacer lo que me gusta. He
disfrutado mucho de la vida, y lo que creo más importante, he hecho disfrutar a
la gente con mi alegría y mi vitalidad. Siempre fui bastante payaso, lo heredé
de mi padre y lo desarrollé lo que pude, incluso, aunque brevemente, en el
escenario. He sido un profesor al que algunos alumnos han apreciado (lo se por
sus comentarios), y he tenido la dicha de haber influido en las trayectorias
vitales de varios de ellos,(conozco a varios cuyas profesiones han estado
determinadas por mi influencia), y eso, el saber que has influido en la
felicidad de la gente, es algo impagable.</p>
<p class="MsoNormal">He trabajado mucho, sé que puede sonar vanidoso, pero he
sido uno de los profesores que mas dinero y proyectos<span style="mso-spacerun: yes;"> </span>ha aportado<span style="mso-spacerun: yes;">
</span>a mi universidad, lo que quiere decir que he contribuido
significativamente a su desarrollo y promoción. He publicado por encima de la
media y creo que he contribuido al desarrollo de mi entorno, a la vez que a la
protección y mejora de la naturaleza, lo que han sido siempre algunos de mis
objetivos personales: entender la vida, mejorar mi sociedad y proteger el medio
ambiente para que lo disfruten los que vengan. Pero también he pecado de
ambición y de soberbia laboral, muchas veces no he sabido parar, quedarme,
disfrutar mejor de lo que había, siempre he generado ideas y mi apasionamiento
me ha llevado a querer ejecutarlas, a veces, de forma atropellada y sin pensar
en las consecuencias, que suelen ser el estrés y el no poder profundizar lo
suficiente. En algunas cosas he pasado muy superficialmente por ellas. Esta
ambición laboral creo que ha sido el origen de mi problema de salud. Estoy
convencido que mi arritmia ha sido, también (mi padre ya la tenía), favorecida
por esta visión apasionada y ambiciosa en mi trabajo, una falta de autocontrol
que he pagado con mi salud.</p>
<p class="MsoNormal">Creo, al menos, que la enfermedad me ayudó a entenderlo y
desde entonces he aprendido a disfrutar parte de mi vida como si fuese un
jubilado. Si, a alguno le podrá parecer raro, incluso no ético. Pero durante
varios años colaboré en el rectordo de la universidad haciendo estadísticas y
me di cuenta que había trabajado, a los 45 años, más que el 90 por ciento de
mis colegas de universidad en toda su vida laboral. Entonces me percaté que
había pagado a la sociedad mucho más de lo que se me pedía, y que tambien lo
había pagado con mi salud. Entonces tomé la decisión de que parte de mi tiempo
laboral lo utilizaría como si fuese mi tiempo de jubilación ya que hay una alta
posibilidad de que no viva hasta la jubilación, o que lo haga en malas
condiciones. Así que dejé de trabajar tanto, aprendí a decir que no a muchas
cosas, aprendí a seleccionar y a profundizar mejor en lo que hacía. Claro que
no ha sido perfecto, porque cuando se tienen ideas cuesta mucho no querer
llevarlas a cabo. Pero sí lo he conseguido en buena parte. Como consecuencia,
he dedicado parte de mi tiempo a hacer otras cosa que me gustaban, como
carpintería, pintura, dibujo, tapicería, fotografía, vela, remo, etc. puedo
decir que he aprendido un oficio, el de carpintero, y he entendido el valor del
tiempo y del artesano, y sobre todo he aprendido a ver, hacer y entender cosas
que antes no veía ni valoraba</p>
<p class="MsoNormal">También he viajado bastante, siempre creí que ya que hemos
tenido la suerte de vivir hay que conocer un poco como es este mundo
maravilloso que nos ha tocado. Tal vez he viajado mucho menos de lo que me
hubiese gustado, pero la mayoría de las veces lo<span style="mso-spacerun: yes;"> </span>he hecho como un viajero, no como un turista,
de hecho en muchos sitios he viajado para ir a trabajar, o al menos ese era
parte del objetivo del viaje. He visto parte del mundo que me ha tocado vivir,
he disfrutado de otras culturas, de otros paisajes de otra gente. Guardo en mi
memoria todas esas experiencias como quien ha hecho muchas obras de arte a lo
largo de su vida, pero en este caso esas obras solo quedan dentro de mi</p>
<p class="MsoNormal">Me he sentido muy querido y he querido, pero tambien he sufrido,
y he hecho sufrir, desgraciadamente. El problema de los que somos apasionados
es que se disfruta y se sufre con intensidades parecidas. He cometido muchos
errores, y estoy lejos de haber madurado lo que me hubiese gustado. He sido muy
generoso en muchos aspectos de mi vida, pero tambien he tenido un cierto nivel
de narcisismo, egoísmo y vanidad que a veces han hecho daño, algo de lo que me
arrepentiré siempre, y que hubiese preferido no haber cometido. Me hubiese
gustado haber sabido querer mucho mejor de lo que lo he hecho.</p>
<p class="MsoNormal">Si ahora me muriese, solo lo sentiría por no haber podido
evolucionar más, madurar mas y aceptarme y conocerme mucho mejor. Hay gente que
dice que se conoce muy bien y yo la admiro, pero yo no puedo decirlo. Me he
pasado media vida intentando conocerme y todavía no lo he conseguido, sobre
todo porque creo que realmente uno nunca termina por conocerse bien, y eso para
mí es una cualidad; como leí una vez “ if you are not dead, you are not done
yet”.<span style="mso-spacerun: yes;"> </span>Me gustaría tener la sensación de
que siempre podré mejorar, de que siempre podré aprender un poco más, de que
siempre podré entenderme y entender la vida un poco mejor, de que puedo
sorprenderme a mí mismo, de que puedo ser mejor persona. Decía un famoso
filósofo que la gente realmente inteligente era gente de una profunda bondad, y
yo estoy totalmente de acuerdo, porque la bondad, como la inteligencia, se
aprende. Pero tambien hay que ponerle ganas.</p>
<p class="MsoNormal">Creo por tanto que a mis años he disfrutado mucho de la
vida. He tenido suerte porque no he sufrido grandes contratiempos, se lo que es
sufrir por la muerte de un padre, por las separaciones y rupturas
sentimentales, por los errores que he cometido y que han hecho daño a otras
personas, por mi propia enfermedad, pero en comparación con otros que han
tenido mucha menos suerte que yo, tengo que considerarme un hombre muy
afortunado. </p>
<p class="MsoNormal">Por ello, cuando me entra el agobio del miedo, hago este
balance y entonces simplememte me relajo, dejo de pensar, acepto lo que venga e
intento dejar que la vida fluya, luchando siempre por verla con el suficiente
desapego. <br /></p>
<p> </p>Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com0tag:blogger.com,1999:blog-5785800498472731690.post-90270505556158274702020-03-29T15:51:00.001-07:002020-04-19T14:01:21.160-07:00CUANTO DURA EL EFECTO DE LA ABLACIÓN DE LAS VENAS PULMONARES?<br />
RECURRENCIA DE LA FIBRILACIÓN AURICULAR (FA) DESPUES DE LA ABLACIÓN<br />
<br />
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<a href="https://1.bp.blogspot.com/-TsUTgi4LQFA/XoEiQge8znI/AAAAAAAAAT8/yft0TmD-sR4bwymvfsjOLtnRgp1-Q8tigCLcBGAsYHQ/s1600/Calendario.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="303" data-original-width="538" height="180" src="https://1.bp.blogspot.com/-TsUTgi4LQFA/XoEiQge8znI/AAAAAAAAAT8/yft0TmD-sR4bwymvfsjOLtnRgp1-Q8tigCLcBGAsYHQ/s320/Calendario.jpg" width="320" /></a></div>
<br />
<br />
<br />
Cuando se ha pasado por dos ablaciones, como es mi caso, una
de las preguntas que nos hacemos es ¿y cuánto tiempo más podré estar sin FA?. Lo que
ningún médico me comentó es que la ablación no es una solución definitiva, en
la mayoría de los casos funciona durante algunos años, pero en función del tipo
de FA y de otros factores como el peso, presencia de otras patologías
cardiacas, etc. la reversión a FA puede ser realmente corta.<br />
<br />
<br />
Preguntándome por esta duración realicé una pequeña búsqueda
bibliográfica sobre el tema y presento aquí los resultados de los pocos
artículos que encontré, ya que este aspecto es aún objeto de estudio. La comparación
de trabajos debe hacerse con cuidado ya que la población analizada cambia en
cada caso. Para análisis más detallado deben consultarse estos datos de base en cada artículo.<br />
<br />
<br />
Uno de los primeros trabajos publicados fue el de Schreiber
et al. (2015), quienes revisan la evolución de 549 pacientes que presentaban FA
persistente y que fueron sometidos a una o dos ablaciones. Lo interesante de
este artículo es el estudio del éxito de la ablación, medido en el número de
meses hasta que aparece la FA. Se observa que en el caso de la FA persistente,
una sola ablación tiene un éxito de solo el 20% al cabo de 60 meses, mientras
que dos ablaciones alcanza el 56% de éxito al cabo de 5 años. <br />
<br />
<br />
<br />
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<a href="https://1.bp.blogspot.com/-SWfA4CCiNbM/XoEiZQ0HkCI/AAAAAAAAAUA/wc3ou7k6CFIz015ceVl1g-OmO4dRenUjQCLcBGAsYHQ/s1600/Fig1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="422" data-original-width="986" height="272" src="https://1.bp.blogspot.com/-SWfA4CCiNbM/XoEiZQ0HkCI/AAAAAAAAAUA/wc3ou7k6CFIz015ceVl1g-OmO4dRenUjQCLcBGAsYHQ/s640/Fig1.jpg" width="640" /></a></div>
<br />
<br />
<br />
<span style="mso-fareast-language: ES; mso-no-proof: yes;"></span><br />
<br />
El trabajo de Yubing et al. (2018) estudia la recurrencia de
la FA en pacientes con FA persistente.<span style="mso-spacerun: yes;"> </span>La
recurrencia después de la primera ablación varió desde el 49 al 60% al cabo de
uno a 4 años. El 92% de las recurrencias aparecieron en los primeros 2 años. <span style="mso-spacerun: yes;"> </span>En el caso de ablaciones repetidas (se llegan
a repetir hasta 4 y 5 veces), la recurrencia varió entre el 33 y el 48% al cabo
de 1 a 6 años. En este caso el 93% de las recurrencias aparecieron en los
primeros dos años. El % de pacientes que se mantienen en ritmo sinusal fue del
40%, 51% y 52% al cabo de 1, 2 y 3 o 4 ablaciones, respectivamente.<br />
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-gXs4v-RQMGk/XoEinWK-m7I/AAAAAAAAAUI/ziqVx0voLQw5FMB_P3PzdoPqYWwQkwkCACLcBGAsYHQ/s1600/Fig2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="468" data-original-width="504" height="297" src="https://1.bp.blogspot.com/-gXs4v-RQMGk/XoEinWK-m7I/AAAAAAAAAUI/ziqVx0voLQw5FMB_P3PzdoPqYWwQkwkCACLcBGAsYHQ/s320/Fig2.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "calibri" , sans-serif; font-size: 11.0pt; line-height: 107%;">Diagrama
que indica como la probabilidad de recurrencia de la FA después de una única
ablación aumenta con el tiempo. Aquellos que llegan a los 36 meses sin haber
tenido recurrencias tienden a estar libres de FA durante los años que duró el
estudio (10 años<span style="font-family: "times new roman"; font-size: x-small;">)</span></span></td></tr>
</tbody></table>
<span style="font-size: x-small;"></span><br />
<br />
<br />
En el caso de la FA persistente se observa que los factores
que están relacionados de forma significativa con la recurrencia de la FA
fueron:<br />
<br />
<br />
´- Tiempo que se ha estado en FA antes de la ablación: haber
estado poco tiempo en FA antes de la ablación es lo más importante. Cuanto más
tiempo en AF mayor remodelación se produce en la aurícula, mas fibrilación y
menos probabilidad de que la ablación se mantenga a largo plazo.<br />
<br />
- Masa corporal. Los que tienen un índice alto de IMC recurren antes, estar
delgados es el segundo factor de importancia que favorece el mantenimiento del
ritmo sinusal.<br />
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</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-1XZhc0ip1d0/Xpy772KsP4I/AAAAAAAAAU8/BjmX8nYM3ioHCOeCYd-4I1X9KxWw-dbsACEwYBhgLKs4DAL1Ocqx95OdFt46aCiCt_c7IMX1ZlqYjVfCCs7wVAJIBmmnedxbVyI_Vk1nVWLNzYeTPGtn00m5XhCZA8AuiMwE8W44SX2UnQrOZUw3Hy5kDFKRaMFPColjdwQKWli1kgYCnloTBZ71NoaMywwEqqiQVQPzdAXSB_xrH7_g3rXLtQJT5DgdVI6G2JmLuLBm0gpMzlYDLZjRT4WAxtwepvjntCU4543ultwg6pmKE-fzMoB907zUz2_6e0geXkC9NVN-xHY8YypSYDtPNTdwhd9T77fEFZiUKjfb1rSUIeJ_5zllUsZ9LjEg5QCDE13cQSZ_sNY_a_qELsRazH3lFkHXkt3pfGzFLAb0rlHjTMW5XHnCanD2T45sUXLfl_98YQfCo6AqqhrjYpkv_uETm9d6VpWOkV-T9Gic72fo5WT0jGDB94gYOF00lTMx5PiZZtk0LuSYs3zvAvivkdvYO4WgTCGRbQzJknToEX_0tZFJ7IiZxmqf1xnbFySTOub6nJnf5BESLd89MpW39Z-8c7Ol4OQkExNjshQ1wBt5_Vmx4i6sZphrFdJ2EX97kp2opMabYxaw3wi4e8IEbOmOWnJLEgzQ-xzMnBrdJG3wwMM_88vQF/s1600/Fig3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="448" data-original-width="521" height="275" src="https://1.bp.blogspot.com/-1XZhc0ip1d0/Xpy772KsP4I/AAAAAAAAAU8/BjmX8nYM3ioHCOeCYd-4I1X9KxWw-dbsACEwYBhgLKs4DAL1Ocqx95OdFt46aCiCt_c7IMX1ZlqYjVfCCs7wVAJIBmmnedxbVyI_Vk1nVWLNzYeTPGtn00m5XhCZA8AuiMwE8W44SX2UnQrOZUw3Hy5kDFKRaMFPColjdwQKWli1kgYCnloTBZ71NoaMywwEqqiQVQPzdAXSB_xrH7_g3rXLtQJT5DgdVI6G2JmLuLBm0gpMzlYDLZjRT4WAxtwepvjntCU4543ultwg6pmKE-fzMoB907zUz2_6e0geXkC9NVN-xHY8YypSYDtPNTdwhd9T77fEFZiUKjfb1rSUIeJ_5zllUsZ9LjEg5QCDE13cQSZ_sNY_a_qELsRazH3lFkHXkt3pfGzFLAb0rlHjTMW5XHnCanD2T45sUXLfl_98YQfCo6AqqhrjYpkv_uETm9d6VpWOkV-T9Gic72fo5WT0jGDB94gYOF00lTMx5PiZZtk0LuSYs3zvAvivkdvYO4WgTCGRbQzJknToEX_0tZFJ7IiZxmqf1xnbFySTOub6nJnf5BESLd89MpW39Z-8c7Ol4OQkExNjshQ1wBt5_Vmx4i6sZphrFdJ2EX97kp2opMabYxaw3wi4e8IEbOmOWnJLEgzQ-xzMnBrdJG3wwMM_88vQF/s320/Fig3.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">
El gráfico presenta la probabilidad de recurrencia de la FA
después de varias ablaciones. La pauta de recurrencia va aumentando hasta los 2
años, y se enlentece a partir de ese tiempo. Parece haber un largo periodo de
estabilidad entre los 3 años y los 6 años entre los que no aparece la FA, a
partir de los 6 años, los que se mantienen en RS tienden a mantenerla por
muchos años más.<br />
</td></tr>
</tbody></table>
<span style="font-size: x-small;"></span><b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />
<br />
<br />
En general, el estudio indica que la mayoría de la
recurrencia de la FA aparece en los 2 primeros años de la intervención, sea una
o varias ablaciones las que se hayan realizado.<br />
<br />
Se sabe que el tamaño de la aurícula izquierda es uno de los
factores de éxito en las ablaciones, cuanto más dilatada esté la aurícula menor
es la probabilidad de éxito de la ablación para mantener libre de FA al
enfermo.<br />
<br />
<br />
El trabajo de Chou et al. (2018) demuestra que existe otro grupo de pacientes
que deben considerarse en los estudios de ablación y que son aquellos que
después de una ablación vuelven a pasar a FA al cabo de poco tiempo, y que no
pueden ser controlados por fármacos, como es mi caso. El artículo muestra que
la fracción de eyección de la aurícula izquierda era mucho mejor predictor de
la recurrencia de la FA después de la ablación que el tamaño de dicha aurícula<br />
<br />
<br />
<br />
Lo que, en general, los estudios vienen a indicar (ver p. ej
la revisión <b style="mso-bidi-font-weight: normal;">de Mujovic et al. 2017a</b>)
es que la probabilidad de que una ablación, sea única o repetida, tenga éxito a
largo plazo para seguir manteniendo el ritmo sinusal va a depender de factores
como : edad (>70 años), la sintomatología (AF oligo o asintomática es mucho
menos favorable que la sintomática), el tamaño de la aurícula izquierda (si es
igual o >45 mm la probabilidad es menor), que la FA sea persistente (las
paroxísmicas son mucho más favorables al éxito), que esté asociada a otras
arritmias (existencia de taquicardias o flutter auriculares), exista otros
fallos estructurales en el corazón, obesidad, o que la FA no haya podido ser
controlada por la amiodarona. <br />
<br />
<br />
Yo cumplo 6 de esos aspectos que reducen el éxito de la
ablación en el mantenimiento del ritmo sinusal, por lo que la probabilidad de
que mi segunda ablación falle en un plazo de tiempo entre los 2 y los 5 años parece
ser bastante elevada.<br />
<br />
<br />
De hecho, en otro trabajo, estos mismos autores ( <b style="mso-bidi-font-weight: normal;">Mujovic et al. 2017b) </b>proponen un
índice que puede aplicarse para predecir la recurrencia después de un año de la
última ablación: Sexo masculino (1 punto), bloqueo en la conducción ventricular
(alteración de la onda QRS) (1punto), tipo de FA (paroxística=0, persitente=1 o
muy persistente=2), y la recurrencia temprana de la FA (1punto). El índice lo denominaron MBLatter (may be latter).<br />
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-uBmKn0kbj0s/XoEj3TVU1lI/AAAAAAAAAUg/G-GY7YW4np0_RbAEHnTFRsVu4PzBAeymQCLcBGAsYHQ/s1600/Fig4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="305" data-original-width="688" height="176" src="https://1.bp.blogspot.com/-uBmKn0kbj0s/XoEj3TVU1lI/AAAAAAAAAUg/G-GY7YW4np0_RbAEHnTFRsVu4PzBAeymQCLcBGAsYHQ/s400/Fig4.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Indice MB-LATTER (Mujovic et al 2017b) AF: fibrilación
auricular.</td></tr>
</tbody></table>
<br />
La suma de estos puntos indica la probabilidad de que se
repita la FA al cabo de 1 año. El máximo de puntos que se pueden tener es 6, y
tener 2 o más de 2 puntos indica una alta probabilidad de que se reproduzca la
FA después de un año de la última cardioversión.<br />
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-UtcM_3q7GxA/XoEkGZwq71I/AAAAAAAAAUk/_IPXjcz8G-YKqFPUPiq5Pdp0HBl18MAMgCLcBGAsYHQ/s1600/Fig5.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="253" data-original-width="338" height="297" src="https://1.bp.blogspot.com/-UtcM_3q7GxA/XoEkGZwq71I/AAAAAAAAAUk/_IPXjcz8G-YKqFPUPiq5Pdp0HBl18MAMgCLcBGAsYHQ/s400/Fig5.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "calibri" , sans-serif; font-size: 11.0pt; line-height: 107%;">Grafico
que indica la probabilidad acumulada de estar libre de una FA después de 1 año
de que se haya realizado la última ablación, según el índice MB_Latter. Cuando
el índice es igual o superior a 2 (se cumplen al menos 2 condiciones), la probabilidad
de que se reproduzca la FA al cabo de 3 años es de casi el 80%</span></td></tr>
</tbody></table>
<br />
<br />
<br />
La tasa a la que los
pacientes van perdiendo el ritmo sinusal fue del 16% anual, y la tasa acumulada
al cabo de los 3 años de la última ablación fue del 31%. Estos datos coinciden
con los de otros estudios que encuentran una incidencia del 7-10% anual en el
incremento de la aparición de la FA después de la última ablación. Podría
decirse que al cabo de 10 años, casi el 80% de los pacientes vuelven a tener
FA, salvo aquellos cuya FA era paroxística, con muy poca remodelación de la
aurícula, y sin otros problemas de conducción eléctrica en el corazón.<br />
<br />
<br />
Contrariamente a lo esperado, yo tengo un índice MBLatter de 6, y sin
embargo llevo 3 años en ritmo sinusal, lo que aguantaré así nadie lo sabe, así
que seguiré disfrutando de mi estado todo lo que pueda.<br />
<br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"></span><br />
<br />
<span lang="EN-GB" style="mso-ansi-language: EN-GB;">Referencias:</span><br />
<span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span>
<br />
<b style="mso-bidi-font-weight: normal;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Chou et al. 2018 Left atrial emptying fraction
predicts recurrence of atrial fibrillantio after radiofrequency catheter
ablation. PLoS ONE 13(1):e0191196.</span></b><br />
<b style="mso-bidi-font-weight: normal;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></b>
<br />
<b style="mso-bidi-font-weight: normal;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Mujovic et al. 2017a Catheter ablation of
atrial fibrillation: an overview for clinicians. Adv. Ther. 34:1897-1917</span></b><br />
<b style="mso-bidi-font-weight: normal;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></b>
<br />
<b style="mso-bidi-font-weight: normal;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Mujovic et al. 2017b Prediction of very late
arrhythmia recurrence after radiofrequency catheter ablation of atrial
fibrillation: The MB-LATER clinical score. Scientific Reports 7:40828
DOI:10.1038/srep40828</span></b><br />
<b style="mso-bidi-font-weight: normal;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></b>
<br />
<b style="mso-bidi-font-weight: normal;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Schreiber et al. 2015 Five-year follow-up after
catheter ablation of persistent atrial fibrillation using the stepwise approach
and prognostic factors for success. Circ. Arrhythm. Electrophysiol. 8:308-317.</span></b><br />
<b style="mso-bidi-font-weight: normal;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;"><br /></span></b>
<br />
<b style="mso-bidi-font-weight: normal;"><span lang="EN-GB" style="mso-ansi-language: EN-GB;">Yubing et al. 2018 Long-term outcome of
radiofrequency catheter ablation for persistent atrial fibrillation. </span>Medicine
97: 29(e11520).</b><br />
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />
<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com0tag:blogger.com,1999:blog-5785800498472731690.post-74607178139969411622017-03-04T12:50:00.000-08:002017-03-04T12:52:18.257-08:00SEGUNDA ABLACIÓN<br />
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<a href="https://2.bp.blogspot.com/-3RG01jBjCJ4/WLsiZtbCwUI/AAAAAAAAARI/A2m5prIpImMtU4EodbMebQ62ookV0m49gCLcB/s1600/segunda-oportunidad.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="159" src="https://2.bp.blogspot.com/-3RG01jBjCJ4/WLsiZtbCwUI/AAAAAAAAARI/A2m5prIpImMtU4EodbMebQ62ookV0m49gCLcB/s320/segunda-oportunidad.png" width="320" /></a></div>
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<span style="font-family: "calibri";">Hace un par de meses me han realizado la segunda ablación. La
probabilidad de éxito de la primera ablación era de un 60-70%, y al cabo de un
año el resultado fue que ganó el 30% restante. Mi fibrilación es rebelde, mi
aurícula se ha hipertrofiado y probablemente parte de mis
miocitos, las células del corazón, han aprendido a generar sus propios
impulsos, lo que está haciendo que el número de focos de excitación en la
aurícula no sea solo uno, como le sucede a la gente sana, o unos pocos emitidos
desde la base de las venas pulmonares, como sucede en la mayoría de
fibrilaciones, sino que sean varios focos en diversas zonas de la aurícula.<o:p></o:p></span></div>
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<span style="font-family: "calibri";"><strong>Un corazón bradicárdico<o:p></o:p></strong></span></div>
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<span style="font-family: "calibri";">Antes de la aparición de la fibrilación, mi corazón ya tenía
una patología, algo aparentemente inocuo según creían los cardiólogos hace años,
yo ya tenía una bradicardia, es decir un latido más lento de lo normal, debido
a que tengo desde hace décadas un bloqueo de la conducción del estímulo
eléctrico desde la aurícula al ventrículo. <o:p></o:p></span><br />
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<a href="https://3.bp.blogspot.com/-TpNP-fJcNnA/WLsiXoQa-jI/AAAAAAAAAQ8/LSh9mvYkvZ0rwPQScQTi2-JPultZDr5OACEw/s1600/bradicardia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://3.bp.blogspot.com/-TpNP-fJcNnA/WLsiXoQa-jI/AAAAAAAAAQ8/LSh9mvYkvZ0rwPQScQTi2-JPultZDr5OACEw/s320/bradicardia.jpg" width="320" /></a></div>
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<span style="font-family: "calibri";">Lo normal es que, para cada excitación y comprensión de la
aurícula, el estímulo que sale de la aurícula se comunique con el ventrículo y
provoque que este se contraiga después de que la aurícula lo haya hecho y la
sangre haya pasado al ventrículo. En mi corazón, esta conducción entre la
aurícula y el ventrículo no es eficaz y el tiempo de conducción del estímulo
entre la aurícula y el ventrículo es mucho más lento de lo normal, tan lento que
no solo me provoca la bradicardia, sino que a menudo la excitación de la
aurícula<span style="mso-spacerun: yes;"> </span>queda aislada y no va
acompañada de una contracción del ventrículo, creándose lo que se llaman
extrasístoles, ondas P que no van acompañadas del resto de onda o complejo
Q-R-S-T.</span><br />
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<a href="https://3.bp.blogspot.com/-23m5rBX36qk/WLsl1wDrw_I/AAAAAAAAARQ/ng1GFiVlyIUsDD3dOeeriPja1x6fQyTAACLcB/s1600/fig3344a.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="112" src="https://3.bp.blogspot.com/-23m5rBX36qk/WLsl1wDrw_I/AAAAAAAAARQ/ng1GFiVlyIUsDD3dOeeriPja1x6fQyTAACLcB/s400/fig3344a.gif" width="400" /></a></div>
<span style="font-family: "calibri";"><o:p></o:p></span> </div>
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<span style="font-family: "calibri";">Como se ha indicado en algunos trabajos, este
tipo de bradicarda parece estar relacionada con la aparición de fibrilación
auricular. Los miocitos están acostumbrados a excitarse y descargarse, y si les
llega poca excitación es probable que algunos de ellos aprendan a excitarse y descargarse
de forma independiente, sin necesidad de recibir el esperado impulso desde el
nodo auricular. Mi fibrilación auricular es por tanto un tipo de fibrilación
diferente de otras fibrilaciones, lo que también supone un comportamiento
diferente frente a los fármacos y las ablaciones. No se puede por tanto
comparar mi fibrilación con la de otras fibrilaciones, cada una tiene su origen
y condiciones propias de cada persona.<o:p></o:p></span></div>
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<span style="font-family: "calibri";"><strong>Segunda ablación<o:p></o:p></strong></span></div>
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<a href="https://4.bp.blogspot.com/--etsse0jGwA/WLsiXyoT_2I/AAAAAAAAARE/g3VxsKVCyuMklJHjlzVsDZhr9BO5tduSQCEw/s1600/imagen_re_49.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="https://4.bp.blogspot.com/--etsse0jGwA/WLsiXyoT_2I/AAAAAAAAARE/g3VxsKVCyuMklJHjlzVsDZhr9BO5tduSQCEw/s200/imagen_re_49.jpg" width="200" /></a></div>
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<span style="font-family: "calibri";">En mi caso, como la primera ablación no tuvo éxito era
necesario realizar una segunda ablación antes de que la aurícula siguiese
dilatándose y el resto de patologías que están relacionadas con esta enfermedad
siguiesen avanzando.<o:p></o:p></span></div>
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<span style="font-family: "calibri";">Una consecuencia de la fibrilación es la dilatación de la
aurícula, pero esta dilatación tiene otra consecuencia inmediata, la pérdida de eficacia
de las válvulas cardiacas. La aurícula se hace más grande, se hipertrofia como
consecuencia de la mayor actividad, pero la válvula que comunica la aurícula
con el ventrículo no crece, el marco se ensancha pero la puerta no y no puede
cerrarse del todo, la eficacia de las válvulas se pierde y se produce una
insuficiencia. <o:p></o:p></span></div>
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<span style="font-family: "calibri";">El procedimiento de la ablación siguió el mismo proceso que
ya describí en <a href="http://mividacambio2010.blogspot.com.es/2015/12/ablacion.html" target="_blank">otra entrada</a>. En este caso, me aseguré previamente de que los
códigos de las autorizaciones de la aseguradora eran los correctos, algo que me
costó bastante trabajo porque la profesionalidad de algunos trabajadores de mi seguro
deja bastante que desear. Explico aquí los problemas por si sirven de ayuda. <o:p></o:p></span></div>
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<span style="font-family: "calibri";">En el proceso se necesita hacer una resonancia magnética
cardiaca, un eco-cardiograma trans-esofágico, y finalmente la ablación por el
sistema CARTO (en mi caso). Pues bien, me dieron las autorizaciones para una
resonancia magnética general, para una endoscopia esofágica y para una ablación
convencional. No acertaron ni una. Envié las autorizaciones a la clínica para
confirmar que estuviesen bien y ellos me confirmaron el error. El personal de
la aseguradora no sabía dónde buscar los códigos de las autorizaciones, y en
vez de buscarlas en la sección de enfermedades cardiacas las buscaron en
digestivas, vamos, una verdadera chapuza. Después de una semana y de varios
correos sirviendo de mensajero entre la aseguradora y la clínica, por fin me
dieron las autorizaciones correctas. En conclusión, el personal de la
aseguradora no se le ocurrió llamar directamente a la clínica o a la central de
la aseguradora para preguntar los códigos, y a la clínica no se le ocurrió
mirar los códigos de otras intervenciones parecidas para comunicármelas, todo
lo tuve que hacer y preguntar yo. Por cierto, por si a alguien le sirve, la
ablación CARTO se llama en DKV: Estudio electrofisiológico de la conducción
auriculo-ventricular, y el código es el 656. De lo que no me puedo quejar es de
la aseguradora, aunque mi seguro es uno convencional privado, no he
tenido que hacer ningún co-pago en ninguna de las ablaciones, algo que, al
parecer, si ocurre en otras aseguradoras para este tipo de intervenciones.<o:p></o:p></span></div>
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<span style="font-family: "calibri";"><strong>La Clínica del Pilar<o:p></o:p></strong></span></div>
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<a href="https://1.bp.blogspot.com/-Ac4qw3D8Opw/WLsiXjSNz0I/AAAAAAAAARA/07GZYsL1G4w9yDVEzyrlNhDX1sf_9q0qgCEw/s1600/ElPilar.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="211" src="https://1.bp.blogspot.com/-Ac4qw3D8Opw/WLsiXjSNz0I/AAAAAAAAARA/07GZYsL1G4w9yDVEzyrlNhDX1sf_9q0qgCEw/s320/ElPilar.jpg" width="320" /></a></div>
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<span style="font-family: "calibri";">De lo que tampoco me puedo me puedo quejar es de la atención
del personal de la Clínica del Pilar, la verdad es que te sientes cuidado y
protegido todo el tiempo. Todas las pruebas siguieron el esquema temporal que
me indicaron, el personal es amable y los especialistas están pendientes de ti.
