tag:blogger.com,1999:blog-50618931570365732024-02-07T08:56:34.395-08:00Expatriados OnlineNotes from a Puerto Rican expatriate in the USA. A bit about everything: books, science and technology, arts, travel, music, and --of course-- politics !
Notas de un puertorriqueño expatriado en los EEUU. Un poco de todo: libros, ciencia y tecnología, artes, viajes, música, y --desde luego-- ¡política!Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.comBlogger140125tag:blogger.com,1999