La atención en la UCI cuando sales de la intervención también es buena, te
hacen pruebas para verificar que las cosas van bien y al día siguiente hubo
otro ecocardiograma para asegurarse que no ha habido problemas en la
intervención. Después de pasar la noche y la mañana del día siguiente en la
clínica, me dieron de alta a las 4 de la tarde y nos fuimos al hotel. Siguiendo
los consejos, en previsión de posibles problemas esperamos otro día antes de
viajar de vuelta a casa. <o:p></o:p></span></div>
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<span style="font-family: "calibri";">Antes de darte el alta te quitan el punto de la ingle, un
punto verdaderamente escandaloso porque lo que hacen es pinzar tu propia piel de
una forma especial para que haya una presión sobre la zona de la ingle por la
que te introducen los catéteres y se cierre cuanto antes. Las dos veces he
tenido suerte y el punto apenas ha sangrado, por lo que una gasa y un
esparadrapo es suficiente para proteger esa zona y evitar que roce con los
pantalones. No obstante, yo ya voy preparado y me llevo un poco de yodo, una
gasa, esparadrapo y agua oxigenada para hacerme la cura en el hotel y cambiar
la gasa si el punto sangra un poco. También voy depilado para la intervención,
me depilo el pecho porque en mi caso se hace una cardioversión durante la
intervención, y también me afeito las ingles, sobre todo la derecha, para que
no haya problemas en la introducción de los catéteres. Es lo que me hicieron la
primera vez y prefiero hacerlo yo en casa con tranquilidad antes de ir a la
clínica.<o:p></o:p></span></div>
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<span style="font-family: "calibri";">La verdad es que la intervención está muy estandarizada y
controlada, lo que hace que ese dia y medio que se está en la clínica, desde
que se entra a las primeras pruebas hasta que se sale con el alta, pasa
rápidamente. Animo a cualquiera que tenga pendiente esta intervención que la realice
sin miedo. Por supuesto que cualquier intervención tiene sus riesgos, pero
también tiene riesgo cruzar una calle o conducir y nadie
pensamos que podamos tener un accidente.</span><br />
<span style="font-family: "calibri";"></span><br />
<span style="font-family: "calibri";"></span> </div>
Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com8tag:blogger.com,1999:blog-5785800498472731690.post-10981676422599527812016-12-18T15:01:00.001-08:002020-03-29T15:56:21.679-07:00En el aniversario de la muerte de Teresa Apellániz. Denunciando la mezquindad universitaria<br />
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<![endif]--><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Este
mes se cumple el aniversario de la muerte de Teresa Apellániz, tambien conocida como <a href="https://www.facebook.com/mariamaria.delcastillo?fref=pb&hc_location=friends_tab&pnref=friends.all" target="_blank">María del Castillo</a> en las redes sociales. Teresa fue una luchadora toda
su difícil vida, cardiópata desde los 7 años, lo tuvo aún más difícil cuando entró a trabajar a la Universidad de La Rioja,
ahí conoció la parte más oscura y mezquina que puede encontrase en cualquier universidad:
el acoso continuo por estar enferma. Sirva este post para recordar la labor de
Teresa y el apoyo que dió con su trabajo a todos los cardiópatas, y para
volver a denunciar un hecho del que Teresa fue víctima.</span><br />
<br />
<br />
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<![endif]--><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 11.5pt; line-height: 115%;">"Buenos dias, soy Profesora Titular de
Universidad de la Facultad de Economía, soy Dra en Economicas y Premio
Extraordinario de Doctorado en Economia, con articulos cientificos, estancias
de investigacion, y la carrera hasta opositar a la Facultad de Economicas me
llego casi a los 40 años.</span><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 11.5pt; line-height: 115%;"><br />
<span style="background: white;">Nunca me gusto mi trabajo, simpre he querido ser
medico, asi que ahora estoy matriculada en la Facultad de Medicina y acabaré
cuando pueda y si puedo, pues mis tios abuelos el DR. CRISTMANN, DR. DESCHAMPS
y toda la gente que conozco me dice haz lo que te gusta, y así podras ayudar a
los demas, yo moriré, sino termino la carrera de MEDICINA siendo estudiante"</span></span><br />
<br />
Teresa murió por un error médico, siendo consciente de lo que le pasaba precisamente por sus conocimientos médicos. Pero antes de su muerte, Teresa sufrió un acoso constante en su puesto de trabajo.<br />
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<a href="http://www.corazonyvida.org/Lo-mas-importante-es-que-uno-no-se-ponga-limites-en-los-proyectos-que-emprenda-y-afronte-los-retos-profesionales-con_a106.html" target="_blank">En esta entrevista</a>, Teresa expone claramente como su promoción en la Universidad estuvo dificultada por su
problema de salud. Una de las razones por las que mi blog es anónimo es
precisamente esa, la de evitar que utilicen mi situación aquellos que
no dudasen en usar mi enfermedad como forma de ataque. La Universidad española es de una profundad mediocridad,
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La razón de esta mediocridad, y de la mezquindad que con
frecuencia se observa en nuestra universidad, es muy simple, y ha sido
reconocida en docenas de medios, estudios y análisis. El funcionamiento básico
de nuestra universidad es el clientelismo, las plazas se conceden, y muchas
veces se ofertan, en función de quién es el profesor que se quiere promocionar.
Lo habitual es que el catedrático del departamento tenga a un candidato,
normalmente un doctor a quien haya dirigido o algún profesor contratado con
quien tenga buenas relaciones, o simplemente sea algún familiar directo o
indirecto. Lo que queda claro a todo el Departamento es que se va a promocionar
“la plaza” del fulano o mengana correspondiente, es decir, se sobreentiende que
es una promoción interna, pero que desgraciadamente debe salir a oferta pública porque así lo
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Lo normal es ofertar la plaza a concurso público, lo
que con frecuencia se solía, y aún se suele, hacer con la máxima nocturnidad y
alevosía, por ejemplo sacando el anuncio en agosto, o si es un contrato, dando
plazos cortísimos<span style="mso-spacerun: yes;"> </span>para presentar la
solicitud y la documentación. </div>
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el catedrático o Director del Departamento, solía poner las cosas difíciles a
cualquier alóctono hasta niveles realmente vergonzosos. Personalmente he llegado
a escuchar cosas como “su currículo es tan bueno que no entiendo porque se
presenta a esta plaza, usted puede estar trabajando en cualquier Universidad
extranjera”</div>
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La endogamia era, y sigue siendo, brutal. Lo peor de la
endogamia no es que se seleccionen a los candidatos de la casa, lo peor es que
dichos candidatos son los más dóciles, los que aun siendo muy buenos
trabajadores (el catedrático elige a veces a los más trabajadores para que
sigan siendo sus esclavos), son los que seguirán las opiniones y criterios del
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En este ambiente de clientelismo cualquiera
que critique al catedrático o que no sea de su interés, o de su grupo, lo va a
tener muy difícil para promocionar. En esas condiciones, si finalmente se consigue la plaza, se utilizará cualquier
característica para ningunearlo, ridiculizarlo, e
incluso, como fue en el caso de Teresa, hacerle la vida imposible, como por
ejemplo, obligándola a impartir más docencia de lo nomal, a sabiendas que con
su enfermedad esa situación le podía acentuar los síntomas debido al estrés que
suponían dichos excesos.</div>
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Salvo honrosas excepciones, estos comportamientos mezquinos son
frecuentes en cualquier Universidad española, y no es raro encontrar
situaciones de acoso en varios departamentos de cada universidad. El acoso
puede ser muy sutil pero constante, simplemente cargando a una persona con las
asignaturas más complicadas, negándole permisos de asistencia a congresos, imponiéndole
los horarios menos favorables, o cambiándole la asignatura cada año para que
tenga que prepararla. Pero también puede haber un acoso directo, verbal o
activo, <span style="mso-spacerun: yes;"> </span>por ejemplo impidiendo que la
persona pueda realizar su tarea como la realiza cualquiera de sus compañeros
negándole equipos, ridiculizándola delante de sus alumnos, o acusándola de
cualquier barbaridad.</div>
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Pero hay casos más graves, conozco un caso donde el
acoso constante del catedrático sobre un profesor titular que quería
promocionar su plaza a catedrático terminó con el suicidio del profesor. La
presión del catedrático y el mobbing que aplicó sobre el pobre profesor para que
no se concediese otra plaza de catedrático fue tal, que la salud mental del
profesor se vió fatalmente afectada. Lo más grave es que nadie protestó, nadie
denunció, nadie hizo nada, ningún otro profesor del departamento, conocedor de
los detalles, denunció la situación. Nadie lo hizo porque el clientelismo, como
he dicho antes, ha seleccionado a mentes dóciles y aborregadas, incapaces de
luchar por estas injusticias.</div>
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<![endif]--><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;">Pese a todas las dificultades, Teresa
fue una luchadora contra viento y marea, emprendedora y activa pese a su enfermedad.
Teresa fue una ayuda para muchos y un ejemplo para todos, sirva este post como mi humilde homenaje a su memoria.</span><br />
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 115%;"><br /></span>
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<br />Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com1tag:blogger.com,1999:blog-5785800498472731690.post-238558947457637702016-11-01T14:19:00.000-07:002016-11-01T14:19:01.233-07:00Meditación, una ayuda para mantener una buena actitud ante la enfermedad<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-dVtUm0p6dp4/WBj7TJl1D0I/AAAAAAAAAPY/yiEJykqUP18hI9kNnIHd7_Si_JZ9_eYKgCLcB/s1600/Ni%25C3%25B1a-haciendo-meditaci%25C3%25B3n.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://3.bp.blogspot.com/-dVtUm0p6dp4/WBj7TJl1D0I/AAAAAAAAAPY/yiEJykqUP18hI9kNnIHd7_Si_JZ9_eYKgCLcB/s320/Ni%25C3%25B1a-haciendo-meditaci%25C3%25B3n.jpg" width="320" /></a></td></tr>
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Hace tiempo escribí una entrada que se llamaba <a href="http://mividacambio2010.blogspot.com.es/2013/03/meditacion-servira-para-las-arritmias.html" target="_blank">Meditación, ¿servirá para las arritmias?</a>, en la que presentaba mi visión ante esta práctica y la
cantidad de parafernalia que rodea a algo que es aparentemente muy
sencillo.<span style="mso-spacerun: yes;"> </span>Algunos me preguntaron si la
práctica de la meditación me había servido para controlar la FA, y a estas
alturas es evidente que no. A mí no me ha resuelto mi problema, mi aurícula ya
está algo dilatada y probablemente mi alteración electrofisiológica sea muy
fuerte, más que la meditación.</div>
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<br /></div>
<div class="MsoNormal">
Pero la meditación tiene otro aspecto que pocas veces
mencionan los que la practican, y que es muy importante para los que estamos
enfermos. Esto es lo que quiero explicar aquí.</div>
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<br /></div>
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La meditación, en pocas palabras, no es más que un ejercicio
en el que obligas a la mente a pensar en lo que tú quieres durante el tiempo
que te propones. Puede ser el centrar tu atención en la respiración, en
números, en una imagen, frases, mantener un sentimiento de bondad, etc (todas
ellas son formas de meditación centrada en un objetivo), también se puede
meditar intentando estar plenamente consciente en hacer algo y evitar que tu
mente piense en nada mas (meditación de presencia plena o mindfulness). </div>
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<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-BIw95TeF2GM/WBj8Aum57gI/AAAAAAAAAPg/o62x55s5JsUlqqeyNeXfHXQU9eTQudJFgCLcB/s1600/900px-Meditate-Step-7.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://3.bp.blogspot.com/-BIw95TeF2GM/WBj8Aum57gI/AAAAAAAAAPg/o62x55s5JsUlqqeyNeXfHXQU9eTQudJFgCLcB/s320/900px-Meditate-Step-7.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ejemplo de técnica de meditación centrada en un objetivo.En este caso, imaginar una flor de loto en nuestro interior que se abre y se cierra con la respiración. (es.wikihow.com/meditar)</td></tr>
</tbody></table>
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<br /></div>
<div class="MsoNormal">
<br /></div>
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El ejercicio de la meditación realmente consiste en algo tan
simple como darte cuenta de cuándo pierdes el objetivo que te has propuesto, y
volver a él cuanto antes. A lo largo de la meditación tu mente va a empezar a
divagar y lo va a hacer constantemente, el ejercicio de meditar no consiste más
que en obligar a la mente a volver a pensar en lo que uno quiere, no en lo que
la mente quiere a cada momento. Si tu fuerza de voluntad es alta, volverás una
y otra vez a tu objetivo, si es baja, o no tienes el día fuerte, te darás cuenta
de que tu mente ha estado perdida en ensoñaciones: en lo que tenías que hacer mañana,
en un problema, etc. <span style="mso-spacerun: yes;"> </span>y apenas habrás
cumplido tu objetivo: pensar en lo que te habías propuesto.</div>
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<br /></div>
<div class="MsoNormal">
En definitiva la meditación no es más que un ejercicio de
voluntad que haces con tus pensamientos, es decir, no es más o menos difícil
que cualquier otro ejercicio, pero la sutileza de este simplísimo ejercicio
consiste en que uno debe: 1- Darse cuenta de cuando pierde su objetivo mental, (cuanto
antes te des cuenta, mejor será el ejercicio), <span style="mso-spacerun: yes;"> </span>hay que desarrollar por tanto la atención a
tus pensamientos, y 2- Luchar por evitar que la mente se vaya en ensoñaciones
propias y volver a pensar en el objetivo propuesto. Hay que desarrollar la
voluntad para romper cuanto antes las ensoñaciones y volver una y otra vez al
objetivo propuesto. Con el entrenamiento la mente cada vez divagará menos, y
ello es porque 1- aprendemos a darnos cuenta inmediatamente de cuando se aparta
del objetivo, y 2- porque desarrollamos la voluntad de volver al objetivo.</div>
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<br /></div>
<div class="MsoNormal">
El ejercicio de la meditación desarrolla por tanto dos aspectos
que son muy importantes para los que estamos enfermos, la primera es la fuerza
de voluntad. Si se medita rutinariamente hay que tener fuerza de voluntad para realizar
el ejercicio, que idealmente debería durar entre 30-60 minutos. ¿Por qué tanto
tiempo? Por la misma razón por la que se necesita tiempo para hacer un deporte,
porque solo si se invierte tiempo en el ejercicio<span style="mso-spacerun: yes;"> </span>se puede avanzar en los resultados. Una
meditación larga entrena mejor a la mente que meditaciones cortas. <span style="mso-spacerun: yes;"> </span>Muchas escuelas de meditación proponen incluso
retiros de fines de semana o de más días, algo que solo aconsejo a los ya
entrenados.</div>
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<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-DZ4v4H4gsxw/WBj8pZ49UfI/AAAAAAAAAPo/Wuq_f5cJXuoDDAPQCwc08Z9PCzlO9wwbACLcB/s1600/MeditacionPosturas.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://4.bp.blogspot.com/-DZ4v4H4gsxw/WBj8pZ49UfI/AAAAAAAAAPo/Wuq_f5cJXuoDDAPQCwc08Z9PCzlO9wwbACLcB/s320/MeditacionPosturas.jpg" width="310" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Algunas posturas clásicas para meditar. Cualquier postura sirve, siempre que permita cierta concentración y se mantengan las caderas horizontales, espalda recta y una posición de cabeza adecuada.</td></tr>
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La segunda habilidad que desarrolla la meditación es tan
importante como la primera: la capacidad de detectar en qué momento la mente se
pierde en ensoñaciones que no son el pensamiento que uno se ha fijado. Esto
para mi es lo más importante, la meditación desarrolla la atención a tus
pensamientos. Cuando estás enfermo tiendes a caer frecuentemente en
pensamientos negativos, y la mente termina habituándose a ese estado pesimista
creando un “estado estacionario”, en el que parece que, aunque lo pasamos mal,
no podemos salir, o no vemos salida. </div>
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La meditación nos ayuda a detectar cuándo empezamos a entrar
en ese estado pesimista, esta es una de las ventajas más interesantes de la
meditación para mí, el entrenamiento para prestar atención a nuestros
pensamientos y detectar cuándo empiezan a cambiar, cuando nos comienzan a llevar
a situaciones mentales negativas. Este es el punto clave, nuestra mente, ante
una misma situación, puede estar en una posición positiva o una negativa. La
meditación ayuda a detectar en qué momento la mente se va inclinando al lado
negativo, y entonces, con fuerza de voluntad, puede evitarse entrar en dicho
estado e intentar luchar por mantener una actitud positiva. </div>
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La meditación nos ayuda a mantenernos en el lado adecuado ya
que nos ayuda a detectar cuando llegan los pensamientos negativos. El último aspecto
de importancia en este punto es el de los recursos mentales a los que acudir si
nos detectamos entrando en el “lado oscuro”. Debe existir previamente un
listado de razones y actitudes que nos ayuden a reforzar la posición optimista
y debilitar la entrada en los pensamientos negativos. Es decir, tiene que haber
un trabajo previo en el cual nos hemos dedicado a buscar razones por las que es
importante conservar el optimismo, o por las que vivir el tiempo que nos quede
de la mejor forma posible es mucho más inteligente que dejarnos dominar por la
enfermedad.</div>
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Es muy probable que la meditación no ayude a curarnos si
nuestra enfermedad no tiene cura, pero sí puede ayudarnos a llevar mejor
nuestra vida, sin embargo, como en muchos otros aspectos, que aprendamos a
llevar bien nuestra existencia depende de que entrenemos nuestra fuerza de
voluntad. </div>
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Como he comentado, la meditación es un ejercicio de
equilibrio mental que consiste en aprender a estar atentos a nuestros
pensamientos, esta atención en nuestros pensamientos tiene una consecuencia a
la que se llega con el suficiente entrenamiento, y que es algo todavía más
interesante para mí. Con el tiempo y la práctica, a veces, aprendes a ver los
pensamientos como algo ajeno a ti. Es decir, llegas a sentirte como alguien que
separa su yo, su persona, de sus pensamientos, es como si aprendieses a ser un
espectador de lo que la mente produce. </div>
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<tr><td class="tr-caption" style="text-align: center;">www.shurya.com</td></tr>
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Puede llegar un punto en el que tu sensación es la de que ya
no te preocupa si tus pensamientos son positivos o negativos, simplemente los ves
llegar e irse con serenidad, como quien ve el mar desde un acantilado y observa
cómo llegan y se alejan las olas. Ese es el objetivo final de muchas escuelas
de meditación, y de gran parte de toda la “liturgia” de las religiones que
utilizan la meditación como su herramienta principal, la de extraerse de toda
sensación, de todo pensamiento, en definitiva, liberarse del “yo”. No es que no
aparezcan los pensamientos, sino que, si se llega a estar entrenado, se puede
lograr que los pensamientos no se queden atrapados en nuestra cabeza, no
afecten a nuestro equilibrio, sino dejar que fluyan a través de uno y se alejen,
como quien los ve desde un acantilado. </div>
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Llegar a ese punto creo que solo puede conseguirse cuando se
entrena lo suficiente, yo al menos solo lo alcanzo en contadas ocasiones. Pero
creo que también se llega más rápidamente cuando se adopta una actitud mental
de desapego. Hay quien piensa que el desapego puede ser indiferencia,
pasotismo, insensibilidad ante las cosas o sensaciones, pero no tiene nada que
ver con eso. No se ignora lo que te pasa, simplemente no dejas que lo que pasa
influya en tu equilibrio mental, no dejas que te domine. No es que no sientas,
sino que no te sientes atrapado por tus sentimientos, o por las sensaciones,
sean estas buenas o malas.</div>
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Al final de todo el proceso la palabra clave es esa: el
desapego. Desapegarse de los sentimientos, sean positivos o negativos, no
negarlos, no resistirse a ellos ni evitarlos, <span style="mso-spacerun: yes;"> </span>simplemente no quedarse atrapado <span style="mso-spacerun: yes;"> </span>en ellos, dejar que lleguen y que con la misma
inconsciencia con la que han llegado, se vayan. Eso es lo que algunos definen
como alcanzar la serenidad interior.<span style="mso-spacerun: yes;">
</span>Creo que cuando se consigue no dejarse dominar por los pensamientos,
cuando se llega a ese punto de desapego, uno puede llegar a desapegarse hasta
de la propia vida. Insisto, no es indiferencia ante la vida, es disfrutarla al
máximo pero con la distancia suficiente como para saber que todo es relativo,
que todo puede terminar en cualquier momento y que por tanto de nada sirve
preocuparse por lo que pueda ocurrir en el futuro, por lo que no podemos
controlar y, simplemente, disfrutar el presente.</div>
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A esos puntos de equilibrio se llega, creo yo, pocas veces,
por eso es tan importante entrenar la meditación, por esa razón hay que
fortalecer la voluntad para seguir entrenando, buscando los ejercicios, la
gente, los lugares, las motivaciones que nos ayudan a seguir practicando y que
nos ayudan a buscar el punto de desapego.</div>
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Por todo ello creo que la meditación puede ser útil para los
que estamos enfermos, pero como en su momento comenté, creo que la meditación tampoco
sirve para todas las personas. No todas las personalidades son adecuadas para realizar
este ejercicio, lo mismo que quien tiene un problema en el pie no<span style="mso-spacerun: yes;"> </span>va a poder dedicarse a correr, o quien tiene ciertos
defectos físicos no podrá hacer ejercicios que requieran dichas condiciones.<span style="mso-spacerun: yes;"> </span>Hay personas muy cerebrales o racionales que
no necesitan meditar, o personas con muy poca sensibilidad para las que la
meditación no les va a servir de nada. Existe también el otro extremo, el de
personas excesivamente sensibles para las que la meditación puede crearles
problemas de ansiedad o intranquilidad cuando la practican, o que simplemente
son incapaces de mantener la concentración por su poca fuerza de voluntad. </div>
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Si eliminamos estos extremos, creo que al resto del 95% de
la gente, especialmente los que estamos enfermos, la meditación nos puede venir
bien y es un ejercicio que, al menos, merece la pena probar por algún tiempo.
Algunos dicen que, como mínimo, tres meses, pero mi experiencia me dice que es
un ejercicio que requiere más tiempo, realmente es un ejercicio de años, tantos
como los que dure nuestra existencia.</div>
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<br />Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com2tag:blogger.com,1999:blog-5785800498472731690.post-2376868988135085222016-10-25T15:37:00.000-07:002016-10-25T15:37:31.975-07:00EL MONSTRUO VOLVIO A VERME, Y SE QUEDÓ<br />
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No hubo suerte, solo duró un año. Ni siquiera la ablación
pudo con ella, mi monstruo, la fibrilación auricular, ha sido más fuerte. Había un 65% de
posibilidades, pero como bien saben todos los que están en el lado oscuro de
las estadísticas, lo mio son las bajas posibilidades. El monstruo llegó
este fin de semana, y se quedó.<o:p></o:p></div>
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Como siempre me ocurre, al principio, cuando la FA aparece, las
sensaciones son sutiles, una ligera sensación de un murmullo en el pecho, como
una ligerísima taquicardia en mi caso, pero luego, con el paso de las semanas, la
sensación se acentúa y empiezan a aparecer la angustia y el cansancio. Es entonces cuando la mente empieza a perder el control y
sobrevienen los pensamientos negativos.<br />
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Ahora todo es optimismo todavía, aún
persiste la inercia mental del ritmo sinusal, con ganas de hacer muchas cosas,
de tener ilusión por todo lo que se hace, imaginar, crear, producir (los que no
tenemos hijos utilizamos otras estrategias para autorealizarnos), pero con el
paso de las semanas esta actitud suele dejarse vencer por la visión negativa,
la desesperanza y la pasividad, hasta que llego a un pozo del que ya no puedo
bajar, y a partir de ahí, entonces, hasta ahora, solo me ha quedado subir.
Siempre he subido porque había una esperanza, la esperanza de una próxima
cardioversión, la esperanza de la ablación, la esperanza.<o:p></o:p></div>
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Pero todos los recursos salvadores han ido fallando, y dado
que los fármacos no sirven de nada para controlar mi monstruo, supongo que solo
me queda la última baza, repetir la ablación. Aquí es donde también ha vuelto
el monstruo en el sentido de J.A. Bayona. Una película, por cierto, ideada por una mujer, Siobhan Dowd, que murió a los 47 años de un cáncer de mama sin terminar la novela que estaba preparando. El monstruo de la película es en
definitiva la verdad, la verdad de lo que somos, el monstruo del miedo a nosotros mismos y a nuestro destino, el miedo a no aceptar la vida como es. Y ese monstruo ha vuelto a recordarme lo que a
veces me olvidaba: mi verdad, mi realidad, el monstruo me ha puesto de nuevo en mi sitio, del que a veces me olvidé para vivir como si siempre hubiese estado sano, como si nunca volviese a
enfermar.<br />
<o:p></o:p></div>
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Afortunadamente, debo decir, que <a href="http://mividacambio2010.blogspot.com.es/2016/03/acordarse-de-la-enfermedad-cuando-se.html" target="_blank">nunca me olvidé</a> de mi "monstruo". Durante este
año siempre tuve ocasiones para recordar que las cosas podían ir mal, para
imaginar cómo podía vivir una determinada experiencia, pero estando enfermo con la
fibrilación. Realmente nunca tuve el desapego total de mi posible vuelta a la
FA. Aquí es donde a veces me he planteado lo que en la película se dice: "creer
es parte de la curación". Pero, ¿Se cura uno si se convence de que se va a
curar?, ¿tiene más posibilidades de curarse alguien que está convencido que va
a superar una enfermedad que alguien que siempre considera la posibilidad de
que las cosas puedan ir mal?. ¿Decide nuestra actitud mental nuestra curación?<o:p></o:p></div>
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En parte la película también contesta esa duda, “si se puede
curar, se curará” dice el monstruo , en definitiva, si una
enfermedad es curable, se curará, pero si no lo es, no hay nada que hacer. Es
una afirmación tautológica, lo que puede curarse, se terminará curando, es
obvio. Probablemente las dos opciones, y sus combinaciones, sea lo que
realmente sucede. Hay personas cuya actitud negativa y apesadumbrada no les
ayude a recuperarse de una enfermedad. Está sobradamente demostrada la relación
entre la actitud mental y la salud. Pero también es verdad que hay mucha gente
positiva, profundamente convencida en sanar, que finalmente perdieron la batalla, aunque fuese
con una sonrisa . No todo es actitud, la naturaleza, por llamarlo de alguna
manera, también tiene su papel. Si tu maquinaria fisiológica no tiene los
recursos necesarios para reponerse, es decir si tus genes te han dado esa mala
suerte, creo que de nada te sirve la actitud para curarte.<o:p></o:p></div>
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Pero como nadie sabe si genéticamente está predestinado o
no, lo inteligente siempre será luchar por mantener una actitud positiva ante
las adversidades, luchar por hacer que la mente se olvide de los pensamientos
negativos y se centre en vivir el momento, en mantener una actitud optimista,
por muy mal que esté la situación. Y esto no solo es conveniente por si la
actitud pudiese ayudar a nuestro destino genético, sino porque, incluso en el
peor de los casos, aunque todo vaya mal, siempre será mejor llevarlo con una
actitud positiva. Hay que evitar a toda costa que la enfermedad te robe el resto de la vida que aún puedes disfrutar, por poca que esta sea. Por eso pienso que, pase lo que pase, no voy a perder mi optimismo, incluso si mi destino ya estuviese escrito prefiero disfrutar el tiempo viviendo con toda la plenitud que pueda, luchar contra la inercia mental de la autocompasión y dejar de lado los pensamientos pesimistas e invalidantes. Me gusta pensar que, ojala, cuando llegue mi momento, que espero sea lo mas tarde posible, pueda
irme con una sonrisa.<o:p></o:p><br />
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Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com2tag:blogger.com,1999:blog-5785800498472731690.post-57194649162719591872016-03-31T15:22:00.001-07:002016-03-31T15:22:26.921-07:00Acordarse de la enfermedad, cuando se está sano<div class="separator" style="clear: both; text-align: center;">
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Hace tiempo, <a href="http://mividacambio2010.blogspot.com.es/2013/04/olvidarse-de-la-enfermedad-llevo-tiempo.html" target="_blank">en una entrada anterior</a>, escribí sobre la
necesidad de olvidarme de la enfermedad, del esfuerzo necesario que hay que hacer para que la
enfermedad no esté configurando toda nuestra vida, o al menos no aquella parte
de nuestra vida que no tiene por qué estar afectada por ella.<o:p></o:p></div>
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Pero tanto ahora, que llevo meses en ritmo sinusal, como hace
tiempo, cuando a duras penas conseguía revertir la arritmia después de las
cardioversiones, me parecía importante no olvidarme de la enfermedad cuando estoy
sano. </div>
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Las razones me parecen lógicas. Por un lado, obligarme a recordar que la
arritmia puede llegar en cualquier momento me obliga a disfrutar mejor el
presente, a plantearme las cosas de una forma diferente y a tomarme la vida con
una actitud mucho más abierta, lúdica y serena. Cuando conduzco, cuando estoy
esperando en la fila del supermercado, o en cualquier momento que pueda,
intento pensar en la suerte que tengo de no estar mal, e intento acordarme de
lo mal que lo he pasado en los momentos de arritmia; esos pensamientos
configuran mi mente de una forma tal, que solo por estar bien ya me siento
afortunado en el momento en el que lo pienso, por muy tedioso, aburrido o
incómodo que pueda ser lo que estoy haciendo.<o:p></o:p></div>
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Por otro lado, pensar en la enfermedad cuando estoy bien creo que también
me sirve para estar preparado para el futuro; para poder aceptar con mayor tranquilidad el momento
en el que la situación pueda revertirse. Es posible que esta sea una actitud un
tanto pesimista: pensar en lo malo antes de que llegue, pero dada mi
personalidad, encuentro la situación adecuada porque yo no me obligo a tener
pensamientos negativos, lo que me obligo es a imaginarme como podría hacer lo
mismo que estoy haciendo, pero sufriendo la arritmia. </div>
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En estos casos intento
fijar en mi mente los momentos actuales y pensar qué bueno sería poder hacer lo mismo
que estoy haciendo, aunque estuviese en FA. Es decir, entiendo mi proceso como
un entrenamiento, como reservar en la memoria la actitud adecuada para poder
seguir disfrutando de las cosas, esté o no esté enfermo. </div>
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En el fondo mi lucha es la
misma de siempre, hacer que mi actitud ante la vida sea lo más optimista posible, este
enfermo o no. Luchar para que, cuando llegue, no sea la enfermedad la que dicte mi actitud
vital.<o:p></o:p></div>
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Mi objetivo es intentar luchar por tener el mismo sentido de la vida, independientemente de
cual sea mi estado de salud. Hacer este esfuerzo cuando se está bien es muy fácil, lo
difícil es conseguirlo cuando se está mal, y creo que para llevar mejor los
malos momentos que puedan venir debo entrenarme en los buenos que tengo ahora,
lo que, además, me hace disfrutar mejor del presente.<o:p></o:p></div>
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<br /></div>
<br />
<div class="MsoNormal">
Entiendo esta lucha como un ejercicio de meditación, o como
hacer deporte, o como un esfuerzo necesario que sabes que debes hacer aunque no
sea lo más cómodo. Lo entiendo como un entrenamiento. Sé que hay personas que
no necesitan de tanta historia para
superar los momentos difíciles, que simplemente los aceptan como llegan y los saben llevar, son a esos a los que intento imitar, pero yo tengo
que buscar mi camino, y esto es lo que de momento estoy haciendo.<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com5tag:blogger.com,1999:blog-5785800498472731690.post-22119971020172275962015-12-31T04:49:00.000-08:002015-12-31T04:52:18.751-08:00ABLACIÓN <div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-bxoLeMV9Fzk/VoRwM7vvU_I/AAAAAAAAANs/QP_FVPtjLJ4/s1600/corazon1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://4.bp.blogspot.com/-bxoLeMV9Fzk/VoRwM7vvU_I/AAAAAAAAANs/QP_FVPtjLJ4/s320/corazon1.jpg" width="240" /></a></div>
<br />
<br />
<div style="text-align: center;">
Quiero lo que quiere</div>
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<br />
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<div class="MsoNormal">
Llegó la hora de la ablación. Después de 4 cardioversiones, practicamente una cada año,
y habiéndose constatado que las cardioversiones no consiguen mantenerme en ritmo
sinusal durante más de 9 meses, todos los especialistas consultados coincidían
en que la ablación era la solución más adecuada dadas mis circunstancias. Por un
lado mi nivel de fibrosis todavía es <a href="http://mividacambio2010.blogspot.com.es/2015/12/factores-que-influyen-en-el-exito-de.html" target="_blank">relativamente bajo</a> (el 11,2%, lo que
supone una probabilidad del 60-70% de conseguir RS permanente), y si dejo que
la situación se alargue, cada minuto en FA conlleva una pérdida proporcional de
éxito de la ablación. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Después de hablarlo con mi cardiólogo, la situación estába
clara, si lo hacía por la SS tardaría muchos meses y me derivarían al centro de
referencia de mi comunidad, con escasa experiencia en casos de FA pesistente,
es decir que la posibilidad de acudir a centros de reconocida experiencia como
La Paz o el Clinic de Barcelona es casi imposible,<span style="mso-spacerun: yes;"> </span>por lo que mi cardiólogo me propuso que lo
hiciese en Barcelona en la Clínica del Pilar con el Dr. Mont, donde ya ha derivado
a otros pacientes y tiene constancia de que mi aseguradora (DKV) no va a poner
problemas. Por otra parte la tipología de mi fibrilación, de tipo persistente y en
un adulto relativamente joven, es uno de los aspectos que el Dr. Mont ha contemplado en el estudio
<a href="http://www.ncbi.nlm.nih.gov/pmc/articles/PMC3930872/" target="_blank">SARA</a>.</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="margin-left: 1em; margin-right: 1em;">
<img alt="http://www.clinicadelpilar.org/es/cartera-servicios/servicios-centrales/area-hospitalizacion.ficheros/53849-area_hospitalizacion.jpg" class="decoded" src="http://www.clinicadelpilar.org/es/cartera-servicios/servicios-centrales/area-hospitalizacion.ficheros/53849-area_hospitalizacion.jpg" /></div>
<br />
<div class="MsoNormal">
<br />
Conocedor del desastre que suelen ser algunas clínicas privadas, busqué opiniones en la web y me entero que la Clínica del Pilar fué conocida en el año 2011 por un <a href="http://elpais.com/diario/2011/12/11/sociedad/1323558004_850215.html" target="_blank">desgaciado suceso</a> por el que un enfermo de fibrilación auricular murió en la habitación por falta de asistencia, mientras narraba telefónicamente la agonía a su aterrada hermana. La clínica pasó por unos años difíciles y recientemente fué comprada por el grupo Quirónsalud. No obstante, debo decir que mis temores iniciales por la terrible noticia, (llegué a proponerle a mi mujer que si pasaba algo y no me atendian llamase a una ambulancia y me llevase al Clinic), estuvieron totalmente equivocados. La atención del personal médico y de asistencia fué muy buena, no tuve en ningún momento la sensación de estar abandonado, como indico a continuación todas las pruebas se ajustaron al tiempo que me habían indicado y la sensación que tuve en general fué la de sentirme bien atendido.</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
Pese al shock de la noticia sobre el incidente, solicité consulta con el Dr. Mont y tuve la
suerte de que quedaba un hueco el martes siguiente, algo realmente difícil
porque solo consulta un día a la semana. La cita fue breve y sin pensarlo ni un
momento ya tenía encima de la mesa un informe hecho a mano sobre los permisos
que tenía que pedir a la mutua. Pero lo que no me di cuenta es que la mutua
necesita que el médico también firme los volantes propios de la mútua solicitando
las pruebas e intervenciones <u>en los que figuren los códigos correspondientes</u>,
aspecto burocrático que me tuvo en vilo hasta un minuto antes de ingresar.</div>
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<br /></div>
<div class="MsoNormal">
Lo que desconocía es que las ablaciones van precedidas de
una cardioversión, es decir, parece que la ablación debe realizarse con la
aurícula en ritmo sinusal, alqo que yo, dadas mis circunstancias, solo consigo
si he estado varias semanas antes con<span style="mso-spacerun: yes;">
</span>antiarrítmicos, bueno, concretamente con amiodarona. Pero esta vez, por
consejo del Dr. Merino, llevaba varias semanas con Flecainida y verapamilo,
algo que tampoco había conseguido revertir mi FA, y que, al contrario, había
acentuado mi bradicardia hasta llegar a tener entre 38 y 45 pulsaciones. Como
la ablación iba a tener lugar varias semanas más tarde, el Dr. Mont me recomendó
que realizase cuanto antes una cardioversión para estar el menor tiempo posible
en FA, cosa que hice en cuanto mi cardiólogo pudo.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Para las ablaciones la sangre debe tener un nivel de
coagulación muy bajo por lo que un día antes de la ablación debí dejar el
Sintróm y pincharme heparina a lo bestia (1mg/kg cada 12 h)</div>
<div class="MsoNormal">
Antes de la intervención debía estar a las 8.30 de la mañana
en la clínica para hacer primero un ecocardiograma transesofágico, una prueba
bastante molesta (te meten un tubo por el esófago, lo que provoca arcadas y
fuerte malestar), pero que en mi caso ni me enteré porque resulta que me
sedaron . Cuando me desperté ya habían terminado y yo ni me había dado cuenta,
algo que agradecí porque he visto lo mal que se pasa a veces con esta prueba. La prueba del ecocardiograma verifica que no se hayan formado micro-coágulos en
la aurícula, algo que, según las normas publicadas, sería muy poco probable en
mi caso ya que mi CHADS2 es de cero (no tengo cardiopatía, ni diabetes, y mi
edad es inferior a 65 años).</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Después del ecocardiograma tuve que hacer una resonancia
magnética, y la verdad es que todo fue muy seguido, coincidiendo con los
horarios que me habían indicado. A las 11.30 estaba en la máquina de la RM con
una vía por la que me meterían la sustancia de contraste.</div>
<div class="MsoNormal">
El ecocardiograma permite conocer la estructura anatómica de
la aurícula y de las venas pulmonares y servirá de modelo para superponer las señales de la conducción eléctrica de mi
aurícula durante la ablación. Esta superposición se realiza con el sistema CARTO, lo que requiere
de un aparataje un poco especial,<span style="mso-spacerun: yes;"> </span>y de
un ingeniero biomédico que lo controle (es decir, 4.000€ más caro que un
sistema de ablación convencional). En mi caso el sistema CARTO era obligado
dado que una FA persistente como la mía puede tener pautas de conducción no
originadas en las venas pulmonares, lo que reduce la probabilidad de éxito de
la ablación. </div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="margin-left: 1em; margin-right: 1em;">
<img alt="http://www.revespcardiol.org/imatges/25/25v62n03/grande/25v62n03-13133308fig01.jpg" class="decoded" src="http://www.revespcardiol.org/imatges/25/25v62n03/grande/25v62n03-13133308fig01.jpg" height="237" width="400" /></div>
<br />
<div class="MsoNormal">
<div style="text-align: center;">
<span style="font-size: small;"> Imagen cartografiada de la aurícula. Los puntos rosas indican las zonas de ablación alrededor de las venas pulmonares</span></div>
</div>
<div class="MsoNormal">
Después de la RM nos fuimos a descansar un rato hasta las
14h que debía ingresar definitivamente en la habitación de la clínica para
iniciar luego la ablación, y ahí se montó el lío. Resulta que los de DKV de mi
ciudad habían dado permiso para una ablación convencional, pero la que había
solicitado el médico era una ablación apoyada por el sistema CARTO, así que desde la clínica empiezan a hacerse
llamadas a la mutua, al médico, a la mutua… eran las 2 de la tarde y antes de
las 3 debía llegar el justificante de la necesidad de la CARTO o no se concedería
la ablación por parte de la mutua. Yo contemplé la posibilidad hasta de pagar
de mi bolsillo el incremento y luego intentar recuperarlo. Después de muchos
nervios, a las 3.30 estaba por fin en la habitación, de alguna forma la mutua
había dado el consentimiento. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Una vez en la habitación, lo primero fue la revisión de
depilación, ahora también las ingles ya que los catéteres los meterán por la
vena femoral, y a las 4.30 como me habían indicado estaba bajando en silla de
ruedas a una estrecha sala que sería el quirófano.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
En el quirófano ya me esperaba una enfermera, luchando con
las bombas de los sedantes, que no funcionaban, luego llegó el que sería el
ingeniero biomédico, que me sorprendió porque entró vestido de calle con su
casco de moto en la mano, atravesó el quirófano y se cambió en una sala
posterior,<span style="mso-spacerun: yes;"> </span>luego encendió el ordenador,
instaló unos aparatos en la camilla y preparó los catéteres</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Yo pasé a la mesa
de operación, y para mi sorpresa me abrieron una segunda vía en la arteria de
la muñeca. Al parecer era necesario para controlar el nivel de coagulación. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Entre tanto ya había llegado una doctora, que sin demora me
puso una inyección de anestesia local y empezó a abrir la ingle para meter
los electrodos, esto lo supe porque en cuanto giré la cabeza vi en el monitor
la imagen RX de mis cuerpo y unos cables dentro, y yo ni me había enterado.
Después llegó el Dr. Mont, tan correcto como siempre, saludó al personal, se
cambió en la sala posterior, e inmediatamente empezó a organizar la intervención,
pero para entonces yo ya había perdido la consciencia. </div>
<div class="MsoNormal">
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-1QXtNz1Mcoo/VoUaV6bqqzI/AAAAAAAAAN8/OaRUwAS7WDc/s1600/catheter-ablation-2col.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://4.bp.blogspot.com/-1QXtNz1Mcoo/VoUaV6bqqzI/AAAAAAAAAN8/OaRUwAS7WDc/s320/catheter-ablation-2col.jpg" width="320" /></a></div>
<br /></div>
<div class="MsoNormal">
La ablación consiste en utilizar unos catéteres que se introducen por la vena femoral hasta el corazón, atravesando el septun cardiaco y llegando hasta la aurícula izquierda, donde lo que harán será destruir el tejido cardiaco que rodea la inserción de las venas pulmonares al corazón. Esa destrucción puntual de las células intentará evitar que los impulsos eléctricos que se generan en esas zonas se transmitan al resto de la aurícula y generen la fibrilación de la aurícula.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Cuando me desperté estaba todavía en el quirófano, la gente
estaba recogiendo las cosas y yo iba y volvía de mi colocón. 3 horas después de
haber entrado al quirófano, y después de 1 hora en una sala de observación, me
subieron a la habitación con una venda en mi muñeca, un aparatoso vendaje en mi
ingle, y con el único requisito de que dejase la pierna estirada y hacia arriba
durante toda la noche.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
La noche del viernes la pase normal, no sentí grandes
molestias ni dolores, salvo los esperables dadas las circunstancias. Al día
siguiente, el sábado por la tarde me retiraron las vendas de la ingle y me
dieron el alta. Por suerte no tuve ningún problema con la cicatriz. El domingo
por la mañana estábamos paseando por Barcelona, un poco cansado, pero sin
molestias.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Con los días se me formó un pequeño bulto en la zona de la
incisión en la ingle, que al principio me causó preocupación, pero que
desapareció al cabo de un mes.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Ahora solo me queda esperar a saber si la ablación ha
funcionado o no. Tengo un 65% de probabilidades de que así sea, pero mi FA es
muy persistente, así que solo queda esperar a que pase el tiempo, mientras tanto, aprovecharemos para viajar.</div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="margin-left: 1em; margin-right: 1em;">
<img alt="" height="240" 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<br />Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com9tag:blogger.com,1999:blog-5785800498472731690.post-21155049206523010042015-12-30T14:47:00.000-08:002015-12-30T14:47:32.690-08:00FACTORES QUE INFLUYEN EN EL ÉXITO DE UNA ABLACIÓN. La clasificación de Utah<br />
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Por razones de trabajo tuve que irme a Utah (Estados Unidos)
por unos meses. Preocupado como estoy en saber cuándo entro en fibrilación (solía hacerme un electro mensualmente hasta que conseguí un <a href="http://mividacambio2010.blogspot.com.es/2015/03/comparacion-de-equipos-ecg-de-bolsillo.html" target="_blank">ECG de bolsillo</a>) busqué en internet un sitio donde poder
hacerlo. Al escribir en Google “atrial fibrillation”, encuentro una
entrada al Utah University Hospital donde se encuentra el CARMA (Comprenhensive
arrhythmia reseach and management center), especializado en arritmias. Después de navegar por la página descubro que tiene un grupo especializado en fibrilación auricular y varias publicaciones, por lo que me decido a pedir una cita.<span style="mso-spacerun: yes;"> </span></div>
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Escribí un par de correos electrónicos a una dirección que aparecía en
la página web, pero como después de un par de semanas no obtuve contestación,
al final llamé para solicitar una cita, no sin antes preguntar cuál sería el
precio de la consulta, ya que nuestro sistema sanitario te obliga a pagar
primero y reclamarlo después. La persona de la oficina de finanzas me comunica
que sólo por la consulta con el médico me podrían cobrar entre 300 y 500$, a
esto habría que añadir los estudios que el médico considerase oportunos (ECG,
tensión arterial, etc.), pero como el<span style="mso-spacerun: yes;">
</span>único estudio que quiero es un ECG, le solicito el precio y me lo
indica: 300$. No obstante, como le digo que no tengo seguro y tengo que
pagarlo de mi bolsillo, la señora me dice que entonces tendría una rebaja del
30%. </div>
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<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">La revisión de las publicaciones realizadas por el
equipo me lleva a unos interesantes artículos en los cuales se presenta un
método que predice el éxito de la ablación según el grado de fibrosis de la
aurícula izquierda. La fibrosis, o formación de tejido fibroso en la aurícula,
es una consecuencia de la sobreexcitación de la aurícula, que al contraerse
irregular y continuamente genera<span style="mso-spacerun: yes;"> </span>una
anomalía histológica. La fibrosis está relacionada con el grado de persistencia
de la fibrilación, cuanto más fibrosis, más persistente es la fibrilación y por
tanto menor probabilidad de que la ablación tenga éxito.</span><br />
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<![endif]--><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Para
hacer el estudio se necesita una imagen de resonancia magnética (MRI) y una sustancia de
contraste (gadolinio) que permite diferenciar las zonas con fibrosis. Según el
resultado de la fibrosis se predice el % de recurrencia de la fibrilación
después de la ablación. Así, como indica la figura superior, si hay menos del
5% de fibrosis el éxito de la ablación es del 100%, disminuyendo al 70% en la
clase Utah II, 60% para Utah III, e inferior al 50% en el tipo Utah IV.</span> </span><br />
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<![endif]--><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Cuando
asistí a la consulta del Dr. Marrouche, un hombre joven que parecía tener alrededor de 40 años,
este me propuso formar parte de un estudio que están desarrollando sobre FA, lo
que me facilitó la posibilidad de tener gratuitamente las imágenes de
resonancia magnética de mi aurícula. Solo tuve que levantarme pronto y estar en
el hospital Universitario a las 8 de la mañana. Me pusieron una vía y estuve
unos 40 mins metido en el aparato, que por cierto, hace un ruido horrible. A
mitad de la sesión me informaron que me inyectaban la sustancia de contraste
(gadolinio), que iría expulsando luego poco a poco de mi cuerpo. Como buenos
americanos, previamente se me expuso con todo lujo de detalles los pros y
contras del procedimiento, y me hicieron firmar media docena de papeles de
consentimiento.</span><br />
<br />
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laterales de mi aurícula izquierda. En azul las zonas normales, en verde y blanco
aquellas que tienen fibrosis. </span></span><br />
<span style="font-size: x-small;"><span style="font-family: "Calibri","sans-serif"; line-height: 115%;">El % de fibrosis es del 11% (clase Utah II)</span></span><!--[if !mso]>
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<![endif]--><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Lo
curioso es que, después de tanto estudio y análisis, la conclusión a la que
llegó el Dr. Marrouche fue la misma que la que ya habían llegado <a href="http://mividacambio2010.blogspot.com.es/2013/06/cada-medico-es-un-mundo-cada-paciente.html" target="_blank">el resto deespecialistas que había consultado</a>: mi probabilidad de éxito de la ablación
está entre el 65-70%. Es decir, cualquier especialista en FA es capaz de
predecir el éxito de la intervención sin necesidad de una MRI</span><br />
<br />
<br />
<div class="MsoNormal">
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span>Referencias</div>
<br />
<div class="MsoNormal">
Oakes R.S. et al.<span style="mso-spacerun: yes;"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">2009. Detection and quantification
of left atrial structural remodeling with delayed-enhancement magnetic
resonance imaging in patiens with atrial fibrillation. Circulation
119:1758-1767</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Akoum N. et
al. 2011. Atrial fibrosis helps select the appropiate patient and strategy in
catheter ablation of atrial fibrillation: a DE-MRI guide approach. J. Cardiovasc.
Electrophysiol. 22: 16-22</span></div>
<span lang="EN-US" style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Vergara G.R., Marrouche N.F. 2010 Tailored management
of atrial fibrillation using a LGE-MRI based model: From the clinic to the
electrophysiology laboratory. </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">J.
Cardiovascular Electrophysiology</span><br />
<br />
Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com0tag:blogger.com,1999:blog-5785800498472731690.post-19958137086174185732015-03-16T13:46:00.002-07:002015-03-16T13:46:48.997-07:00COMPARACIÓN DE EQUIPOS ECG DE BOLSILLO. Autocontrol del ritmo cardiaco en tu propia casa<!--[if gte mso 9]><xml>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img border="0" src="http://4.bp.blogspot.com/-gGfxN7p72VA/VQYZ4IxfPyI/AAAAAAAAAMs/ProUSm1docw/s1600/ECGmodelos1.jpg" height="293" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Algunos de los equipos analizados por James Grier, aqui sólo se muestra el ECGcheck y el PC80B</td></tr>
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En muchas cardiopatías es importante saber cuando aparecen
alteraciones del ritmo, alteraciones que a veces son muy evidentes y otras sin
embargo son silenciosas. La fibrilación auricular puede ser una de ellas cuando
dicha alteración, como a veces ocurre, no va acompañada de una sintomatología
clara. Poder disponer de un equipo en casa que permita el autochequeo del ritmo
cardiaco con aceptable fiabilidad y a poco precio es un gran avance que puede
además tener importantes implicaciones médicas. </div>
<br />
<br />
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Existe una excelente revisión de todos los equipos
existentes en el mercado realizada por James W Grier profesor de biología en la
Universidad de Dakota del Norte, afectado por una fibrilación auricular, y que
ha dedicado una parte importante de su tiempo a estudiar y evaluar los equipos
disponibles en el mercado.</div>
<br />
<br />
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Puede verse el amplio informe comparativo que James Grier ha
realizado en su página web:</div>
<br />
<br />
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<a href="http://www.ndsu.edu/pubweb/~grier/Comparison-handheld-ECG-EKG.html"><b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 18.0pt;">http://www.ndsu.edu/pubweb/~grier/Comparison-handheld-ECG-EKG.html</span></b></a></div>
<br />
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<br /></div>
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Aquí solo incluiré unos breves comentarios sobre los equipos
que yo he adquirido.</div>
<br />
<br />
<div class="MsoNormal">
Los equipos que se indican en esta entrada son consideradospor los vendendores como
OTC (Over The Counter), es decir, cualquiera puede adquirirlos para su uso
personal y esa es la opción que debe marcarse cuando se solicita alguno de
ellos vía internet. No todos los equipos disponibles en el mercado son OTC,
algunos son orientados para profesionales.</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
ECG-CHECK</div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-pt0ePUJA4e4/VQYa8g7CS1I/AAAAAAAAAM0/e21AjvYj2ko/s1600/ECGCheck.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-pt0ePUJA4e4/VQYa8g7CS1I/AAAAAAAAAM0/e21AjvYj2ko/s1600/ECGCheck.jpg" height="239" width="320" /></a></div>
<div class="MsoNormal">
Hay dos sistemas parecidos en el mercado, el <a href="http://www.alivecor.com/home" target="_blank">AliveCor</a> y el
<a href="http://www.ecgcheck.com/" target="_blank">ECG Check</a>. Los dos son sistemas que pueden acoplarse a Smart phones. pero mientras
AliveCor sirve tanto para iPhone como para Android, el ECG Check solo se ha
desarrollado para iPhone. Esta ventaja inicial de AliveCor para cubrir toda la
diversidad de dispositivos telefónicos queda reducida a nada porque AliveCor
todavía no se comercializa en todos los países, es decir, aunque se pueda
conseguir el equipo, la aplicación telefónica está de momento restringida a
unos pocos países entre los que, de momento, no está España ni la mayoría de
países europeos.<br />
</div>
<div class="MsoNormal">
El ECG Check fue una iniciativa del Utah University Hospital
en Salt Lake City (Utah, USA) y toda la información sobre la empresa que la
comercializa puede verse en<span style="mso-spacerun: yes;"> </span><a href="http://cardiacdesigns.com/">http://cardiacdesigns.com</a>. Un video sobre
el equipo y como <span style="mso-spacerun: yes;"> </span>conseguirlo puede verse
en <a href="http://ecgcheck.com/">http://ecgcheck.com/</a>.<span style="mso-spacerun: yes;"> </span></div>
<br />
<br />
<div class="MsoNormal">
Este equipo es uno de los más baratos del mercado <span style="mso-spacerun: yes;"> </span>(unos 130$ sin portes) y funciona con iPhone 4
y versiones posteriores, y también con iPads. Es un equipo muy sencillo de
utilizar. Aunque el diseño permite su acoplamiento a un iPhone como indico en el video, realmente no es
necesario hacerlo.</div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/Hh3l8YFrccc/0.jpg" frameborder="0" height="266" src="http://www.youtube.com/embed/Hh3l8YFrccc?feature=player_embedded" width="320"></iframe></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Conseguido el equipo, lo primero que debe hacerse es
descarga la aplicación, que se busca en el Apple store como ECG Check. Se
descarga y nos pide un poco de información sobre el usuario, además de los
emails de los médicos u otro personal (incluyendo uno mismo) al que se quiera
enviar los ECGs, así como definir alguna de las pocas opciones que tiene el
equipo (tiempo de medición, por ejemplo).</div>
<div class="MsoNormal">
Una vez descargada la aplicación, cada vez que se quiera
hacer una medición (Make a new recording) debemos asegurarnos que el Bluetooth
del iPhone está activado. Le equipo va a buscar la conexión con el teléfono tan
pronto activemos la aplicación diciéndole que vamos a hacer una medición.</div>
<br />
<br />
<div class="MsoNormal">
En el video se indica cómo se hace la medición, y el tiempo
de duración (que puede variar entre 30 segundos y 2 minutos, según se decida
previamente). La medición debe realizarse asegurándose previamente que las
placas metálicas (electrodos) están limpios, que nuestras manos están limpias
(funciona mejor con los dedos recientemente lavados ya que algo de humedad
permite mejor la transmisión). La medición puede hacerse utilizando los dedos
índices o los pulgares, también puede hacerse poniendo los electrodos
directamente en el pecho.<br />
</div>
<div class="MsoNormal">
Las mediciones deben hacerse siempre sentado, lo más
relajados posible, sin moverse y respirando normalmente. Respiraciones fuertes,
movimientos o mediciones realizadas en condiciones poco habituales quedan
reflejadas en el ECG.</div>
<br />
<br />
<br />
<div class="MsoNormal">
PC-80B</div>
<br />
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-akaVcpeIO2c/VQYbE6k_gTI/AAAAAAAAAM8/8TyDL0MX6DY/s1600/ECGPC80B.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-akaVcpeIO2c/VQYbE6k_gTI/AAAAAAAAAM8/8TyDL0MX6DY/s1600/ECGPC80B.jpg" height="239" width="320" /></a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Me decidí por el PC-80B Color en vez de su versión anterior,
el PC-80, porque era una versión un poco más avanzada y por el mismo precio
(200$ en USA, sin portes). Tuve dificultad en decidir entre este equipo y el MD-100E que indica el artículo de Grier. El PC80B es uno de los equipos más baratos que permite
múltiples modos de medición, incluyendo el uso de electrodos de cables, lo que
está demostrado que ofrece una señal mucho más estable y con menos
artefactos, y mucho más parecida a la salida de un ECG convencional de 12 cables. Los electrodos de 3 cables y los adhesivos (o succionadores) para fijar los electrodos a la piel se venden por separado.<br />
</div>
<div class="MsoNormal">
El equipo viene con un software que también puede
conseguirse en la página web, Grier propone que se cargue la versión "wireless" aunque no se use esa opción por las mejoras que ofrece el software. La medición es muy sencilla, y solo hay que
buscar cual es la modalidad que mejor señal nos ofrezca. Incluso la forma más
sencilla de medición, utilizando las dos manos como se indica en el video,
ofrece una señal mucho más estable y limpia que el equipo precedente. La
medición pecho-mano mejora la señal y la ofrece mucho más estable todavía, y
muy similar a la que ofrece la señal cuando se utilizan los electrodos de
cables. En este aspecto Grier comenta que los electrodos pueden venir mal marcados y dar medidas erróneas si no se prueban diferentes combinaciones (posiciones diferentes de cada elecrodo en el pecho y pierna), en mi caso los electrodos parecen estar bien indicados porque la señal es la adecuada. El software permite ir acumulando los ECGs en el ordenador ya que el
equipo solo tiene capacidad para acumular 24 mediciones. </div>
<br />
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/z2dwX8y1NVk/0.jpg" frameborder="0" height="266" src="http://www.youtube.com/embed/z2dwX8y1NVk?feature=player_embedded" width="320"></iframe></div>
<br />
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span><br />
<div class="MsoNormal">
Al parecer hay varios equipos en el mercado muy similares
al modelo PC-80BColor, por lo que hay que asegurarse que el equipo es el de la compañía original
Creative Medical (Shenzen, China) que se comercializa como PC-80BColor. Grier <span style="mso-spacerun: yes;"> </span>indica que hay varios modelos, y que conviene
el que solo tiene la conexión USB, no el “Wireless” o “zigBee”.</div>
<div class="MsoNormal">
<br /></div>
Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com1tag:blogger.com,1999:blog-5785800498472731690.post-58606190203290459322014-06-18T16:29:00.001-07:002014-06-18T16:29:27.518-07:00Mi última cardioversión eléctrica (y van 4)<br />
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-IUsyzohgEmU/U6IdRsh-QMI/AAAAAAAAALw/B8Ag_uAVnNU/s1600/ECGantesCV.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://2.bp.blogspot.com/-IUsyzohgEmU/U6IdRsh-QMI/AAAAAAAAALw/B8Ag_uAVnNU/s1600/ECGantesCV.jpg" height="451" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Mi ECG antes de la cardioversión</td></tr>
</tbody></table>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
</div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">El lunes me han hecho la última cardioversión. Esta vez fue
la primera que hice en una clínica privada, y debo decir que, como esperaba, encontré
<span style="mso-spacerun: yes;"> </span>importantes diferencias con la Seguridad
Social. La atención del personal auxiliar, del médico al paciente, y los
tiempos de espera, <span style="mso-spacerun: yes;"> </span>fueron claramente
mejor que en la SS, el equipamiento técnico y material, sin embargo, deja mucho
que desear en comparación con la SS.<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Soy un defensor de la sanidad pública, una de las muchas
razones es que, salvo raras y económicamente prohibitivas excepciones, <span style="mso-spacerun: yes;"> </span>los que padecemos enfermedades como la mía
somos totalmente despreciados por la sanidad privada, interesada sólo en el
beneficio económico,<span style="mso-spacerun: yes;"> </span>y parásita de la
sanidad pública en las intervenciones importantes. <o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Ahora ya no te piden que ingreses el día antes en la clínica
u hospital, como ocurrió<span style="mso-spacerun: yes;"> </span>en mi primera
cardioversión. En el resto, la cardioversión se ha hecho en una sola jornada,
bien por la mañana o bien por la tarde. El único requisito previo es estar en
ayunas, y no haber bebido agua en las últimas 2 ó 3 horas.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Antes de la cardioversión me afeito en casa <span style="mso-spacerun: yes;"> </span>todo el torso, así me evito los afeitados
parciales que suele hacer el personal auxiliar, y que te obliga a completarlo
una vez terminada la cardioversión si tienes la mala costumbre, como yo, <span style="mso-spacerun: yes;"> </span>de tener la natación como deporte.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Cuando me afeito <span style="mso-spacerun: yes;"> </span>lo
siento como un rito, no sólo como una preparación física ante la intervención,
sino como un rito mental, <span style="mso-spacerun: yes;"> </span>como una forma
de aceptación ante la incertidumbre, realmente lo siento como un acto de
humildad y de sumisión, de reconocimiento de mi propia debilidad ante la vida.
Si además te sucede como esta última vez, que te cortas varios granos o lunares
imperceptibles, la sangre te da una sensación de total penitencia. <span style="mso-spacerun: yes;"> </span>Dado que llevas ya al menos 4 semanas
anticoagulado y que te has asegurado de que tu INR esté entre 2 y 3, cortar las
pequeñas hemorragias requiere que me tome las cosas con mucha tranquilidad.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">La sedación con el Propofol es rápida, escuece ligeramente
cuando lo van inyectando lentamente a través de la vía, en pocos segundos notas
el efecto y pierdes la consciencia. La sedación es necesaria porque el shock eléctrico
aplicado sería de otra forma muy doloroso.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">La cardioversión no es más que una descarga eléctrica muy
controlada, pero su éxito es muy variable y frecuentemente requiere no sólo de
una, sino de varias descargas. Dicen las estadísticas que los riesgos de
complicaciones son inferiores al 3%, pero a los que padecemos enfermedades poco
frecuentes las estadísticas no suelen sernos de gran interés.<o:p></o:p></span></div>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-M5RPURzcazw/U6IeQsYdGII/AAAAAAAAAL4/VNGTuNANAvw/s1600/ECGduranteCV.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://4.bp.blogspot.com/-M5RPURzcazw/U6IeQsYdGII/AAAAAAAAAL4/VNGTuNANAvw/s1600/ECGduranteCV.jpg" height="168" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Mi ECG durante la cardioversión, se nota claramente el momento del choque eléctrico y la recuperación del ritmo</td></tr>
</tbody></table>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;"></span> </div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">El éxito de la cardioversión también parece depender de la
posición de las palas. Parece que la posición antero-posterior (pecho y
espalda) es más efectiva que la antero-lateral (pecho y costado). En mi caso
debo decir que en las anteriores cardioversiones exitosas las palas estaban
antero-posteriormente, <span style="mso-spacerun: yes;"> </span>la cardioversión
fallida fue antero-lateral, pero esta última también lo fue antero-lateral y fue
exitosa. Los ligeros enrojecimientos que quedan en la piel así lo demostraron,
y eso que recordé al cardiólogo este detalle de mi fallida cardioversión
anterior. <o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Sabedor de mi irregular historial de éxitos con la
cardioversión, creo que me despierto con tal cara de incertidumbre que
enseguida me confirman el éxito o fracaso. Esta vez hubo suerte. Pero en la
cardioversión fallida no recuperé el ritmo ni después de tres chispazos. Parece
por tanto que la amiodarona sí cumple su función, al menos de momento.<o:p></o:p></span></div>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-fS78GqeSB7M/U6Ie19o_RUI/AAAAAAAAAMA/j9ToKuS7NOg/s1600/ECGdespuesCV.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://2.bp.blogspot.com/-fS78GqeSB7M/U6Ie19o_RUI/AAAAAAAAAMA/j9ToKuS7NOg/s1600/ECGdespuesCV.jpg" height="451" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Mi ECG después de la cardioversión eléctrica</td></tr>
</tbody></table>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">En mi caso la cardioversión estuvo apoyada también por una
inyección de atropina. La razón es que la amiodarona acentúa mi habitual
bradicardia (he llegado a 40 pulsaciones/minuto con la amiodarona frente<span style="mso-spacerun: yes;"> </span>a las 50-55 habituales), y la atropina la
contrarresta favoreciendo un pulso más normal durante la cardioversión. <o:p></o:p></span></div>
<span style="font-family: Calibri;">Ahora me quedan otras 4 semanas de anticoagulación y de
mantener la dosis de amiodarona. <o:p></o:p></span><br />
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Después de mi primer cardioversión estuve año y medio<span style="mso-spacerun: yes;"> </span>en ritmo sinusal, en la segunda cardioversión
exitosa estuve 10 meses, supongo que en esta segunda cardioversión no supere el
medio año. La pregunta que nadie me ha respondido todavía es, ¿qué pasará
cuando vuelva a FA?, la cardioversión en mi caso es una solución
progresivamente ineficaz.<o:p></o:p></span></div>
<br />
Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com6tag:blogger.com,1999:blog-5785800498472731690.post-79902447302471829792014-06-13T10:47:00.000-07:002014-06-13T10:47:42.591-07:00Saber vivir, saber enfermar, saber morir<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-j_DE6XfL8BM/U5szw8JL7SI/AAAAAAAAALY/UGKF4HOXQ3k/s1600/Gustav-Klimt-LA-VIDA-Y-LA-MUERTE-1916-300x280.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-j_DE6XfL8BM/U5szw8JL7SI/AAAAAAAAALY/UGKF4HOXQ3k/s1600/Gustav-Klimt-LA-VIDA-Y-LA-MUERTE-1916-300x280.jpg" /></a></div>
<br /><br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Cuando me realizaron la segunda cardioversión, que falló
estrepitosamente,<span style="mso-spacerun: yes;"> </span>tuve un pensamiento
descorazonador. Pensé que ahora que había empezado a aprender a vivir, resultaba
que tendría que empezar a aprender a morir. Pero hace poco me di cuenta de que
antes de aprender a morir, tengo que aprender a enfermar, tengo que aprender a
vivir con la enfermedad.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Si me preguntasen cómo me gustaría morir, yo lo tengo
claro. Lo ideal sería morir durmiendo, morirme sin darme cuenta, arropado por
el sueño,<span style="mso-spacerun: yes;"> </span>acompañado sólo por mi cama, esa
sería mi muerte perfecta. Me gustaría morir sin enterarme, pero también me gustaría que nadie estuviese a mi lado sufriendo por mi muerte, me gustaría que fuese una sorpresa para todos, sobre todo para mí.</span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Mi verdadero ideal por tanto sería vivir cada día como si no
fuese a morirme nunca y que la muerte me sorprendiese. No me gustaría estar
pendiente de la muerte, pendiente de médicos, de tratamientos y
hospitalizaciones, aunque tengo claro que cuando llegue el caso, que llegará,
tendré que aceptarlo como parte de mi vida, porque como decía José Luis Sanpedro:
“tenemos la obligación de vivir la vida, pero tenemos también la obligación de
saber vivir la enfermedad, porque la enfermedad, como la vejez, es parte de la
vida”<o:p></o:p></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-GHGibv52ZWI/U5op9MkNi8I/AAAAAAAAAKY/BUFMry3LjRc/s1600/jose-luis-sampedro.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-GHGibv52ZWI/U5op9MkNi8I/AAAAAAAAAKY/BUFMry3LjRc/s1600/jose-luis-sampedro.jpg" height="152" width="320" /></a></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Mi lucha es la de evitar que la enfermedad me domine, evitar
que la enfermedad<span style="mso-spacerun: yes;"> </span>domine mis días, mi
cotidianeidad, que la enfermedad domine mis pensamientos o mi actitud; mi lucha
es intentar vivir cada día como si no estuviese enfermo, intentar que mi
entusiasmo por las cosas no disminuya, que no me domine el pesimismo y limite
mis ganas de seguir disfrutando de todo lo que pueda. No quiero evitar mi
realidad ni ignorarla, pero no me gustaría que la enfermedad dominase mi estado
de ánimo. <span style="mso-spacerun: yes;"> </span><a href="http://mividacambio2010.blogspot.com.es/2013/04/olvidarse-de-la-enfermedad-llevo-tiempo.html" target="_blank">Me insisto a mí mismo en esta idea</a>, intentando que no se me olvide.<o:p></o:p></span></div>
<br />
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Me gusta imaginarme como alguien que vive como si no
estuviese enfermo, como alguien cuyos únicos límites son solo los que le impone,
físicamente, la enfermedad. <span style="mso-spacerun: yes;"> </span>Pienso en
los millones de personas que tenían grandísimos planes y proyectos de vida, a
quienes les esperaba en casa un ser querido, <span style="mso-spacerun: yes;"> </span>acababan de comprar los billetes de avión para
el viaje de su vida, o tenían grandes proyectos que realizar. Personas a las
que una enfermedad repentina o un accidente truncaron sus planes en cuestión de
segundos, o de pocos días. Así me gustaría vivir lo que me queda de vida. Esas
personas no estaban preocupadas por una enfermedad grave o degenerativa, ni por
el precario futuro que les podía imponer, esas personas disfrutaron su vida
hasta que la muerte se la arrebató. Esa es la diferencia entre ellos y yo, o
dicho de otra forma, esa es la diferencia que me gustaría que no hubiese entre
ellos y yo. Al contrario que ellos, yo se cosas sobre mi futuro que están
configurando y determinando mi presente, y que a veces me angustian y deprimen.
Me gustaría que, como ellos, pudiese vivir cada momento como si no supiese
cuanta vida me queda. <o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Pero también me gusta pensar que, a diferencia de ellos, yo
tengo una gran ventaja, <span style="mso-spacerun: yes;"> </span>puedo preparar
mi futuro, puedo organizar mis cosas antes de que me vaya. De hecho ya he me he
empezado a preparar, <span style="mso-spacerun: yes;"> </span>ya he<span style="mso-spacerun: yes;"> </span>hecho un testamento, he hablado con mi hermano
y mi pareja sobre qué hacer si algo se tuerce en alguna de las cardioversiones
o ablaciones, o si un ictus me dejase tan disminuido que ni siquiera pudiese
moverme. <o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Hace tiempo, cuando aún no estaba enfermo, leí una
entrevista de alguien que describía como quedaban las cosas, la vida, los
planes, etc. de alguien que muere repentinamente en un accidente, describía la
ingente cantidad de aspectos de la vida, actividades, citas, trabajos, etc. <span style="mso-spacerun: yes;"> </span>que quedan truncados cuando alguien muere dramáticamente,
y de la dureza de la situación para los familiares, parejas o amigos, <span style="mso-spacerun: yes;"> </span>intentando cerrar inesperadamente toda esa
vida abierta,<span style="mso-spacerun: yes;"> </span>toda esa vida que ya no
podrá ser. Yo insisto en creer tener una ventaja frente a ellos, me gusta
pensar que al menos tengo la posibilidad de organizar mis cosas antes de irme,
que<span style="mso-spacerun: yes;"> </span>aún tengo tiempo para organizarlo
todo.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">En este aspecto no puedo por menos que acordarme de la
película Mi vida sin mí. Me gustaría tener el coraje de su protagonista
preparando la vida de su familia para cuando ella no esté.<span style="mso-spacerun: yes;"> </span>Pero también me impactó porque sé que la
realidad siempre supera a la ficción, sé que en muchas partes habrá habido
y hay personas que, sabedoras de su breve futuro, habran hecho lo impensable para que
los que quedan tengan la mejor vida posible. Estoy seguro que habrá personas
cuyo comportamiento y estrategia habrá superado en mucho a la película.<o:p></o:p></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-g43QmB-WhPI/U5ooxCQ6v7I/AAAAAAAAAKQ/5TXvwNThFq0/s1600/mividasinmi.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-g43QmB-WhPI/U5ooxCQ6v7I/AAAAAAAAAKQ/5TXvwNThFq0/s1600/mividasinmi.jpg" /></a></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Me gustaría que a lo largo de la evolución de mi enfermedad,
de la degeneración prematura que me va a imponer, mi mente se pudiese mantener independiente
de la degeneración física. Yo creo que la enfermedad es como un
envejecimiento natural, solo que más acelerado.<span style="mso-spacerun: yes;">
</span>Si considero que ahora tengo 50 años, que mi padre murió a los 80, mi
abuelo a los setenta<span style="mso-spacerun: yes;"> </span>y poco, y mis tíos
no pasaron ninguno de los 80, sé que genéticamente estoy programado para no
superar esa edad, pero lo que también sé es que a mí no me quedan 30 años de
vida. Si tenemos en cuenta que la fibrilación auricular permanente duplica <span style="mso-spacerun: yes;"> </span>la probabilidad de muerte a los que la padecen,
o lo que es lo mismo, reduce a la mitad su esperanza de vida, tengo claro que
me quedan, en el mejor de los casos y considerando la hipótesis más optimista,
unos 15 años de vida. <o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Pienso entonces que cada paso de mi enfermedad es igual que
cada paso en el deterioro natural que impone el envejecimiento, deterioro que
he visto en mi padre o en mi madre, pero que en mi caso irá a doble velocidad.
Prefiero entender <span style="mso-spacerun: yes;"> </span>mi enfermedad como un
proceso tan natural como el envejecimiento, o de otra forma,<span style="mso-spacerun: yes;"> </span>pienso que mi enfermedad es como cualquier otro
proceso natural, por lo que no debería enfadarme ni<span style="mso-spacerun: yes;"> </span>luchar contra mi realidad, como nadie, salvo
los necios, lucha contra lo que no pueden controlar.<o:p></o:p></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-8A-I8WOOxOs/U5otDHNY2aI/AAAAAAAAAKk/rpg4dyy-JZ4/s1600/DSCI1444.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-8A-I8WOOxOs/U5otDHNY2aI/AAAAAAAAAKk/rpg4dyy-JZ4/s1600/DSCI1444.JPG" height="240" width="320" /></a></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Intento evitar compararme con los que están mejor que yo, y
en todo caso, si tengo que compararme, prefiero compararme con los que están
peor, o ya no están. Muchas veces me sirve pensar en los que se fueron sin
haber podido disfrutar lo que yo ya he disfrutado y sigo disfrutando, y
entonces me sirve pensar que, sólo por ellos, solo por los que no pudieron
llegar, merece la pena seguir aquí.<span style="mso-spacerun: yes;">
</span>Pienso que por ellos tengo que seguir disfrutando de lo poco o mucho que
me queda. Me gusta pensar que tengo que vivir lo que ellos no pudieron, aunque
sea algo tan simple como ver salir el sol , disfrutar un día de lluvia, de una
película, o de cualquier detalle de la cotidianeidad.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Veo muchas personas que no aceptan envejecer, se enfurecen
al no poder hacer las cosas como las hacían cuando eran jóvenes. Veo viejos que
no aceptan la vejez como parte de la vida sino como una patología. Quieren ser
viejos pero con todas las facultades físicas y mentales de los que no lo son, o
no dejan de envidiar a aquellos que llegan con menos <span style="mso-spacerun: yes;"> </span>deterioro que ellos. Pocos mayores parecen
aceptar la genética y el destino que les ha tocado, y se revuelven una y otra
vez contra su realidad. En vez de disfrutar de las facultades y posibilidades
que todavía tienen, se regodean<span style="mso-spacerun: yes;"> </span>una y
otra vez en sus limitaciones o utilizan su edad y su deterioro como excusa para
no disfrutar del resto de vida que les queda. No me gustaría comportarme con mi
enfermedad como esos ancianos que rechazan su envejecimiento y que niegan una y
otra vez su destino como si nunca fuesen a morir, o al contrario, actúan como
si ya estuviesen muertos. La enfermedad para mi es otro proceso natural, tan
natural como la muerte, y como tal debo aceptarla. <o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Pero dejarse dominar por la enfermedad cuando aún se está
vivo y se tiene un mínimo de consciencia es permitir que la enfermedad nos robe
lo que todavía es nuestro, lo que todavía no ha conquistado. Creo que a la
enfermedad no hay que dejarla que domine lo que aún no puede dominar, <span style="mso-spacerun: yes;"> </span>esto es lo que yo entiendo como “luchar contra
la enfermedad”. No creo que se pueda luchar intentando frenar una enfermedad,
la enfermedad es en el fondo una parte de uno mismo, si mis músculos fallan por
un ELA o por un cáncer esos también son mis músculos y el ELA o el cáncer soy
yo, yo soy por tanto la enfermedad, mi arritmia es parte de mi, igual que el
tener un pie del 48 o medir 1,90 m, pero la enfermedad no es todo lo que yo
soy. Mi enfermedad determinará el funcionamiento de mi corazón o de mis
músculos, pero el resto de mi cuerpo y de mi mente no tiene por qué verse
afectado por la enfermedad, ya no es enfermedad.<span style="mso-spacerun: yes;"> </span>Mientras mi
cabeza esté sana, mientras al menos pueda mover un ojo y la enfermedad no lo
dañe, intentaré que éste no pierda el tiempo sintiendo lástima por quedarse
tuerto, sino disfrutando de lo poco o mucho que aún le queda por ver.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Yo tengo una gran suerte, de momento, y si no desarrollase otra enfermedad, cosa poco probable, la que ahora tengo es una enfermedad que
<span style="mso-spacerun: yes;"> </span>no es dolorosa. Es una enfermedad que produce
<span style="mso-spacerun: yes;"> </span>angustia, crea sensaciones de ahogo,
intranquilidad, dolores puntuales en corazón, <span style="mso-spacerun: yes;"> </span>y un sinfín de síntomas que reducen la
actividad, pero que no me obligan a estar conectado a una bomba de morfina. Me
comparo con mis amigos y familiares que tuvieron la desgracia de morir entre
terribles dolores y me siento inmensamente afortunado, al menos de momento.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">El problema para mi es que mi estado de ánimo cambia con el
tiempo.<span style="mso-spacerun: yes;"> </span>Cuando estoy en un estado
optimista veo cada día como una oportunidad, no pienso en mis limitaciones sino
en lo que puedo hacer cada momento y cada día, no pienso en la brevedad de mi vida
ni en los padecimientos que me esperan.<span style="mso-spacerun: yes;">
</span>Aunque tenga síntomas y sensaciones desagradables mantengo mis planes a
largo plazo pero me fijo solo en cumplir los de muy corto plazo. <o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Sin embargo, cuando me domina el pesimismo, entonces es la
desesperanza, el desinterés en el futuro inmediato lo único que existe.
Entonces me abandono a la pasividad, ¿para qué hacer nada si no tengo futuro? ¿De
qué sirve trabajar, tener ilusiones, ver amigos, o simplemente existir?<span style="mso-spacerun: yes;"> </span>En esos momentos cada persona con la que me
cruzo me parece con una suerte infinitamente mayor que la mía, envidio los que
han llegado a viejos porque se qué yo no llegaré. Envidio a muchas personas con
las que me cruzo por que no padecen ninguna enfermedad, y creo que sufro una
terrible injusticia por haber enfermado tan pronto. Los pensamientos más negros
y pesimistas son los que bombardean mi mente en esos días y cada minuto es un
esfuerzo por no perderme a mí mismo.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">La diferencia<span style="mso-spacerun: yes;"> </span>entre
mi actitud optimista y la pesimista no tiene nada que ver,<span style="mso-spacerun: yes;"> </span>la mayoría de las veces, <span style="mso-spacerun: yes;"> </span>con mi estado real de salud. No es que me
sienta mal por la arritmia y por eso entro en el pesimismo, no necesariamente, a
veces me siento peor físicamente y sin embargo sigo optimista, otras veces estoy
bien de mi enfermedad, no tengo ningún síntoma, pero caigo en la depresión. En este sentido, me pasa lo que he leído en una entrevista a Rafael Santandreu y cuya idea comenta en su libro "<a href="https://docs.google.com/file/d/138bB58s6eC_umuCFEyycIe2F7egcTYzXg-vXwn5qw7IJ7MmneGS7kSlgb4_w/edit?pli=1" target="_blank">El arte de no amargarse la vida</a>"<o:p></o:p></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-H1ZfTORFGPc/U5o17qusEzI/AAAAAAAAAK0/YjnWDnN1vaQ/s1600/Santandreu.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-H1ZfTORFGPc/U5o17qusEzI/AAAAAAAAAK0/YjnWDnN1vaQ/s1600/Santandreu.jpg" /></a></div>
<br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> “una idea irracional muy extendida es que la salud es muy importante,
¡eso es totalmente absurdo!. La salud es algo que vas a perder seguro a medida
que cumplas años. ¿Cómo te puedes apegar a algo que vas a perder seguro?. Te
preguntaré algo: ¿Cuántas personas crees que hay en el mundo que no tienen una
salud completa y que son bastante felices o muy felices?, muchos. Si la salud
fuera tan importante, muchos de ellos ya se habrían suicidado. Está bien tener
salud, pero puedo ser muy feliz también sin ella. Me costará más y tendré que
hacer otras cosas para compensarlo, como el caso de Stephen Hawkins”</span></span></div>
</div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Para mí la clave para evitar el pesimismo es detectar cuando
estoy entrando en ese estado pesimista. Mi truco, de momento, está en detectar
los momentos de inflexión. Si estoy realmente atento a mi cabeza me doy cuenta
de los momentos en los que las ideas negativas empiezan a invadirla. No paso
del optimismo al pesimismo en cuestión de segundos, el cambio no es tan rápido,
y si estoy atento, si me esfuerzo en detectar y evidenciar esos cambios,
entonces es cuando puedo contrarrestarlos. <o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Para mí es una cuestión de esfuerzo, es un acto de voluntad,
es como querer seguir haciendo deporte o mantener<span style="mso-spacerun: yes;"> </span>cualquier actividad voluntaria diariamente.
La diferencia es que hago deporte a horas fijas, me voy a clases de pintura en
días y horas concretos y puedo prepararme mentalmente para disfrutar de las
actividades que me propongo. Pero las ideas negativas sobre mi futuro llegan en
cualquier momento, no tienen hora ni día, no llegan a las 2 de la tarde y puedo
estar preparado para frenarlas. <span style="mso-spacerun: yes;"> </span>Cualquier contratiempo, una inesperada
taquicardia nocturna, una contrariedad personal, un pequeño detalle <span style="mso-spacerun: yes;"> </span>en cualquier momento del día, o simplemente sentir
palpitaciones al subir una escalera, abren la puerta para empezar a cambiar del
optimismo al pesimismo. <o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">El ejercicio de voluntad es el estar atento a ese momento, a
ese fugaz pensamiento negativo que me invade, detectarlo <span style="mso-spacerun: yes;"> </span>y hacerlo consciente. Lo eficaz es darme
cuenta de los momentos iniciales del cambio del optimismo al pesimismo, es
entonces cuando puedo hacer pequeños esfuerzos por contrarrestarlos, es
entonces cuando puedo borrar de mi mente el pensamiento y aferrarme a las
razones anteriores para compensarlo (por eso también las escribo, para poder
recordarlas cuando he perdido el sentido).Lo que me doy cuenta es que cuando ya
he entrado en un estado pesimista, cuando ya estoy en el pozo, me resulta mucho
más difícil salir de él y entonces me parece que no puedo más que esperar a que
pase el tiempo, a que amanezca otro día y la suerte haga que pueda sentirme
mejor.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Por eso es tan importante la meditación para personas como
yo. La meditación es el deporte mental de darte cuenta de lo que pasa por la
mente, y obligarla a pensar lo que tu quieres, no lo que ella quiere. Por si alguien estuviese interesado, comenté en otra <a href="http://mividacambio2010.blogspot.com.es/2013/03/meditacion-servira-para-las-arritmias.html" target="_blank">entrada </a>mi visión de la meditación.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">La meditación me ayuda a desbloquear los pensamientos
negativos, para mi meditar es como un entrenamiento deportivo, tienes que ser muy consciente de lo que estás pensando, y estar
constantemente obligando a la mente a volver donde tu quieres. La
meditación<span style="mso-spacerun: yes;"> </span>es un entrenamiento para
reconocer los pensamientos depresivos cuando estos empiezan a aparecer. La
meditación me ayuda a romper la inercia del pensamiento, me ayuda reconocer
cuando las elucubraciones negativas empiezan a invadirme. <o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Cuando me invaden los pensamientos negativos entonces me
fuerzo en pensar que todavía estoy bien, que el resto de mi cuerpo sigue
funcionando y que debo disfrutar el momento y evitar los pensamientos que hacen
que el futuro quiera dominar mi presente. En este sentido la meditación me está
ayudando, sé que es una cuestión de voluntad. La misma voluntad que debo poner
al meditar, en estar pendiente de mis pensamientos, en verlos como si fuese un
observador, un espectador de mi cabeza, esa voluntad es la misma voluntad que
me ayuda a reconocer cuando mi mente quiere entrar en la visión negativa de mi
existencia. De hecho, para algunos maestros de la meditación, esta no es más que un continuo esfuerzo de voluntad, meditar es ejercitar continuamente la voluntad, la voluntad de detectar los pensamientos y no dejarse llevar por ellos.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">El éxito entonces es no perder el sentido de mi vida, no
olvidarme de los objetivos que me quedan por cumplir, intentar terminar el
trabajo y los pequeños desafíos que me he planteado. Luchar por mantener estos
objetivos es lo que me salva de caer a veces en la desesperación.<span style="mso-spacerun: yes;"> </span>Darle un sentido a mi vida me ayuda a vencer
los pensamientos negativos, pero este es un aspecto del que prefiero hablar en
otro momento, que bastante me he enrollado ya.<o:p></o:p></span></div>
<br />
<br />
<br />Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com4tag:blogger.com,1999:blog-5785800498472731690.post-24576705183793432962014-05-21T16:27:00.001-07:002014-05-21T16:27:39.311-07:00¿p?<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-VxsAvdzokS4/U30zdKOOzII/AAAAAAAAAKA/dA2fVoNNzTA/s1600/ECG3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-VxsAvdzokS4/U30zdKOOzII/AAAAAAAAAKA/dA2fVoNNzTA/s1600/ECG3.jpg" height="336" width="640" /></a></div>
<br />
<br />
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Diez meses, este es el tiempo que he mantenido el ritmo
sinusal. Hace unas semanas he entrado de nuevo en FA y se ha confirmado en
varios ECG. Me ha hecho gracia la indicación que grababa en uno de ellos la propia
máquina del ECG: ¿p?, indicando que no detectaba <span style="mso-spacerun: yes;"> </span>la existencia de una onda p. <o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Pese a esta desgracia, la “ventaja” que al parecer tengo es
que, además de la patología auricular, tengo también otra patología eléctrica
en la comunicación entre el nodo auricular y el ventricular, lo que
técnicamente se llama “bloqueo AV”. Este bloqueo hace que la señal de aurícula
al ventrículo esté enlentecida y no todos los impulsos de la aurícula lleguen
al ventrículo. La consecuencia es una bradicardia, es decir un latido más lento
de lo normal. <o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">En mi ECG se puede ver que el espacio entre dos latidos es
mayor en ciertos momentos, incluso en algunos<span style="mso-spacerun: yes;">
</span>ECG de hace unos años se podía observar como aparecía una onda p que no
iba acompañada del resto de despolarizaciones-repolarizaciones características
de un latido (no aparecían el resto de picos de un latido normal). El espacio
entre latidos es por tanto mayor de lo normal. <o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">La parte buena de este bloqueo AV es que el exceso de
excitación en la aurícula causado por la FA se ve frenado por el bloqueo AV,
por lo que mi ventrículo sigue latiendo a un ritmo “normal”, es decir, se
mantiene la bradicardia y no aparecen las taquicardias ventriculares tan
características de las FA.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Mi cardiólogo me propone que repitamos la
electrocardioversión con la misma estrategia que la última vez: Trangorex tres
semanas, cardioversión y mantener el Trangorex durante otras 4- 8 semanas para
estabilizar el efecto de la cardioversión.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Es una solución parcial. Está claro que el tiempo que se
mantiene el RS es cada vez menor, y que a medida que pasa el tiempo <span style="mso-spacerun: yes;"> </span>la probabilidad de éxito de una ablación disminuye.
Este aspecto lo comenté con el Dr. Merino, y tanto él como mi cardiólogo
coincidían en que, según el manual de tratamiento de la FA, la ablación sólo
está considerada cuando existe una sintomatología desarrollada que así lo
aconseje, pero mi FA es todavía oligosintomática por lo que no es lo más
adecuado<span style="mso-spacerun: yes;"> </span>(según ellos, aunque algún otro
especialista opinaba lo contrario ver <b style="mso-bidi-font-weight: normal;"><a href="http://mividacambio2010.blogspot.com.es/2013/06/cada-medico-es-un-mundo-cada-paciente.html" target="_blank">entrada</a></b>)<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Lo que es cierto es que la intensidad de los síntomas
aumenta paulatinamente con el tiempo. Inicialmente la FA era totalmente
asintomática, yo no supe en los dos primeros años cuando entraba en FA. El año
pasado ya notaba síntomas cuando la FA llevaba ya algunos meses instalada, y
esta vez detecté claramente cuando entré en FA, la sensación de ahogo y
angustia eran muy claros. Es esperable que dicha FA se haga cada vez más
sintomática, y entonces la única solución que tenga sea la de aguantarme. <o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Tengo claro que cuando la sintomatología aconseje la
ablación, la probabilidad de éxito será muy baja. En las FA persistentes como
la mía,<span style="mso-spacerun: yes;"> </span>los impulsos se generan en
cualquier parte de la aurícula, con poca contribución de las venas pulmonares. En
estos casos la ablación de venas,<span style="mso-spacerun: yes;"> </span>acción
común en la ablación, no tiene éxito (ver figura de la <b style="mso-bidi-font-weight: normal;"><a href="http://mividacambio2010.blogspot.com.es/2014/01/ablacionar-o-no-ablacionar.html" target="_blank">entrada</a></b>). La única solución sería destrozar la aurícula, lo que se conoce
como el método o cirugía de Mazé, que en definitiva es causar una cantidad tal
de cicatrices en la aurícula que todos los impulsos acaban siendo aislados, a
costa como digo de causar una destrucción masiva de la aurícula.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Las cardioversiones reiteradas tienen también un efecto
negativo sobre el tejido cardiaco. Someter al corazón a sucesivas
cardioversiones provoca la muerte de células de miocardio lo que acaba causando
un problema estructural que no existía previamente, lo que se suma a la patología
electrofisiológica. Como las cardioversiones no se acompañan de un análisis de <b style="mso-bidi-font-weight: normal;"><a href="http://mividacambio2010.blogspot.com.es/2013/04/a-por-la-tercera-cardioversion.html" target="_blank">troponina ultrasensible</a></b> antes y después
de las mismas, no se puede saber qué grado de deterioro<span style="mso-spacerun: yes;"> </span>se está causando a cada paciente. Puede que a
algunos pacientes las cardioversiones les produzcan mayor efecto destruyendo más
células que a otros y por tanto la reiteración de dicha técnica debería ser
regulada según cada paciente. Esto es lo que yo creo, pero no soy médico y
puede que me equivoque en este razonamiento.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>En conclusión, tendré
que esperar a que la cardioversión tenga éxito, aunque en este caso la duración
seguro que será menor de 10 meses. El problema es qué hacer luego, o qué hacer
si la cardioversión falla, y ante esa pregunta la única respuesta que he
obtenido es la misma: “ya veremos”.<o:p></o:p></span></div>
<br />
<br />
Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com0tag:blogger.com,1999:blog-5785800498472731690.post-40006426660753160102014-01-07T17:46:00.001-08:002014-06-04T15:12:02.230-07:00Séneca y la vida<!--[if gte mso 9]><xml>
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<a href="http://2.bp.blogspot.com/-kMXPkQ60arc/UsyloStGGfI/AAAAAAAAAJQ/hDv3RS_J2jE/s1600/KEEPCalm.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-kMXPkQ60arc/UsyloStGGfI/AAAAAAAAAJQ/hDv3RS_J2jE/s1600/KEEPCalm.jpg" height="200" width="171" /></a></div>
<span id="goog_1529593949"></span><span id="goog_1529593950"></span><br /></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Estas navidades encontré por casa un libro titulado Invitación
a la serenidad. <span style="mso-spacerun: yes;"> </span><u>Séneca. Lecciones para
el hombre ocupado, Ediciones de Bolsillo</u>. <span style="mso-spacerun: yes;"></span>Hubo un tiempo en que cada libro lo
marcaba con la fecha aproximada en que lo compraba, en este, en la primera
página aparecía: ”diciembre de 2000, en unas serenas navidades”. Entonces
recordé que ese año fue el año en que una
mujer me dejó por un trompetista de la vecindad, como en la canción de Rubén Blades,
espero que siga tan feliz como dice la canción.</span></div>
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<object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="https://ytimg.googleusercontent.com/vi/1Jd_OZeqHpQ/0.jpg" height="266" width="320"><param name="movie" value="https://youtube.googleapis.com/v/1Jd_OZeqHpQ&source=uds" /><param name="bgcolor" value="#FFFFFF" /><param name="allowFullScreen" value="true" /><embed width="320" height="266" src="https://youtube.googleapis.com/v/1Jd_OZeqHpQ&source=uds" type="application/x-shockwave-flash" allowfullscreen="true"></embed></object></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Cuando tenía el libro en mis manos me di cuenta de que en mi
vida ha habido dos periodos en los que he aprendido casi todo lo que sé de mí
mismo: los años en los que he tenido pareja, y los años en los que he estado
solo. Me explico. Los años en que he estado emparejado han sido siempre años
intensos, la mayoría de las veces he sido consumido por la pasión, y he disfrutado,<span style="mso-spacerun: yes;"> </span>y sufrido, con similar intensidad, aunque lo
segundo siempre me ha parecido lo dominante. En esos años he crecido, no tanto
por mí mismo, sino por el estímulo que supone estar con otra persona, verte
reflejado en otro es una de las formas más duras de conocerse. En esos años la
lectura no ha sido mi actividad más sobresaliente, tal vez porque la vida se
encargaba de entretenerme lo suficiente. </span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Pero creo haber crecido tanto más en la soledad, sobre todo
en la soledad de las crisis, o de los tiempos que suceden a las separaciones,
en esos años<span style="mso-spacerun: yes;"> </span>en los que la melancolía y
la soledad te corroen por dentro con un dolor que te parece insoportable. Son
en esos años cuando, a falta del espejo humano, he buceado como un loco entre
libros para entenderme, cuando incluso buscaba la soledad para disfrutar de mis
descubrimientos tras cada visita a una librería. Son en esos años en los que la
lectura me ha ayudado muchas veces a seguir, a entenderme, a entender, o a
creer que lo estaba haciendo.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Cuando estoy en una librería y tengo un libro en mis manos
ante el que dudo si comprarlo o no, siempre me aplico el mismo principio: “ante
la duda, cómpralo “, por eso muchos de los libros que tengo aún no he tenido
tiempo de leerlos. Cuando ojeé el libro de Séneca comprobé que este ya lo había
leído, ya que tengo la mala costumbre (para algunos) de subrayar todo lo que me
parece interesante, supongo que<span style="mso-spacerun: yes;"> </span>en un
vano intento de hacerlo mío. <span style="mso-spacerun: yes;"> </span>Sin
embargo, no recordaba casi nada de lo que había subrayado en este, y en la
revisión, inicialmente rápida, descubrí que tenía frases y párrafos excelentes
que debía releer, y si podía, difundir por si a alguien le sirviese, así que me
pasé algunas horas disfrutándolo. Resumo aquí lo que me pareció más
interesante. </span><br />
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<a href="http://2.bp.blogspot.com/-qrW4TI5D7SA/UsynQpeW8hI/AAAAAAAAAJc/GGnNmR0YIuY/s1600/libro.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-qrW4TI5D7SA/UsynQpeW8hI/AAAAAAAAAJc/GGnNmR0YIuY/s1600/libro.jpg" height="320" width="213" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Séneca nació en Córdoba entre el año 4 y 1 a.C. Hijo de una
familia acomodada se trasladó con la familia a Roma y fue introducido por su
padre a la vida política. Pero una enfermedad grave le deja una fuerte impronta
y le influye en su psicología, en el sentido del tiempo, en las valoraciones de
la vida, en una defensa del suicidio que se repetirá durante toda su vida, y
aunque nunca lo cumplió, viviendo casi 70 años, <span style="mso-spacerun: yes;"> </span>fue obligado a suicidarse acusado de
participar en una conjura contra el emperador.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Para algunos Séneca fue un hipócrita, ya que aunque en su obra
predicaba la sencillez, la pobreza y la moderación, su vida se desarrolló entre
el lujo, el placer y la usura. A mi sin embargo no me parece tan hipócrita esa
actitud, me gusta creer que Séneca era muy consciente de la brevedad de la
vida, y de la fragilidad de su salud (aunque luego vivió 70 años!!), me
imagino a alguien inteligente y contradictorio, capaz de disfrutar la vida al máximo,
y de aprovechar todas sus oportunidades materiales, pero en el fondo muy consciente de la banalidad.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Séneca era un estoico, y como dice Juan Antonio Marina en el
prólogo, lo que hace tan modernos a los viejos estoicos es que fueron
psicoterapeutas, sanadores de la psique. Séneca es un curador de almas
aquejadas por el dolor. Tanto el estoicismo como el epicureísmo creen que la filosofía
es una curación “vacío es el argumento del filósofo que no trate
terapeúticamente ninguna pasión del ser humano”, escribe Epicuro. Los estoicos
pensaban que alcanzaríamos la libertad si cambiásemos nuestras ideas acerca de
la realidad y de nuestras pasiones. Epicteto, otro estoico, decía que “no nos
hacen sufrir las cosas, sino las ideas que tenemos de las cosas” </span><br />
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">En la excelente introducción del libro se resume el trabajo
de Séneca, “ en sus obras aparecen aquellos a quienes consume la avaricia, el poder,
el trabajo excesivo, aparecen aquellos que están siempre inquietos persiguiendo
la riqueza, los hastiados por la necesidad de novedades, los cargados de
inconstancia”</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">- <i>Rescátate a ti mismo</i></span><br />
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">- <i>Arrebaña las horas con entreambas manos, así resultará que
dependerás menos del día de mañana si tuvieras bien asido el de hoy</i>.</span><br />
<br /></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">- <i>No es breve la vida, largo es en el hombre el descuido del
tiempo</i>.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">No tenemos un corto tiempo sino que perdemos mucho. La vida
es suficientemente larga y se nos ha entregado en abundancia para lograr la
consumación de las cosas más importantes. Pero cuando se abandona entre el lujo
y el descuido cuando no se consume en ninguna cosa buena, al final, en el
momento de la muerte, nos damos cuenta de que se va la vida, sin darnos cuenta
de que pasaba. No recibimos una vida breve, sino que la hacemos breve, y no
estamos faltos de ella sino que somos sus despilfarradores. </span><br />
<br /></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">- <i>Ten cuidado, no confundas vivir con perdurar.</i></span><br />
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">- <i>Aplícate a ser sabio en el arte de vivir. </i></span></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">No existe nada menos propio de un hombre ocupado que vivir.
De ninguna cosa existe una ciencia más difícil. Hay que aprender a vivir a lo
largo de toda la vida y, lo que tal vez te sorprenda más, hay que aprender a
morir a lo largo de toda la vida. </span><br />
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">- <i>El que dirige cada día como si fuese el último no teme al
mañana.</i></span></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Cada uno arruina su vida y trabaja por un anhelo del futuro
en un presente tedio. Pero aquel que dedica todo el tiempo en su propia
utilidad, el que dirige cada día como si fuese el último, ni suspira por el
mañana, ni lo teme.</span><br />
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">- <i>Sea lo corta que sea, la vida es con creces suficiente</i>.</span></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Decrépitos ancianos mendigan con súplicas el aumento de unos
pocos años.<span style="mso-spacerun: yes;"> </span>Cuando la debilidad de su
naturaleza mortal les advierte algo, mueren como llenos de pavor, no como si
abandonasen la vida, sino como si se la arrancasen.<span style="mso-spacerun: yes;"> </span>Entonces piensan como ha caído en el abismo
tanta ocupación, tanto trabajo. Pero para quienes viven su vida lejos de toda
ocupación ¿por qué no les va<span style="mso-spacerun: yes;"> </span>a resultar
larga?. Para los que nada de ella se delega, nada se disipa, nada se pone en
manos de la fortuna, nada perece por negligencia, nada se le quita por costoso,
nada es superfluo.<span style="mso-spacerun: yes;"> </span>Toda su vida es
rentable. Para estos, sea lo corta que sea la vida, la vida es con creces
suficiente, y por ello, cuando llegue<span style="mso-spacerun: yes;"> </span>el
último día, el sabio no vacilará en ir hacia la muerte con paso seguro.</span><br />
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">- <i>La vida más breve es la de aquellos que sólo atormenta el
futuro</i>.</span></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">La vida más breve, y más llena de inquietudes, es la de
aquellos que olvidan el pasado, miran con indiferencia el presente, y temen el
futuro.<span style="mso-spacerun: yes;"> </span>Les atormenta la irreflexión con
sentimientos que les hacen vacilar y correr hacia las mismas cosas que temen. A
menudo desean la muerte por ello, porque le tienen miedo. </span><br />
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">- <i>Mal vivirá quien no sepa morir bien</i>.</span><br />
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">- <i>Quien tema a la muerte, no hará nunca nada por un hombre
vivo.</i></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="line-height: 115%;">Quien sepa que la muerte estaba pactada en el mismo
momento en que nación vivirá según la ley de la naturaleza, y a su vez, con la
misma fuerza de espíritu, se mantendrá firme para que ninguna cosa que le
suceda sea inesperada. </span></span></span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-QWTG9KRFpr4/UsyrSPLLiTI/AAAAAAAAAJk/nEGzrQp5sw0/s1600/SenecaMuerte.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-QWTG9KRFpr4/UsyrSPLLiTI/AAAAAAAAAJk/nEGzrQp5sw0/s1600/SenecaMuerte.jpg" height="194" width="320" /></a></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com0tag:blogger.com,1999:blog-5785800498472731690.post-63237611627599658912014-01-01T16:45:00.000-08:002014-01-01T17:48:57.971-08:00¿Ablacionar o no ablacionar?<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-Iod8DGVMurs/UsSzKI1EgdI/AAAAAAAAAIs/F662kYMKg5s/s1600/ablacion1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-size: x-small;"><img border="0" height="148" src="http://4.bp.blogspot.com/-Iod8DGVMurs/UsSzKI1EgdI/AAAAAAAAAIs/F662kYMKg5s/s320/ablacion1.jpg" width="320" /></span></a></div>
<br /><br /><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Aurícula de dos corazones con FA persistente. En A, los puntos de ablación (en rojo) coinciden con las pautas anómalas de conducción de los impulsos eléctricos y por tanto la ablación tiene éxito, en B no hay coincidencia entre la ablación y las pautas anómalas de voltaje de la aurícula (bandas de colores) por lo que la ablación de venas pulmonares no tiene éxito en el control de la FA(tomado de Hindricks & Packer, 2013)<br /><br /></span><br /><span style="font-family: Arial, Helvetica, sans-serif;">Un grupo de especialistas españoles acaba de publicar el pasado mes de diciembre los resultados de un estudio con 149 pacientes , el estudio</span><a href="http://eurheartj.oxfordjournals.org/content/early/2013/10/17/eurheartj.eht457"><span style="font-family: Arial, Helvetica, sans-serif;">SARA</span></a><span style="font-family: Arial, Helvetica, sans-serif;"> comparando la ablación con el tratamiento farmacológico para el control de la FA. <br /><br /><br />Lo interesante de este estudio es que, al contrario de la mayoría de los estudios anteriores, centrados en la FA paroxística, este se ha centrado en pacientes con FA permanente. Aunque el artículo original no he podido conseguirlo todavía, he encontrado otro </span><a href="http://eurheartj.oxfordjournals.org/content/early/2013/12/25/eurheartj.eht504.extract"><span style="font-family: Arial, Helvetica, sans-serif;">artículo</span></a><span style="font-family: Arial, Helvetica, sans-serif;"> que lo analiza críticamente y que resumo en esta entrada.<br /><br /><br />Todos los estudios que han comparado la ablación frente al tratamiento farmacológico en casos de FA paroxística coinciden en señalar que la ablación es mucho más eficaz que la medicación, aunque la mayoría de estudios hacen un seguimiento relativamente corto en el tiempo (menos de 2 años). Además, las probabilidades de éxito de la ablación en este tipo de FA paroxística son muy elevadas por lo que suele ser una de las opciones terapéuticas elegidas por los especialistas.<br /><br /><br />Lo interesante del estudio encabezado por el Dr. Lluis Mont (Hospital Clínico Universitario de Barcelona) es que se concentra en la subpoblación de enfermos con FA persistente, subpoblación que solía estar subrepresentada en estudios previos. El objetivo del estudio fue el de comparar el éxito de la medicación frente a la ablación, en aquellos casos en los que el enfermo ya es refractario a, al menos, un medicamento antiarrítmico.<br /><br /><br />El estudio excluyó aquellos pacientes con muy escasa probabilidad de éxito frente a la ablación, es decir, aquellos con una FA de muy larga duración, con daño estructural, con porcentaje de eyección ventricular muy reducida, o con aurícula izquierda muy delatada. Estas excepciones reducen mucho la población de estudio a un sector “óptimo”, “muy saludable” y joven (55 +- 9 años) de pacientes con FA persistente. Los resultados no son por tanto válidos para cualquier otro tipo de enfermos que no cumplan estas estrictas condiciones.<br /><br /><br />El estudio demuestra que, en los 12 meses de seguimiento después de la ablación, los pacientes ablacionados tuvieron muchas menos recurrencias de FA que aquellos tratados con medicación<br /><br /><br />Pese a los fallos del estudio que citan los revisores: número relativamente pequeño de pacientes, escaso control en la frecuencia y el tiempo de seguimiento, o la existencia de casos cruzados, el estudio demuestra que la ablación es mejor tratamiento que la medicación para aquellos pacientes con FA persistente. <br /><br /><br />Algunas de las deficiencias indicadas por el estudio, entre ellas la de conocer las mejoras en síntomas y calidad de vida a largo plazo, pudieran ser resueltas en cuanto se publiquen los resultados de dos estudios que se están llevando a cabo en la actualidad: el estudio CABANA y el EAST. <br /><br /><br />El estudio </span><a href="https://www.cabanatrial.org/"><span style="font-family: Arial, Helvetica, sans-serif;">CABANA</span></a><span style="font-family: Arial, Helvetica, sans-serif;"> (Catheter ablation versus antiarrhythmic drug therapy for atrial fibrillation trial), </span><a href="http://www.blogger.com/null"><span style="font-family: Arial, Helvetica, sans-serif;">es</span></a><span style="font-family: Arial, Helvetica, sans-serif;"> uno de los estudios que intenta discernir las ventajas de la ablación frente a la medicación utilizando datos a largo plazo de unos 2000 pacientes en 10 países, pero desgraciadamente los resultados no estarán disponibles hasta el 2015. <br /><br /><br />Al estudio </span><a href="http://www.easttrial.org/"><span style="font-family: Arial, Helvetica, sans-serif;">EAST</span></a><span style="font-family: Arial, Helvetica, sans-serif;"> (Early Treatment of Atrial Fibrillation for Stroke prevention Trial)(www.easttrial.org) que incluye 11 países europeos y su objetivo se centra en estudiar las estrategias de tratamiento de la FA, aún le falta incluir unos 1000 pacientes de los 2810 que tiene como objetivo de estudio.</span><br />
<br />
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<span style="font-family: Calibri;"><span style="font-size: x-small;"></span></span><br />
<span style="font-family: Calibri;"><span style="font-size: x-small;">REFERENCIAS:<o:p></o:p></span></span></div>
<span style="font-size: x-small;">Mont L., et al. 2013. Catheter ablation vs. antiarrhythmic drug treatment of persistent atrial fibrillation: a multicenter, randomized, controlled trial (SARA Study) Eur. Heart J. doi: 10.1093/eurheartj/eht457 .<br /><br />Gerhard Hindricks and Douglas L. Packer. Moving catheter ablation forward from paroxysmal to persistent atrial fibrillation: progress, limitations, and surprises of the SARA trial Eur Heart J eht504 first published online December 25, 2013 . doi:10.1093/eurheartj/eht504.</span><br />
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<span style="font-family: Calibri;"><span style="font-size: x-small;"><span style="color: #333300;"></span></span></span> </div>
<br />Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com0tag:blogger.com,1999:blog-5785800498472731690.post-5136692748659354332013-06-22T16:22:00.001-07:002013-06-22T16:22:56.155-07:00Cardioversión exitosa (de momento)<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-nCQDaQHBmiw/UcYp9XL_ZRI/AAAAAAAAAHU/2Oj9fastf3o/s1600/saltofelicidad.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="http://4.bp.blogspot.com/-nCQDaQHBmiw/UcYp9XL_ZRI/AAAAAAAAAHU/2Oj9fastf3o/s320/saltofelicidad.jpg" width="320" /></a></div>
<br />
<br />
Un mes más tarde de lo previsto he vuelto a pasar por la cardioversión. Así como la vez anterior me despacharon en poco mas de 2 horas, esta vez ha sido mucho mas pesado, he estado 5 horas en la UCI de Coronarias de un hospital público, todo por esperar a los análisis de sangre, y sobre todo por el INR. Curioso, algo que se conoce en pocos minutos tardó mas de 3 horas en llegar. <br />
<br />
Afortunadamente la espera se compensó con la reversión a ritmo sinusal (RS), parece claro por tanto que el tratamiento previo con antiarrítmico sí tiene su eficacia, al menos de momento. Aquí el problema es el antiarrítmico. Mi duda es si esta eficacia no la hubiésemos obtenido también con otro antiarrítmico mas "amigable" que la amiodarona, y sobre todo, cuanto aguantará mi auricula en RS una vez que deje de tomar la amiodarona (me quedan otras dos semanas de tratamiento).<br />
<br />
En la entrada anterior expuse que cada médico tenía su propio criterio de actuación ante un mismo paciente. Pese a que las <a href="http://www.revespcardiol.org/es/linkresolver/guias-practica-clinica-el-manejo/13188310/" target="_blank">Guías clínicas para el tratamiento de la fibrilación auricular</a>, reflejan los resultados de los trabajos médicos y por tanto establecen unas guías de actuación ante diferentes escenarios, con indicación de la evidencia empírica de cada tratamiento. Queda claro, según mi propia experiencia, que solo uno de cada 4 médicos las sigue. <br />
<br />
En mi caso, lo que la Guía propone es que se prueben primero otros antiarrítmicos, y solo en caso de fallo de los mismos, utilizar la amiodarona como última posibilidad. De los cuatro especialistas consultados, el 50% se han saltado ese paso y eran partidarios de ir directamente al tratamiento con mayor probabilidad de éxito, pero también el más peligroso por sus efectos secundarios (sin contar que otro médico ni siquiera consideró el paso por un tratamiento antiarrítmico y proponía la ablación directamente, ). ¿Por qué los especialistas hacen tan poco caso a unas recomendaciones soportadas por sus propias evidencias y consideradas como las pautas mas eficaces para el tratamiento de esta patología?<br />
<br />
Esta actitud de obviar las recomendaciones me recordó lo que tambien se observa en los médicos generales respecto del uso de antibióticos, o respecto de las cesáreas, por poner otro ejemplo médico. La comparación de las frecuencias en la utilización de antibióticos o de la realización de cesáreas en España, en comparación con otros países de Europa, refleja que somos el país que más antibióticos utiliza y el que más cesáreas efectúa en los partos. ¿Cómo es posible que, ante las mismas situaciones sanitarias, los médicos españoles decidan tomar la solución que más éxito puede tener, pero también la de mayor riesgo y consecuencias secundarias para el paciente?<br />
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Mi teoría es clara, nuestros médicos no son más que el reflejo de nuestra sociedad, de nuestros comportamientos y también por tanto de nuestras debilidades mentales. Somos una sociedad impaciente, lo queremos todo y lo queremos ya. Nos cuesta cumplir las normas y los consejos, no aceptamos la incertidumbre, preferimos los blancos o los negros, y por tanto no asumimos conscientemente los pros y contras de muchas decisiones, sólo queremos que se nos resuelva el problema inmediatamente, aunque la solución rápida no tenga porque ser la mejor a largo plazo.<br />
<br />
Quitar un dolor de garganta con un antibiótico es matar moscas a cañonazos, y lo que es peor, es fomentar la resistencia al antibiótico por las bacterias de nuestro cuerpo y por las del medio ambiente, que es donde finalmente termina el antibiótico cuando lo excretamos. Hay por tanto un riesgo mayor que el de aguantarse el dolor con un antiinflamatorio y esperar.<br />
<br />
Los médicos son conscientes del problema y quiero creer que la mayoría no recetarían tantos antibióticos, tal como las normas proponen, pero también creo que la mayoría de pacientes considerarían un error médico la no prescripción del antibiótico, y ni me imagino la que le montarían al médico si finalmente se desarrollase una infección. La consecuencia es que el médico prefiere saltarse las normas, recetar el antibiótico, quitarse el posible problema con el paciente, y dejar las consecuencias para los que vengan detrás.<br />
<br />
Creo que en mi caso podría pasar algo parecido, se ha preferido simplificar, abordar la solución más rápida y con mayor probabilidad de éxito, pero con mayores riesgos de efectos secundarios, antes que pasar por los estados intermedios que recomienda la Guía.<br />
<br />
Hay otra actitud propia de nuestra sociedad que también creo que influye a la hora de obviar lo que las evidencias proponen. En mi experiencia como docente me harto de ver como los alumnos tienden a buscar siempre las soluciones más complejas, o las más rebuscadas, antes de seguir las sencillas pautas que se les proponen para resolverlas. Parece que en nuestra educación, seguir los pasos que están establecidos, y probados, para resolver un problema, no es lo que más nos atrae. Mi sensación es que hacer lo que se supone que otros hacen, porque está demostrado, fuese un demérito. Parece que tenemos que demostrar nuestra originalidad y no seguir las normas para sentirnos bien, y así volvemos a reinvertar la rueda una y otra vez<br />
<br />
Este mismo comportamiento lo observo en numerosos aspectos de la cotidianeidad, pocas personas aceptan y asumen seguir unas reglas que favorecen la convivencia o el funcionamiento de un proceso, o una decisión. Parece que una parte se siente mucho mejor, mas lista, más satisfecha de si misma, si no lee las instrucciones, si no cumple con lo demostrado con la experiencia, si la obvia o las vulnera, aunque al final le retrase la ejecución o sea errónea. Para mi es un problema de falta de confianza en lo demostrado, o un exceso de confianza en uno mismo.<br />
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Pienso por tanto que el que mi médico haya decidido obviar las Guías pudiera ser reflejo de esta falta de aceptación de los hechos demostrados empíricamente, y que haya pesado más este "carácter original del español", que el sencillo hecho de haber seguido las recomendaciones. <br />
<br />
Pero también es verdad que hay una alta posibilidad de que no sea así, y que yo este completamente equivocado. Puede que mi médico, (que por otra parte es una joya como persona y un verdadero profesional en su dedicación, y al que aprecio verdaderamente), haya utilizado su instinto clínico para adoptar la solución que mejor cree que puede resolver el problema, y que haya considerado muchos más aspectos que no reflejan las Guias clínicas para tomar la decisión que ha tomado. Para mi, esta idea es la que ha prevalecido para no oponerme energicamente a su estrategia. He considerado que su experiencia es infinitamente mayor que la mia (sólo basada en haberme leído la Guía), y por tanto he aceptado, aunque a regañadientes, su propuesta. Pese a ello, tampoco he podido evitar pensar lo que aquí he expresado.<br />
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Ahora veremos cuanto dura esta situación. Como estaré varias semanas de viaje, estar en RS al menos me permitirá disfrutar mucho mejor este tiempo. Menos da una piedra.<br />
<br />
Seguiremos informando<br />
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<br />Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com0tag:blogger.com,1999:blog-5785800498472731690.post-55792743250144492322013-06-03T15:40:00.001-07:002013-06-04T14:30:34.906-07:00Cada médico es un mundo, cada paciente, también<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-JrFseL_oYcU/Ua0XA5sbSTI/AAAAAAAAAHA/kA8MwLAcYBU/s1600/decision.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="http://4.bp.blogspot.com/-JrFseL_oYcU/Ua0XA5sbSTI/AAAAAAAAAHA/kA8MwLAcYBU/s320/decision.jpg" width="320" /></a></div>
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El mes pasado se dieron las circunstancias para consultar otros especialistas, retrasar un poco la cardioversión que teníamos programada, y confirmar con mi cardiólogo cual sería el siguiente paso. Tuve suerte y en poco tiempo pude visitar al Dr. Brugada en Barcelona y al Dr. Merino en Madrid (al Dr. García-Bolao ya le había visitado)<br />
<br />
Mi fibrilación es asintomática, pero persistente (aunque yo la defino como permanente). Las FA persistentes tienen peor pronóstico que las paroxísticas. En la paroxística, tanto las ablaciones como las medicaciones antiarrítmicas suelen dar mejor resultado por lo que la degeneración auricular no es tan acentuada ni tan rápida como en la FA persistente.<br />
<br />
Aunque los tres especialistas coincidieron en la baja tasa de éxito de mi ,más que probable, ablación, las diferencias en sus decisiones fueron claras. Uno sugirió que en mi caso las cardioversiones son una pérdida de tiempo y
que debo ir cuanto antes a la ablación, y los otros dos proponen la
via farmacológica apoyada por la cardioversión, pero difieren en la
estrategia. Para uno debe probarse con amiodarona como tratamiento a corto
plazo, para otro sería mejor apoyarse en la flecainida, y utilizarla como tratamiento permanente después de la cardioversión.<br />
<br />
<br />
Como uno de ellos me dijo," cada médico tenemos nuestras opiniones, y al final es el paciente el que debe decidir que hacer cuando los pronósticos a largo plazo no están claros". Si tu personalidad es más conservadora intentarás agotar los pasos previos, si no se es tan conservador se puede decidir ir directamente al paso final. Si se prefiere no sufrir las consecuencias ni los riesgos de los tratamientos siempre se puede decidir no hacer nada. Realmente, y hasta que no se publiquen los resultados de los estudios, no hay evidencias empiricas que demuestren que, en casos como el mio, la ablación (si fuese exitosa) sea mejor que la no-acción.<br />
<br />
Al final, mi médico ha preferido insistir en su opción inicial, serán dos semanas de amiodarona y cardioversión la tercera, prefiere fiarse de su experiencia que aplicar las sugerencias de las Guías clínicas, veremos que ocurre.<br />
<br />
Aqui dejo un resumen de las consultas.<br />
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<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.45pt;" valign="top" width="121"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
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<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;">Dr. 1 </b></div>
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<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;">Dr.2</b></div>
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<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.95pt;" valign="top" width="153"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b style="mso-bidi-font-weight: normal;">Dr.3</b></div>
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<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.45pt;" valign="top" width="121"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif";">Propuesta de
actuación</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">1.No
hacer nada</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">2.Ablación
auricular (AVP)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
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<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">1-
No hacer nada</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">2-
Cardioversión (CV)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">3-
AVP</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.95pt;" valign="top" width="153"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">1-No
hacer nada</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">2-Cardioversión</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">3-AVP</span></div>
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<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.45pt;" valign="top" width="121"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif";">Efectos de la
FA a largo plazo (si no se hace nada)</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Dilatación
auricular. No tiene por qué haber efectos sobre otras partes del corazón</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Dilatación
auricular. No tiene por qué<span style="mso-spacerun: yes;"> </span>haber
otros efectos sobre el corazón. </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.95pt;" valign="top" width="153"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Cita
los pronósticos de la Guía. (fibrosis, dilatación, futura insuficiencia)</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.45pt;" valign="top" width="121"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif";">Pronóstico de
vida en FA</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">desconocido</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Desconocido.
10 años en personas mayores de 65-70 años</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.95pt;" valign="top" width="153"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Desconocido.
Sin síntomas mismo que población general. Doble prob de muerte y x5 prob de
ACV (Guía)</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.45pt;" valign="top" width="121"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif";">Efectos o
consecuencias de la AVP <span style="mso-spacerun: yes;"> </span>a largo plazo</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Ninguna
en principio</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">En
los 10 años de experiencia no se han observado efectos secundarios.
Pendientes del estudio </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.95pt;" valign="top" width="153"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Existen
todavía pocos datos. Pocos años de experiencia. Fibrosis.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.45pt;" valign="top" width="121"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif";">% de éxito de
la ablación en mi caso</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">60-65%.
Disminuyendo con el tiempo.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Re-ablación
si falla</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">60-65%</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.95pt;" valign="top" width="153"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">60%</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.45pt;" valign="top" width="121"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif";">Fallos de la
CV. Comentarios</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">No
comentario</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Difícil
que falle. Siempre funciona aunque sea por poco tiempo</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.95pt;" valign="top" width="153"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Me
solicita informe de la CV. Fallos de potencia?. Posición de electrodos?. Mejor
ayudarla con antiarrítmicos (Apocard)</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.45pt;" valign="top" width="121"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif";">Preferencia de
actuación</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Decisión
del paciente.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">La
CV es un remedio muy temporal, probablemente ineficaz. Riesgo muy alto de
efectos secundarios por<span style="mso-spacerun: yes;"> </span>la amiodarona.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Ablación
como primera opción.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Decisión
del paciente.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Primero
probar otra CV con antiarrítmico (trangorex) + sintrón y trangorex max. 6
meses (¿?)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Luego
APV</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.95pt;" valign="top" width="153"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Difícil.
No cumplo las condiciones para la <span style="mso-spacerun: yes;"> </span>AVP
de la Guía. La ablación tiene riesgos, (2-3% prob.) 1ºDerrame pericárdico,
2ºproblemas vasculares, 3º estenosis vena pulmonar, 4º fístula (1/000).. <span style="mso-spacerun: yes;"> </span>Probar la CV: flecainida (1mes)+CV+
flecainida permanente</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.45pt;" valign="top" width="121"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif";">Estrategia de
ACO</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Seguir
CHADS2. El riesgo de la ACO es mayor que su ausencia cuando CHADS2=0</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">La
ACO es necesaria como estrategia permanente siempre que haya FA.
Probablemente buen candidato para otro ACO con menos control</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.95pt;" valign="top" width="153"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Seguir
CHADS2. No ACO si no hay intervención.</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 9; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 90.45pt;" valign="top" width="121"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif";">CONCLUSIÓN</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Decisión
del paciente. Ablación </span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Decisión
del paciente</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Cardioversión
con amiodarona</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 114.95pt;" valign="top" width="153"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Decisión
del paciente. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 10.0pt;">Agotar
la vía farmacológica de control de la FA, cardioversión con flecainida.</span></div>
</td>
</tr>
</tbody></table>
Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com1tag:blogger.com,1999:blog-5785800498472731690.post-38811748416369648992013-05-26T00:12:00.000-07:002013-05-26T00:17:08.238-07:00¿Aburrirse o atarearse?<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-5fZsw6qbRSg/UaGzCsQKJPI/AAAAAAAAAGk/U5GvYM7GadM/s1600/la-persistencia-de-la-memoria-dali2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://4.bp.blogspot.com/-5fZsw6qbRSg/UaGzCsQKJPI/AAAAAAAAAGk/U5GvYM7GadM/s320/la-persistencia-de-la-memoria-dali2.jpg" width="320" /></a></div>
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Calibri;"><br /><o:p></o:p></span></b></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">¿Cómo hacer que el tiempo pase despacio? Algunos de los que
estamos enfermos y sabemos que nuestra vida será más breve de
lo que pensábamos queremos que el tiempo pase despacio, que los días nos
parezcan interminables y que las semanas y los meses tarden en llegar, o en
pasar, queremos dilatar al máximo el breve futuro que nos espera.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Yo ahora no rehúyo del aburrimiento, al contrario, lo busco
si con él consigo dilatar las horas y los días.<span style="mso-spacerun: yes;">
</span>Los que como yo sean de carácter hiperactivo intentarán hacer muchas
cosas, tenderán a ocupar su tiempo al máximo, intentarán aprovecharlo y
comprimir en unos días o semanas lo que de otra forma tardarían meses en hacer. </span><br />
<br />
<span style="font-family: Calibri;">Saber que no tengo tanto tiempo y que mi movilidad o mi cabeza se irán
debilitando me fuerza a aprovechar el tiempo ahora que estoy bien. Pero la
paradoja es que cuanto más aprovecho mi tiempo haciendo cosas, cuantas más
cosas hago, más rápido me pasan los días y las semanas. Me debato por tanto
entre la idea de que aprovechar la vida es hacer muchas cosas, y la necesidad
de que el tiempo pase despacio para disfrutarlo. He pasado de mirar el reloj y
decir “vaya, todavía son las 4”, a desear poder decir “que bien, todavía son
las cuatro”.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Hay dos ideas de mi planteamiento que requieren reflexión.
Una es la de creer que haber vivido es haber hecho muchas cosas, ¿realmente ha vivido
más el que más cosas ha hecho en su vida?, esto es algo que me resulta
interesante y me apetecería analizar más a fondo. La otra idea, en la que
prefiero concentrarme ahora, es la de buscar la sensación de que el tiempo pase
despacio.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: Calibri;">Por lo que he visto, hay dos aspectos que hay que tener en
cuenta en lo que se llama el “tiempo subjetivo”, es decir, la sensación personal
del tiempo.<span style="mso-spacerun: yes;"> </span>Uno de los aspectos es la
edad. Transcribo aquí lo que copié de algún sitio del que no guardé la
referencia.</span><br />
<br />
<span style="font-family: Calibri;"><o:p></o:p></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-QZ2QpYMt-I0/UaGzNyoteqI/AAAAAAAAAGs/hou-MHgU5-w/s1600/por+que+el+tiempo+vuela+cuando.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-QZ2QpYMt-I0/UaGzNyoteqI/AAAAAAAAAGs/hou-MHgU5-w/s1600/por+que+el+tiempo+vuela+cuando.jpg" /></a></div>
<br />
<br />
<div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: Calibri;">“El profesor de psicología Douwe
Draaisma de la Universidad de Groninger (Holanda) ha escrito un libro titulado
¿Por qué el tiempo vuela cuando nos hacemos mayores? (Alianza Editorial)<span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><o:p></o:p></span></span></div>
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<span style="font-family: Calibri;">Un dato interesante sobre este
temas es que la existencia de algún cronometro interno ya había sido sugerida
hace más de 70 años. Un psicólogo estadounidense, <span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Hudson Hoagland</span>, escuchó a su
mujer quejarse de que su marido se había marchado de la habitación durante
mucho tiempo, cuando en realidad había salido sólo un momento. La señora
Hoagland estaba padeciendo una fiebre intensa, y era cuidada por su marido.<br />
<br />
Picado por la curiosidad, el psicólogo le pidió a su mujer que le dijera cuándo
había pasado un minuto. Solo 37 segundos más tarde ella dijo que ya había
pasado el tiempo. Puesto a investigar, Hoagland descubrió que medida que subía
su temperatura, la percepción del tiempo de su mujer era aún más lenta (su
cronometro funcionaba más rápido, como el de Hall).Más tarde también pudo
determinarse que haciendo descender la temperatura del cuerpo de una persona en
dos o tres grados se podía acelerar el sentido subjetivo del tiempo (o sea,
disminuir la velocidad del ritmómetro).<br />
<br />
Dado que hay una correlación entre la cantidad de <span style="font-family: "Calibri","sans-serif"; font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">dopamina</span><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"> </span>y la percepción del paso del
tiempo, y que los niveles de esta sustancia en el cerebro disminuyen con la
edad, el <span style="font-family: "Calibri","sans-serif"; font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">sistema</span><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"> </span><span style="font-family: "Calibri","sans-serif"; font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">nervioso</span>
y su <span style="font-family: "Calibri","sans-serif"; font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">ritmómetro</span><span style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;"> </span>se hacen más lentos al
envejecer. Esto explica porque los ancianos a menudo confunden el tiempo. Los
experimentos demuestran que cuanto más viejo se hace uno, más se tiene la
impresión de que el tiempo vuela “<o:p></o:p></span></div>
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<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="font-family: Calibri;">Si realmente es así, está claro que entonces la percepción del tiempo
dependerá de las características bioquímicas de cada individuo y del
envejecimiento. Además de la existencia de este posible reloj interno, hay otra
explicación para la pérdida del tiempo subjetivo con la edad, y este es el de
la experiencia.<span style="mso-spacerun: yes;"> </span>Hacer cosas nuevas
parece estar también relacionado con el otro aspecto que me interesa, el de
conseguir tener la sensación
de que las horas y los días pasan despacio.<o:p></o:p></span></span></div>
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<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="font-family: Calibri;">Según David Eagleman, neurocientífico y director del <i>Laboratory for
Perfection and Action</i> del BCM:<o:p></o:p></span></span></div>
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<span style="mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>“puesto que retenemos mejor los
recuerdos más densos cuando hemos visto algo emocional o incluso algo nuevo,
cuando miramos hacia atrás parece que duró más tiempo. Esto significa que si
quieres que parezca que tu vida ha durado más, lo que tienes que hacer es
perseguir cosas nuevas. Necesitas probar cosas nuevas todo el tiempo”. <o:p></o:p></span></span></div>
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<u><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="font-family: Calibri;"><o:p></o:p></span></span></u></div>
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<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/vKTiK_C8LoM?rel=0" width="420"></iframe>
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> </span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">David Eagleman. Programa Redes. 2008.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><o:p></o:p></span></div>
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<span style="font-family: Calibri;">Según su teoría, cuando la experiencia
es nueva, nuestro cerebro gasta más energía. Es así porque prestamos más
atención y registramos más detalles que cuando la experiencia es repetida. Este
esfuerzo mental nos produce la sensación de que el tiempo transcurrido es
mayor. <br />
<br />
Cuando la experiencia es repetida no hemos de registrar tantos datos nuevos en
nuestro cerebro porque ya los conocemos y gastamos menos energía en hacernos la
representación mental de lo que está sucediendo. Por ejemplo, cuando nos
desplazamos por primera vez a un lugar determinado desde nuestra casa tenemos
que estar atentos para realizar el camino correctamente y no perdernos. En el viaje de ida la distancia entre nuestro origen y el destino suele hacerse larga, mientras
que en el viaje de vuelta, al haber registrado referencias espaciales, el viaje
se hace más corto.<o:p></o:p></span></div>
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<span style="font-family: Calibri;">Esta sensación es la que se tiene cuando
se viaja a otros países u otros sitios por primera vez. La cantidad de
experiencias y sensaciones son totalmente nuevas, no las hemos registrado
anteriormente y por tanto nuestros sentidos están óptimamente conectados,
tenemos una auténtica “presencia plena”, nuestra mente está totalmente
concentrada en vivir el momento, tenemos sensaciones nuevas, conocemos a gente
muy diferente y por tanto nuestra emoción nos ayuda a recordar y a fijar las
vivencias en nuestro cerebro de forma que nos acordaremos de aquella
habitación, de aquel paisaje o de aquella persona como si el tiempo no hubiese
pasado. La sensación cuando se viaja es precisamente esa. Llevar unas pocas
semanas de viaje da la sensación de que se lleva meses. <o:p></o:p></span></div>
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<span style="font-family: Calibri;">Parece que esa explicación, la pérdida
paulatina de nuevas experiencias con la edad, es la que también explica por qué
el tiempo pasa más deprisa cuando envejecemos. A medida que vivimos y
acumulamos experiencias hay menos experiencias nuevas que vivir, y por tanto
la sensación es que el viaje es corto. Al contrario, en la adolescencia y
juventud los días se hacen eternos dado que todo lo que se vive tiende a ser
nuevo y no hay una sensación de “urgencia” en el tiempo subjetivo, no se sabe
el destino. Los jóvenes tienden a aburrirse, mientras que a edades tardías
tendemos a la hiperactividad para conseguir tener sensación de haber aprovechado el tiempo (de esta forma estamos buscando inconscientemente nuevas experiencias). Puede que por esa razón, algunos, en sus últimos años, vean en el aburrimiento una estrategia para dilatar
el tiempo.<o:p></o:p></span></div>
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<span style="font-family: Calibri;">Viajar, hacer algo diferente cada día
podría ayudar por tanto a esa sensación de alargar los días. Pero acostumbrarse a viajar
también se puede volver rutina, y a mí me ha pasado. Cuando más viajo, más noto la necesidad de buscar viajes más exóticos, de experiencias más diferentes.
Pero al cabo de un tiempo, las experiencias habrán saturado nuestro cerebro y
viajar a Bali puede sentirse tan familiar y poco excitante como ir a la ciudad
de al lado.<o:p></o:p></span></div>
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<span style="font-family: Calibri;">Al final, mi conclusión es que no son sólo
las nuevas experiencias las que nos ayudan a hacer que el tiempo pase más
despacio, sino tambien la forma en la que vivimos las experiencias la que nos hace
tener dicha sensación. Si lo que realmente influye en nuestro cerebro es vivir
con intensidad el momento, estar con los cinco sentidos haciendo cualquier
actividad, yo llego a la conclusión de que lo que hay que desarrollar es la
capacidad para disfrutar cada momento. Hay que fomentar el esfuerzo de <span style="mso-spacerun: yes;"> </span>impregnar nuestro cerebro con las sensaciones
de novedad que necesitamos para fijar el momento. Y digo esfuerzo porque es
así, romper la rutina, ver las mismas caras y las mismas cosas con ojos
diferentes cada día requiere un esfuerzo, el esfuerzo de querer vivir, el
esfuerzo de sacar de dentro la actitud apropiada frente a los mismos paisajes.<o:p></o:p></span></div>
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<span style="font-family: Calibri;">Al final, creo que lo que necesito es,
simplemente, vivir más despacio, hacer menos cosas pero hacerlas con todos los
sentidos, intentar impregnar los días con emociones y sensaciones que los hagan
interminables. Creo que lo que necesito es más contemplación y menos acción. Y
esa es la sensación que realmente tengo. </span></div>
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<span style="font-family: Calibri;">Llego a la misma conclusión a la que
he llegado otras veces, no es la mera acumulación de experiencias, hacer
pintura o teatro, o viajar a la selva, aunque todo ello sea necesario hacerlo, es
también la capacidad de disfrutar de las pequeñas cosas como si nunca las
hubiese disfrutado antes, como si nunca pudiera volver a disfrutarlas. No es lo
que hago, sino el corazón y los sentidos que pongo en lo que hago, por
cotidiano que sea, lo que me hace disfrutar del tiempo. </span><br />
<br />
<span style="font-family: Calibri;">No creo por tanto que
la sensación de haber vivido sea obligatoriamente una cuestión de cantidad de
experiencias, al menos no del mero hecho de acumular vivencias como quien
acumula sellos, creo que esa sensación depende fundamentalmente de la calidad y
autenticidad con la que vivo cada momento y cada segundo de mi vida. Es esa “autenticidad”
o consciencia plena en lo que hago la que puede que también me permita tener la
sensación de que el tiempo pasa más despacio.</span><br />
<br />
<span style="font-family: Calibri;">De momento, voy ahora mismo a poner los cinco sentidos en mi huerto urbano recien plantado para ver como puedo evitar que los pájaros me lo coman. Ver crecer una jugosa lechuga si que es una sensación que alarga el tiempo, parece que nunca llega el momento de cortarla.</span><br />
<span style="font-family: Calibri;"><br /></span>
<span style="font-family: Calibri;"></span><br />
<span style="font-family: Calibri;"><o:p></o:p></span></div>
Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com3tag:blogger.com,1999:blog-5785800498472731690.post-24693704709857555012013-04-28T14:09:00.000-07:002013-04-28T14:11:00.045-07:00Otra opinión: Dr. García Bolao (CUN)Acudí a la Clínica Universitaria de Navarra (CUN) a hablar con el Dr. García Bolao, uno de los que más trabajan con ablaciones dentro de la privada. No se como serán otras privadas, pero lo bueno de la CUN es que la eficacia en la gestión de consultas y realización de análisis en el día es altísima. En una mañana te pueden hacer un eco transesofágico, un doppler y un análisis de sangre, algo que en otras circunstancias te puede costar meses. Lo malo es que, además del viaje y la noche de hotel que tienes que pasar, la “opinión” te sale por 150€ de consulta (235€ la primera vez) y 67€ del ECG que obligatoriamente te hacen, total 217€ (un ecocardiograma doppler cuesta: 375€). Tampoco demasiado caro en comparación con otros privados, y eso sí, todo con factura. <br />
<br />
La flexibilidad en la forma de pago es alta y puedes pagar una vez hayas regresado a casa, no tienes ninguna sensación de que eres un saco de dinero. Todo lo contrario que en la Clínica de la Luz de Madrid, por comparar con la única experiencia similar que he tenido, donde la cutrez y la falta de sensibilidad eran escandalosas. No me extrañó nada saber que fue allí donde murió Enrique Morente. La atención era penosa (no se veían médicos ni enfermeras por los pasillos), y tenían tan poca delicadeza que te recordaban que tenías que pagar antes de irte mientas todos estábamos sufriendo por el familiar. Además te cargaban conceptos que creías incluidos en otros ( ¿pero la anestesia no está incluida en la operación?, respuesta: no, el anestesista es personal independiente de la clínica y hay que pagarlo aparte), el juego del despiste y la falta de profesionalidad en el trato y el cuidado intrahospitalario eran evidentes. <br />
<br />
Volviendo al tema, brevemente, mi historia clínica es muy simple, me detectaron una FA en marzo de 2010, pero por la situación personal que pasaba en aquellos momentos no solo no le di importancia, es que, además, me olvidé de ella completamente ya que nunca he tenido ningún síntoma ni he notado nada. Hasta el año siguiente, en el 2011, no me puse las pilas y me dediqué a tratarla. En agosto de 2011 me hicieron una cardioversión y revertí a ritmo sinusal durante año y medio, hasta enero de 2013 que volvieron a detectarla (yo no me entero de cuando desaparece el ritmo sinusal). La segunda cardioversión, que comenté en la última entrada, no tuvo éxito, así que mi cardiólogo decidió probar de nuevo (el mes que viene) pero ahora ayudándonos de un antiarrítmico. Este relato, pero apoyado por copia de todos mis ECG, informes médicos y Holters, es el que le di al médico. Describo aquí brevemente algunas de mis preguntas y sus respuestas.<br />
<br />
- ¿Qué opinión le merece la realización de una nueva cardioversión con tratamiento previo de antiarrítmico?<br />
Dr. Gcia Bolao: <i><span style="color: #fce5cd;">Es una pérdida de tiempo, en tu caso está claro que tu FA ya es refractaria a la cardioversión, y que aunque tuviese éxito, el tiempo en el que estarás en ritmo sinusal será inferior al que estuviste el año pasado. Es decir, en poco tiempo volverás a estar en la misma situación</span>.</i><br />
<br />
- ¿Entonces la propuesta de la cardioversión apoyada por la amiodarona no le parece adecuada?<br />
<span style="color: #fce5cd;"><i>Insisto en que me parece una procastinación (dejar para mañana lo que debe hacerse hoy), la cardioversión en tu caso ofrece muy poca probabilidad de éxito, además de correr el peligro de que el tiroides se estropee irreversiblemente con la amiodarona.</i></span><br />
<br />
- ¿Qué estrategia le parece que debería adoptar en mi caso?<br />
<span style="color: #fce5cd;"><i>Solo veo dos opciones, y las dos igualmente válidas. Una es no hacer nada y asumir la FA como un estado permanente. La otra opción es probar una ablación. En tu caso, y dada tu edad, yo elegiría la ablación dado que puede ser una solución permanente a tu problema. El inconveniente es que, dada tu situación, la ablación tendría ahora mismo un 60%, máximo 70%, de éxito. Cuanto más tiempo pase, esa probabilidad de éxito irá disminuyendo. Si siguieses en FA y quisieses hacer una ablación el año que viene, la probabilidad de éxito sería mucho más reducida, o probablemente no fuese ya recomendable.</i></span><br />
<br />
- ¿Cualquier método de ablación podría servir?<br />
<span style="color: #fce5cd;"><i>No, en tu caso está muy claro que una ablación por frío no tendría ninguna opción, el método más adecuado en tus circunstancias lo tengo muy claro, sería una ablación por calor.</i></span><br />
<br />
- Si se adoptase la otra estrategia, la de no hacer nada, ¿Cuál sería la evolución de la enfermedad?<br />
<span style="color: #fce5cd;"><i>Vivirías con la FA toda tu vida.</i></span><br />
<br />
- ¡Pero toda mi vida pueden ser 4 años! La disfunción de la aurícula causará efectos sobre el ventrículo y llegaré a tener una insuficiencia cardiaca tarde o temprano.<br />
<span style="color: #fce5cd;"><i>Tu vida pueden ser 4 ó 40 años si solo tenemos en cuenta la FA. Además, lo que le pase a la aurícula no va a afectar al ventrículo, tu aurícula cambiará histológicamente, pero el resto de tu corazón puede seguir funcionando perfectamente durante toda tu vida.</i></span><br />
<br />
- Pero la FA supone que la aurícula está bombeando sangre al ventrículo constantemente, esté tendrá que notar la alteración, ¿no?<br />
<span style="color: #fce5cd;"><i>No, la aurícula es ahora mismo afuncional, no sirve de nada, no está bombeando nada, esta fibrilando caóticamente, pero no se contrae. </i></span><br />
<br />
- ¿Y puede saberse cuantos puntos de excitación tiene ahora la aurícula, me explico, hay algún método que permita saber en qué zonas de la aurícula se están creando los impulsos y por tanto saber dónde deben hacerse las ablaciones para tener más éxito?<br />
<span style="color: #fce5cd;"><i>No, eso no puede saberse.</i></span><br />
<br />
- ¿Qué opinión tiene respecto del uso de anticoagulantes (ACO) como medida preventiva en FA?<br />
<span style="color: #fce5cd;"><i>En tu caso el uso de ACO como preventivo no es recomendable, no tienes hipertensión ni diabetes y el resto de tu corazón está sano, tu CHADS2 es de cero, usar ACO, si no es como tratamiento preventivo para una cardioversión, no es recomendable, tienes más riesgo por usar ACO que por las posibles consecuencias de la FA. En el futuro puede que si tengas que utilizarlo, según como evoluciones con tus factores de riesgo, pero ahora mismo, no deberías tomar ACO si no es para la cardioversión.</i></span><br />
<br />
- Por último, si me decidiese por la ablación, ¿Cuánto costaría todo el proceso, hospitalización, pruebas, ablación, etc.)<br />
<span style="color: #fce5cd;"><i>Lo bueno de hacerlo ahora es que el procedimiento está mucho más estandarizado y simplificado que hace dos años, ahora mismo estamos haciendo cardioversiones casi todos los días. Solo necesitas dos días de ingreso hospitalario. El coste, incluyendo hospitalización, anestesia, sala hemodinámica, 1EEF, ablación TPSV y navegación no fluoroscópica (¿?) es de 12.500€.</i></span>Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com3tag:blogger.com,1999:blog-5785800498472731690.post-59896466599022019952013-04-27T16:47:00.000-07:002013-04-28T13:51:04.918-07:00Olvidarse de la enfermedad<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-R2D1U-E0JJE/UX2Lp0tO0dI/AAAAAAAAAGI/uEtugZsr0Dg/s1600/Ilustracion.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="283" src="http://1.bp.blogspot.com/-R2D1U-E0JJE/UX2Lp0tO0dI/AAAAAAAAAGI/uEtugZsr0Dg/s320/Ilustracion.jpg" width="320" /></a></div>
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<br />
Llevo tiempo dándome cuenta de que es necesario olvidarse de la enfermedad para vivir plenamente el tiempo, aunque también me doy cuenta de que tampoco es el olvido total lo que necesito. <br />
<br />
A veces me entran pensamientos muy pesimistas en los que me pregunto, ¿para qué molestarse?, ¿por qué intentar aprender cosas nuevas, o iniciar nuevos proyectos cuando probablemente no pueda disfrutarlos?, ¿para qué buscar nuevas experiencias o amistades si mi tiempo puede ser limitado?,¿para qué tanto trabajo y esfuerzo si puede que no pueda disfrutarlos en el futuro?, ¿por qué esforzarse si ya no tengo futuro, al menos no el futuro que yo esperaba?..... estos, y muchos otros pensamientos negativos a veces me llegan a la cabeza. <br />
<br />
Pero entonces me pregunto ¿y por qué no?, en el caso de que me quedase tan poco tiempo, ¿Por qué no aprovecharlo para hacer lo que probablemente no hubiese hecho nunca?, ¿A qué tener miedo si mi destino está tan claro?, ¿Cuánta gente ha tenido la mala suerte de planificar su vida pensando en un largo futuro y se han ido sin haber podido disfrutar ni la mitad de lo que yo he podido, y todavía puedo, disfrutar? ¿Cuantos amigos, conocidos y familiares han muerto sin haber podido vivir lo que yo estoy viviendo, y todavía podré vivir?<br />
<br />
Pienso entonces que sólo por ellos, solo por los que se fueron antes que yo y no sabían el tiempo que les quedaba, hay que luchar contra el pesimismo. Pienso en aquellos que conocí con tantas ganas de vivir y disfrutar y que se fueron mucho antes de lo que ellos habrían querido. Pienso en los que se fueron tan jóvenes, en los que dejaron hijos, los que dejaron tantos proyectos inconclusos, pienso en todos los que conocí, y entonces sé que mientras me quede tiempo y capacidad, mi obligación es vivir la vida, vivirla sin pensar en el tiempo que me quede, así sea un día o 40 años .<br />
<br />
Pienso que para poder disfrutar del tiempo hay que olvidarse de la enfermedad, cuanto menos piense en ella, más plenamente viviré el momento, con mayor naturalidad y espontaneidad podré seguir teniendo proyectos, ideas y nuevas ilusiones. Sé que ella siempre estará ahí, como una espada de Damocles que desciende lenta e inexorablemente, pero tengo que intentar que no me limite, tengo que seguir viviendo como si no estuviese enfermo. Pero también tengo que saber aprovechar la enfermedad para enriquecerme, para disfrutar mucho más, para hacer cosas que sin ella, probablemente, se hubiesen quedado en simples ensoñaciones.<br />
<br />
Este es mi objetivo, vivir como si no estuviese enfermo, pero aprovecharme de mi enfermedad como excusa para vivir más intensamente. Obviarla, evitar que controle mi mente, pero no olvidarla, aprovecharla para sacarle todo el jugo al momento, que ella sea el lazarillo que me proteja del bordillo de la comodidad, de mi “círculo de confort”, pero en ningún caso puedo ser su súbdito. Sé que llegará el momento en el que me domine y tendré que aguantarme, pero mientras, la que me va matando será la que alimentará mi vida.Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com4tag:blogger.com,1999:blog-5785800498472731690.post-51621129268118359972013-04-15T15:38:00.002-07:002013-04-15T15:40:29.930-07:00A por la tercera cardioversión<!--[if !mso]>
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Vamos a intentarlo otra vez, esta vez mi cardiólogo ha
decidido asegurarse la cardioversión eléctrica con un antiarrítmico. El
problema es el antiarrítmico que me sugiere:<span style="mso-spacerun: yes;">
</span>amiodarona. </div>
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<br /></div>
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Las <a href="http://apps.elsevier.es/watermark/ctl_servlet?_f=10&pident_articulo=13188310&pident_usuario=0&pcontactid=&pident_revista=25&ty=106&accion=L&origen=cardio&web=http://www.revespcardiol.org&lan=es&fichero=25v63n12a13188310pdf001.pdf" target="_blank">Guías prácticas para el manejo de la fibrilación auricular</a> proponen como opción de tratamiento para personas sin cardiopatía estructural
la indicada en la Figura. </div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-uC9UNrmLMIA/UWx5PHQk2aI/AAAAAAAAAFw/vUgqKK8GFcI/s1600/Fig+10.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="189" src="http://4.bp.blogspot.com/-uC9UNrmLMIA/UWx5PHQk2aI/AAAAAAAAAFw/vUgqKK8GFcI/s320/Fig+10.png" width="320" /></a></div>
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</span></div>
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<br /></div>
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<span style="font-family: inherit;">La amiodarona tiene un historial de efectos secundarios
importantes. El 70% de los pacientes tratados con ese fármaco experimentan
algún efecto secundario, entre los que se cuentan algunos de menor importancia
como: 1- Depósitos corneales y problemas de visión. 2- Manifestaciones cutáneas
en caso de exposición al sol, pero otras son más importantes: 3- Problemas
tiroideos debido a que la concentración de yodo en el fármaco es muy elevada, (entre
un 2 y un 4% de los pacientes desarrollan estos problemas). 4- Fibrosis
pulmonar cuando las dosis superan los 300 mg/d, 5- Elevación de las
transaminasas, 6- Problemas neurológicos, 7- Efectos gastrointestinales y,
finalmente, 8- Efectos cardiacos diversos, entre ellos acentuando las
bradicardias.</span></div>
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<br /></div>
<span style="font-size: small;"><span style="font-family: inherit;">
</span></span><br />
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<span style="font-size: small;"><span style="font-family: inherit;">Lo positivo del fármaco es que sigue demostrando ser de los
más eficaces antiarrítmicos en comparación con otros (<a href="http://www.ncbi.nlm.nih.gov/pubmed/21227948" target="_blank">Freemantle et al. 2011 Europace 13: 329</a>), ni
siquiera la dronedarona, creado para sustituirlo y aminorar sus efectos
secundarios, logra su eficacia. </span></span></div>
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<span style="font-size: small;"><span style="font-size: small;"><span style="font-family: inherit;">La propuesta es tomar 2 comprimidos mañana y noche durante dos semanas, pasar a un comprimido la segunda semana y probar la cardioversión la última semana, veremos si funciona a finales del mes que viene.</span></span><br /><span style="font-family: inherit;"><br />El otro problema de aplicar demasiadas cardioversiones es que el músculo del corazón tambien sufre. Existe un indicador que mide el grado de destrucción de las fibras estriadas del corazón, el análisis de lo que se llama troponina ultrasensible. La troponina es una proteina del músculo cardiaco que tiene tres subunidades diferentes, la subunidad T, que se libera cuando se producen infartos de miocardio, se utiliza también como indicadora de otros posibles daños sobre el músculo.</span><br /> </span><br />
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<span style="font-size: small;"><a href="http://4.bp.blogspot.com/-bFNAUd2x004/UWx888_ZCZI/AAAAAAAAAF4/gR0QYuRLgHA/s1600/myocardial_muscle_tissue.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="133" src="http://4.bp.blogspot.com/-bFNAUd2x004/UWx888_ZCZI/AAAAAAAAAF4/gR0QYuRLgHA/s320/myocardial_muscle_tissue.jpg" width="320" /></a></span></div>
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<span style="font-family: inherit;"><span style="font-size: small;"><span style="line-height: 115%;">Esquema de una fibra del músculo cardiaco</span></span></span></div>
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<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><span style="line-height: 115%;"><span style="font-family: inherit;"><span style="font-size: small;">El único problema de tanto esfuerzo será que la cardioversión, si finalmente se produce, no durará mucho. Mi corazón ya se ha remodelado histológicamente y es probable que las células que están provocando la excitación auricular se hayan "estabilizado" en su nueva función excitadora, por lo que será probable que la duración del ritmo sinusal, si finalmente se produce, dure menos del año y medio que duró en la última cardioversión. Veremos lo que pasa.</span></span></span></span></span></div>
Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com3tag:blogger.com,1999:blog-5785800498472731690.post-21167207503149949402013-03-29T17:40:00.001-07:002013-03-30T20:07:10.612-07:00Meditación ¿servirá para las arritmias?<!--[if gte mso 9]><xml>
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Cuando leí el libro Anticáncer, de Servan-Schreiber (ver
entrada) en el que el autor utiliza, y justifica, la meditación como una
técnica importante para el control del estrés<span style="mso-spacerun: yes;">
</span>y de ayuda en los procesos neoplásicos, me convencí de que debía probar
esta técnica, ya que podría ayudarme, sino a controlar, sí a sobrellevar mis
futuros problemas con la fibrilación. Como se verá, la meditación influye en el ritmo cardiaco y en la actitud mental de enfermos, aspectos ambos muy relacionados con las causas o síntomas de la fibrilación auricular, por lo que mi interés en la técnica resultó evidente. En este post daré mi visión sobre la meditación, una visión personal fruto de mi propia experiencia y por tanto subjetiva y sesgada en aquellos comentarios no soportados por las evidencias.</div>
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Durante muchos años, sobre todo en mi época de estudiante universitario,
había estado familiarizado con la filosofía budista y los textos sobre la
educación de Jiddu Krishnamurti. Sin embargo, pese a las numerosas referencias a la meditación que había en mis lecturas, nunca había considerado su práctica. <span style="mso-spacerun: yes;"></span>Entonces, al igual que para mucha gente, meditar era lo mismo que
rezar. Meditar tiene una connotación negativa para muchos, como he podido comprobar varias veces, que la entienden como algo relacionado con sectas,
control mental, <span style="mso-spacerun: yes;"> </span>monjes orientales o religiones
oscuras.</div>
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Meditar es simplemente un ejercicio mental que consiste en practicar
el control de los pensamientos, evitando en lo posible que la mente divague en
lo que ella quiere, forzándola continuamente hacia los
pensamientos o rutina mental que nosotros queramos. De alguna forma, meditar
<span style="mso-spacerun: yes;"> </span>“es el esfuerzo de pensar en no-pensar”,
aunque tampoco es exactamente así, como luego explicaré. Aparentemente<span style="mso-spacerun: yes;"> </span>el ejercicio parece una chorrada, ahora bien,
si cualquiera no iniciado lo intenta, es decir, si te sientas cómodamente en
una silla, cierras los ojos para evitar distracciones y te planteas, por
ejemplo, no pensar en nada durante 15 o 20 minutos, enseguida comprobarás que
al cabo de muy poco tiempo, segundos o unos minutos, tu mente está pensando en
algo. Para ayudarte a seguir probablemente decidas pensar en algo, por ejemplo concentrarte
en la respiración (una de las técnicas más utilizadas), así que decides que tu
mente se concentre en observar como inspiras, como detienes unos segundos la
respiración y como espiras, y así respiración tras respiración, pero tu mente,
tarde o temprano, va a irse a pensar algo diferente, entonces tu esfuerzo debe
ser el de obligar que la mente vuelva al ejercicio que has decidido. Esta forma
de meditar, con este u otro ejercicio similar, es la que todos practicamos
cuando empezamos. </div>
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Con el tiempo y la práctica, y sobre todo incorporando sutiles
matices en la forma de ejecutarla, la meditación empieza a interiorizarse, los
ejercicios cambian, y según tu fuerza de voluntad, tu sensibilidad espiritual,
incluso religiosa, el esfuerzo va transformando tu mente de forma que se
produce un auténtico “reset” mental cuando meditas. Lo más común es que al
terminar la meditación tengas la sensación de que tu mente está mucho más
tranquila y despreocupada, y eso suele acompañarse de una sensación placentera, de
intensidad muy variable en cada persona.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Aunque la meditación suele estar comúnmente rodeada de
connotaciones religiosas, esotéricas o incluso “sectarias” como antes comenté,
la verdad es que la práctica en sí misma es neutra y objetiva, o como dice
Bodian en Meditación para dummies, “no tienes que abrazar un culto ni
bautizarte, ni tampoco tienes que abandonar tu vida cotidiana ni correr a un
monasterio en el Himalaya. Sencillamente necesitas practicar meditación con
regularidad, sin tratar de llegar a ninguna parte ni alcanzar nada”</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Hay dos grandes familias de técnicas meditativas, una es la del
ejemplo anterior, <span style="mso-spacerun: yes;"> </span>basada en la
concentración (concentrarse en la respiración, en una oración o “mantra”, en
una imagen, etc.). La otra familia de técnicas está basada en la presencia
consciente, es decir, prestando atención a todo lo que te rodea y ocurre, que
en definitiva es concentrarse en lo que piensas o haces en cada momento. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
El primer grupo de métodos, el de la concentración de la
mente en aspectos puntuales como la respiración o la oración, es el que más <span style="mso-spacerun: yes;"> </span>utilizan las escuelas de origen hindú. Por
poner unos ejemplos, es la técnica que utilizan los seguidores de la <a href="http://www.meditaciontrascendental.es/" target="_blank">MeditaciónTrascendental</a> o los seguidores de Paramahansa Yogananda, <span style="mso-spacerun: yes;"> </span>base de los centros <a href="http://www.anandaes.org/" target="_blank">Ananda </a>de meditación donde la meditación, y no
los ejercicios yóguicos, es el fuerte de su actividad. Este método de
meditación es el que parece dominar en grupos religiosos, donde el culto a divinidades
y la creencia en la otra vida, en la reencarnación, o en prácticas esotéricas e
incluso mágicas suelen ser parte importante de su liturgia. En estos métodos,
el que medita debe esforzarse en mantener la concentración en un acto concreto
(ej. como entra y sale el aire en la respiración) o en una imagen o un mantra, y el esfuerzo está en volver una y otra vez a dicho objetivo cada
vez que la mente se despiste y piense en otra cosa.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
El otro grupo de métodos, más centrados en la atención o
presencia consciente de lo que rodea al que medita, es el que utilizan
preferentemente <span style="mso-spacerun: yes;"> </span>las escuelas de base
budista. Un representante hindú de este método fue <span style="mso-spacerun: yes;"> </span>Jiddu Krishnamurti, pero la mayoría de centros
que se basan en la meditación zen u otras escuelas de budismo suelen utilizarla.
Estas escuelas suelen tener una base importante de ateísmo y sus métodos han
hecho buenas migas con la psicología occidental, más laica y menos esotérica. Para
esta escuela, la meditación es casi sinónimo de lo llamado “presencia plena”,
que ahora se ha puesto de moda como “mindfulness”, es decir, meditar es estar
totalmente concentrado en lo que se hace en cada momento y el esfuerzo mental
es precisamente ese, concentrar la mente en la acción de cada momento (p.ej. si
se está comiendo una fresa, concentrarse en su sabor, textura, masticación,
etc., Si se está corriendo, centrarse en todo lo que se ve mientras se corre
volviendo a dicha actividad cada vez que la mente se despiste en sus propios pensamientos).</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Debo aclarar que la dicotomía que he establecido es una burda
sobresimplificación ya que los dos métodos pueden ser empleados en mayor o
menor medida tanto en las escuelas teístas como en las budistas y hay una gran
diversidad de aproximaciones, variaciones, mezclas y sutilezas de
interpretación en todas las escuelas de meditación, me atrevo a decir que casi
tantas como profesores las imparten.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Aunque posiblemente válida para la mayoría de la gente, creo
que la meditación tampoco sirve para todo el mundo. Mi sensación (totalmente subjetiva),
es que hay ciertas personalidades, o patologías, para las que la meditación es
una excelente herramienta y otras a las que no le sirve de nada y que no
obtienen ningún beneficio. Si obviamos a aquellos a los que no les interesa
nada mejorar su bienestar físico o mental, (y mucho menos espiritual, y por
tanto la meditación les parezca algo tan esotérico como leer un libro), creo
que aquellas personalidades muy racionales, con mentes muy organizadas, con
alto nivel de concentración en su vida cotidiana, o con bajo o escaso carácter espiritual o sensibilidad, puede que no encuentren en la
meditación ningún interés. Sin embargo mentalidades menos racionales, con más
sensibilidad o espiritualidad, personalidades complejas, o personas con alguno de los numerosos problemas que la meditación parece ayudar a controlar, pueden utilizarla como una herramienta importante.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Insisto, no obstante, que la meditación está comúnmente
rodeada de discursos espirituales, seudoespirituales religiosos y esotéricos
que animan, pero también pueden desanimar, a mucha gente a practicarla. En
función de las creencias, de la personalidad, y de lo que se quiera resolver, cada
uno debe buscar su método y su “escuela” base, no todos los métodos <span style="mso-spacerun: yes;"> </span>y las “parafernalias” que les rodean sirven
para todo el mundo.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Se medite o no, lo cierto es que la práctica de la
meditación ha demostrado durante décadas tener <span style="mso-spacerun: yes;"> </span>efectos sobre la salud física y mental, y esos
efectos han sido comprobados científicamente. Stephan Bodian (Meditación para
dummies), resume algunas evidencias de los casi 600 artículos de investigación que
se han publicado hasta la fecha (ver un listado de referencias en <b><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 18.0pt;"><a href="http://www.tm.org/research-on-meditation">http://www.tm.org/research-on-meditation</a></span></b>,
la mayoría sobre la Meditación Trascendental).</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="mso-spacerun: yes;"></span>La meditación ha demostrado científicamente
tener una serie de beneficios fisiológicos:<br />
<br style="mso-special-character: line-break;" /></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
- Disminución del ritmo cardiaco:
Los estudios demuestran que el ritmo cardiaco disminuye<span style="mso-spacerun: yes;"> </span>durante la meditación ente 2-3 y 15 latidos
por minuto, siendo mayor en meditadores expertos. Al mismo tiempo el
rendimiento cardiaco aumenta hasta el 15%.</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
- Disminución de la presión
sanguínea (control de la hipertensión). La presión sistólica disminuye de forma
regular hasta en 25 mmHg (en individuos normales o moderadamente hipertensos)</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
- Mejor capacidad para recuperarse
del estrés: la meditación hace disminuir la concentración de cortisol hasta en
el 25% en los practicantes expertos y de lactato hasta en el 33%</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
- Cambios en las ondas
cerebrales (disminución de las ondas beta, asociadas con el pensamiento) y
aumento de las alfa, delta y gamma (relacionadas con la relajación profunda y
mayor actividad mental)</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
- Mayor sincronización de los hemisferios
izquierdo y derecho del cerebro (mayor creatividad y velocidad de pensamiento)</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
- Disminución de ataques
cardiacos <span style="mso-spacerun: yes;"> </span>y mayor longevidad: Los
practicantes de meditación viven por término medio ocho años más que quienes no
la practican, con el 30% menos de fallos cardiacos y el 50% menos de muertes
por cáncer.</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
- Reducción de niveles de
colesterol: se reduce la concentración de colesterol sérico hasta en 30 mg/dL.</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
- Disminución del consumo de
energía y de la necesidad de oxígeno: la meditación reduce hasta el 55% el
consumo de oxígeno, reduce la eliminación de dióxido de carbono hasta en un 50%
y la frecuencia respiratoria de 14-16 respiraciones por minuto hasta tan solo
1-2.</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
- Menores gastos médicos: los
meditadores tienen un 74% menos de hospitalizaciones, el 55% menos de visitas
ambulatorias y el 63% menos de gastos médicos respecto de grupos control no
meditadores.</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
- Aumento de la materia gris en
las regiones asociadas con la atención, la memoria, gestión del estrés, empatía
e integración emocional, y reduce la amígdala, foco del estrés y la ansiedad en
el cerebro.</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
- Reducción de la activación del
dolor. El cerebro de los meditadores registra menos sensación de dolor y lo
procesa de una forma que lo hace más tolerable (reducción de un 57% de los
estímulos dolorosos y de un 40% en intensidad en los grupos meditadores frente
al control)</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
- Mejora de la conectividad
cerebral y el deterioro asociado a la edad: Los meditadores tienen más fibras
de materia blanca (relacionada con la conectividad cerebral) y más densas y aisladas
que los no meditadores, y su deterioro con el envejecimiento era inferior.</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
Beneficios psicológicos:</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
- Más felicidad y paz mental</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
- Mayor goce del momento
presente (incremento de la presencia plena)</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
- Menor volubilidad emocional,
menos emociones negativas y cambios drásticos del humor.</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
- Relaciones sociales más
armoniosas y amorosas</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
- Aumento de la empatía</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
- Creatividad y
autoactualización realzadas</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
- Mayor sensibilidad y claridad
perceptiva</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
- Reducción de la ansiedad aguda
y crónica</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
- Reducción de la mente errática
y fantasiosa.</div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
- Complemento de la psicoterapia
y otros enfoques en el tratamiento de la adicción.</div>
<div class="MsoNormal">
Para iniciarse en la meditación hay una ingente cantidad de
libros y recursos de todo tipo y para todos los gustos, no hay más que
dirigirse en cualquier librería a las secciones de Autoayuda, Religión, Esoterismo
o, menos frecuentemente, de filosofía. A mí, agnóstico, con mentalidad
científica y alto grado de escepticismo, pero con acusada sensibilidad, me han resultado particularmente
interesantes los siguientes (dentro de mi exiguo conocimiento sobre todo lo
publicado):</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
- <a href="http://www.osho.com/es/" target="_blank">Osho <span style="mso-spacerun: yes;"> </span></a>es un autor
muy prolífico que tiene publicados varios libros sobre meditación, algunos son bastante
“rollo” desde mi punto de vista, en uno titulado: Meditación. La primera y
última libertad, por lo menos entra en las técnicas y detalles de las mismas.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
- <a href="http://escuelademeditacion.com/" target="_blank">Juan Manzanera</a>. El placer de meditar. Ed. Dharma. Más de
la mitad del libro es una interesante introducción al budismo, en la segunda mitad
indica diferentes métodos y prácticas de meditación.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
- <a href="http://www.stephanbodian.org/" target="_blank">Stephan Bodian</a>. Meditación para dummies. Ed. Norma. Su
planteamiento es muy occidental, va al grano y explica bastante bien mucha de
la parafernalia y esoterismo que rodea a algo tan simple como meditar, bueno
para aquellos con mente pragmática que quieran iniciarse y olvidarse de un
exceso de “florituras” espirituales.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
- <span id="goog_1956208510"></span><a href="http://www.blogger.com/">Katsuki Sekida<span id="goog_1956208511"></span></a>. Za Zen. Ed. Kairós. Es un libro de
introducción al budismo zen, pero la primera mitad del libro se centra en la
técnica zen de meditación basada en la concentración en la respiración. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
- <a href="http://www.jkrishnamurti.org/es/" target="_blank">Jiddu Krishnamurti</a>. La mente en meditación. Ed. Kairós. Es
una selección de textos breves de toda la obra de Krishnamurti referidos a la
meditación.<span style="mso-spacerun: yes;"> </span>Considero que es un texto
para aquellos ya familiarizados con el tema, algunos de sus comentarios son de
difícil comprensión en otro caso.</div>
<div class="MsoNormal">
<br />
Finalmente, y respondiendo a mi pregunta, no he encontrado ningún artículo que haya estudiado la relación entre la meditación y las arritmias. Desconozco por ejemplo hasta que punto la meditación por personas con bajas pulsaciones pueden verse favorecidas o no por esta práctica, pero intuitivamente encuentro bienestar en la meditación, asi que, hasta que no me demuestren lo contrario, seguiré practicándola.<br />
<br />
<br /></div>
Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com19tag:blogger.com,1999:blog-5785800498472731690.post-37889753457626235632013-03-26T15:57:00.001-07:002013-03-26T15:57:51.082-07:00Fibrilación auricular hereditariaHace unos meses, navegando por la red, me encontre un comentario de un artículo que he incluido en este post. El tema es interesante, puede que ciertas formas de fibrilación sean hereditarias. Es muy posible que ciertas mutaciones afecten a los procesos electrofisiólógicos del corazón y por tanto puedan heredarse. Este artículo me recordó que mi padre sufrió fibrilación auricular y murió consecuencia de los efectos de los micro y macro-ictus que sufrió en sus ultimos 10 años. Su hermano, pocos años mayor que el, murió tambien un año mas tarde habiendo sufrido ictus, y el padre de ambos, mi abuelo, murió de "trombosis", probablemente cerebral. En la <a href="http://www.revespcardiol.org/es/linkresolver/guias-practica-clinica-el-manejo/13188310/">Guia clinica para el manejo de la Fibrilacion Auricular</a> y en algún otro artículo que recuerdo haber visto, se indica que la aparición de la FA a edades jóvenes suele estar relacionada con la presencia de mutaciones genéticas. Puede que un día me decida a hacerme una prueba genética para comprobarlo, otra cosa es que realmente se conozcan todas las mutaciones que pudieran estar relacionadas con la enfermedad, si es que la mia fuese realmente hereditaria.<br />
Esto abre una interesante cuestión sobre la posible epigenética de la enfermedad, una de las preguntas que primero me vienen a la cabeza: ¿puede que ante ciertos estímulos como el estrés se produzca la expresión precoz de genes mutados en las personas portadoras?<br />
<br />
<br />
Artículo tomado de:<br />
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<div class="MsoNormal" style="line-height: 11.25pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">Investigadores descubrieron una mutación
genética que ocasiona caos en la activación eléctrica del músculo cardíaco y
fibrilación auricular, una alteración común del ritmo cardíaco que afecta a
millones de personas. </span></div>
<div class="MsoNormal" style="line-height: 11.25pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
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<span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">"El descubrimiento subraya la
importancia de la herencia en la susceptibilidad para la fibrilación
auricular", explica el Dr. Timothy M. Olson, director de un laboratorio de
genética. "Identificar una nueva base
molecular para la fibrilación auricular constituye un paso crucial hacia la
personalización del diagnóstico y el tratamiento de la arritmia", añade el
Dr. Andre Terzic. </span></div>
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<span style="font-family: "Verdana","sans-serif"; font-size: 9pt;"> </span>
</div>
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<span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">El estudio ofrece una nueva perspectiva
de un mecanismo en el corazón humano no reconocido anteriormente como de
inestabilidad eléctrica. </span></div>
<div class="MsoNormal" style="line-height: 11.25pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: 11.25pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">El equipo de la clínica es el primero en
identificar una mutación genética específica del gen KCNA5 del canal de iones,
hecho que deriva en una condición que genera la enfermedad conocida como
canalopatía. </span></div>
<div class="MsoNormal" style="line-height: 11.25pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
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<span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">En la canalopatía, existe una anomalía en
ciertos conductos diminutos de transporte de las membranas celulares. La
función de estos conductos o canales es permitir, en forma selectiva, la
entrada y salida de la célula a ciertas partículas cargadas; y de esa manera,
llevar corrientes eléctricas dentro y fuera de la célula para regular cada
latido cardíaco. </span></div>
<div class="MsoNormal" style="line-height: 11.25pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
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<div class="MsoNormal" style="line-height: 11.25pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">La mutación del gen KCNA5 ocasiona
pérdida de la función del canal de iones específico para potasio, lo que
perturba la sincronización eléctrica. Esta situación desencadena
susceptibilidad para la fibrilación auricular. </span></div>
<div class="MsoNormal" style="line-height: 11.25pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
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<span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">La fibrilación auricular es la arritmia
(latido cardíaco irregular) más común en el mundo, lo que constituye una gran
epidemia de salud pública. Una persona durante su vida tiene 25 % de riesgo de
desarrollar este trastorno del ritmo cardíaco; además, los pacientes con
fibrilación auricular corren cinco veces más riesgo de sufrir un accidente
cerebrovascular. La fibrilación auricular ha sido reconocida cada vez más como
una enfermedad de tipo hereditario. </span></div>
<div class="MsoNormal" style="line-height: 11.25pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
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<span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">Mediante un análisis genético completo,
la investigación identificó una mutación en el ADN de un par de hermanos con
fibrilación auricular y sin factores de riesgo conocidos para la enfermedad.
Esta anomalía genética no estuvo presente en el ADN de las personas que no
tenían fibrilación auricular. </span></div>
<div class="MsoNormal" style="line-height: 11.25pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">La mutación de la fibrilación auricular
ocurrió en el gen KCNA5, el cual produce una proteína cardíaca clave llamada
Kvl.5. A su vez, la pérdida de la función de la Kvl.5 ocasionó que las
aurículas (cámaras superiores del corazón) fuesen más vulnerables para ritmos
caóticos inducidos por estrés y fibrilación auricular. </span></div>
<div class="MsoNormal" style="line-height: 11.25pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
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<span style="font-family: "Verdana","sans-serif"; font-size: 9pt;">Para validar los hallazgos, los
investigadores reprodujeron a nivel de moléculas, células y organismos las
características de la enfermedad y corrigieron la mutación, restaurando la
corriente iónica defectuosa. </span></div>
<span style="font-family: "Verdana","sans-serif"; font-size: 9pt; line-height: 115%;"> </span><br />
<span style="font-family: "Verdana","sans-serif"; font-size: 9pt; line-height: 115%;">Los doctores Olson y Terzic, investigadores principales del estudio,
señalan que este trabajo fue posible realizar gracias a los esfuerzos de un
equipo multidisciplinario que integró genética humana, tecnología del ADN
recombinante, electrofisiología de fijación de parche de membrana (patch-clamp)
y farmacología</span><br />
<br />
Referencia:<br />
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Autor de <a href="http://www.casadellibro.com/libro-anticancer-una-nueva-forma-de-vida/9788467028027/1184605">Anticancer </a>y <a href="http://www.casadellibro.com/libro-hay-muchas-maneras-de-decir-adios/9788467038118/1892560">Hay muchas maneras de decir adiós</a>.</h4>
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<a href="http://2.bp.blogspot.com/-6CHfwqiH1u0/UUpPGYtzuNI/AAAAAAAAAFA/7hpbdoMgJro/s1600/hay-muchas-maneras-de-decir-adios-9788467038118.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://2.bp.blogspot.com/-6CHfwqiH1u0/UUpPGYtzuNI/AAAAAAAAAFA/7hpbdoMgJro/s320/hay-muchas-maneras-de-decir-adios-9788467038118.jpg" width="209" /></a></div>
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Hace años compre en una feria de libro de segunda mano el libro
Anticáncer, entonces mi pareja y su padre habían tenido sendos casos de tumores
raros, de esos que solo hay un tanto por mil de probabilidad de que se den
(afortunadamente ya curados). La sensibilidad al cáncer en mí alrededor era
alta y nada más ver el libro lo compre. Para mi pareja fue la biblia durante
mucho tiempo. Cuando lo leí<span style="mso-spacerun: yes;">
</span>me di cuenta de que su autor, David Servan-Schreiber, psiquiatra <span style="mso-spacerun: yes;"> </span>y neurocientífico, presentaba evidencias científicas
del efecto de la dieta, el ejercicio y otros aspectos sobre la formación y
desarrollo de los tumores. Las numerosas referencias científicas me
sorprendieron porque no es normal encontrar un libro de divulgación con tanto
apoyo bibliográfico que soporte las afirmaciones que se describen, al contrario,
lo normal es ver mucha pseudo-ciencia y esoterismo, y muchas afirmaciones sobre
lo que es bueno<span style="mso-spacerun: yes;"> </span>o malo para el cáncer sin
ninguna evidencia que lo demuestre o contradiga.</div>
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<span style="mso-spacerun: yes;"> </span>Lo que más me
sorprendió fue la historia de su autor, quien un día, a sus 31 años, acompañando por
casualidad a un amigo médico que estaba haciendo scanner cerebrales, este le
pidió que se metiese en la máquina y se llevaron la mayor sorpresa de su vida <span style="mso-spacerun: yes;"> </span>al comprobar que David tenía un astrocitoma,
un tipo de tumor cerebral. El tumor cambió la vida de David, quien, entre otras
cosas y dada su formación científica, se dedicó a buscar evidencias sobre como
la forma de vida, sobre todo el estrés, <span style="mso-spacerun: yes;"> </span>la alimentación y el ambiente influyen en la
aparición y desarrollo del cáncer. En su libro hay numerosas referencias a
estudios que demuestran que el ejercicio físico, la meditación, el yoga y la
dieta son elementos clave para la lucha contra el cáncer y su prevención, de
hecho, este libro fue el que me convenció de la importancia de iniciarme en el
yoga y la meditación.</div>
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<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Durante casi 20 años David luchó con el tumor, lo
venció dos veces pero a la tercera, a los 50 años de edad, el tumor reapareció
y finalmente ganó. David murió en el verano del 2011. En sus últimas semanas
antes de morir escribió un libro interesante que en España se llamó Hay muchas
formas de decir adiós. El libro es el testamento final de su vida y me pareció <span style="mso-spacerun: yes;"> </span>un libro muy interesante de leer, aunque también
me pareció algo edulcorado, algo “polite” y “americano” en su redacción.<span style="mso-spacerun: yes;"> </span>En una parte del libro David justifica su
recaída final como consecuencia de que nunca cambió totalmente su vida para
alejarse del estrés, y que, al contrario, el éxito de su libro Anticáncer lo
mantuvo más activo aún, cuando lo que hubiese necesitado durante esos años es
mucha mayor tranquilidad. Yo simplemente creo que cuando a uno le toca, le
toca, y que no hay nada que justificar. </span>Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com2tag:blogger.com,1999:blog-5785800498472731690.post-8831933207950527232013-03-09T17:21:00.000-08:002013-03-10T04:25:43.013-07:00¿POR QUÉ A MI?<br />
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Cuando mi padre sufrió el primer ictus no paraba de preguntarse por qué le había pasado eso a él. Cuando te descubren una enfermedad o tienes un accidente la primera pregunta que mucha gente nos hemos hecho es ¿por qué yo, por qué me ha tocado a mí?. La sensación de ser el único ser del mundo tocado por la desgracia no es realista, pero la sociedad actual tampoco tiene una actitud muy "sana" con los que sufren desgracias, sobre todo enfermedades. A veces parece que sufrir ciertas enfermedades es un estigma, se siente una sensación de culpabilidad, como si se hubiese hecho algo malo, como si se hubiese fracasado ante los amigos y la familia por haber enfermado.<br />
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Cuando ya has vivido lo suficiente como para ver morir amigos y familiares entonces te das cuenta de que no es así, de que en cualquier momento puedes desarrollar una enfermedad grave. Yo llegué a hacer un listado de las posibles enfermedades de las que podría morir teniendo en cuenta mis antecedentes familiares, sin embargo fallé, nunca pensé en la fibrilación como una de las posibles.<br />
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Pero las desgracias, los accidentes, la muerte, nos acompaña toda la vida, aunque frecuentemente nuestra sociedad las oculte, las silencie e incluso se considere de mal gusto mencionarlas en muchas ocasiones.<br />
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El año pasado viajé a Islandia y cuando visité el Harpa, el modernísimo palacio de congresos de Reikiavik, coincidió que había un congreso sobre la resiliencia (resilience), es decir, la capacidad de un sistema para recuperarse de una perturbación sin que haya cambios significativos en su estructura y funcionamiento. La resiliencia no supone que no haya cambios como consecuencia de la perturbación, sino que el sistema es capaz de recuperarse y retomar sus funciones una vez pasada la perturbación, aunque el sistema no vuelva a ser exactamente el mismo después de ésta.<br />
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En la entrada de la zona de congresos estaba el cartel que encabeza esta entrada. Bad things happens, las desgracias ocurren varias veces a lo largo de nuestra vida, lo importante es desarrollar la capacidad para que nuestro equilibrio no se vea dramáticamente afectado por ellas.<br />
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Creo que la resiliencia varía mucho según las sociedades. Los países más pobres tienen una fortísima resiliencia, están acostumbrados a lidiar frecuentemente con la desgracia, la muerte de hijos, la ausencia de recursos, las enfermedades..., a pesar de ello, o probablemente debido a ello, su resiliencia es infinitamente mayor que la nuestra. Cualquiera que haya visitado esos países y se haya mezclado con la gente habrá visto como te relatan desgracias terribles con una naturalidad desarmante, aceptan las desgracias y no se dejan llevar por ellas, las asumen con total normalidad. Recuerdo que en Guinea Ecuatorial la muerte de un ser querido se festejaba con bailes, comidas populares y numerosas actividades lúdicas, que eran mas importantes y duraderas cuanto más importante y querido fuese considerado el difunto, eso si que era un regocijo frente a la muerte.<br />
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Sin embargo, nosotros, en los países desarrollados tendemos a la actitud contraria. Existe una tendencia, a veces subliminal, a veces muy evidente, a negar las desgracias, a no aceptarlas, a rebelarse contra ellas incluso con ira. Las desgracias son, como antes mencionaba, fracasos personales, incluso sociales, y tendemos a hundirnos en las profundidades mas abisales de nuestro ser, rompiendo totalmente nuestro equilibrio. Creo que en nuestra sociedad la resiliencia psicológica a las desgracias es muy pequeña en comparacion con sociedades menos "desarrolladas".<br />
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La sociedad desarrollada se ha individualizado, las tribus ancestrales donde probablemente había un gran apoyo psicológico y material frente a las desgracias, se han convertido en familias con pocos hijos, y el número de amigos tiende a disminuir en proporción inversa a nuestra ambición laboral. Cuando tenemos desgracias nos sentimos solos, nuestra resiliencia disminuye y nuestro equilibrio se siente, frecuentemente, dolorosamente afectado. Puede que por ello vivamos en sociedades donde hemos tenido que sustituir a los amigos y la familia por terapeutas profesionales cuando necesitamos recuperar nuestro equilibirio.Corazón Locohttp://www.blogger.com/profile/02993819499306651061noreply@blogger.com0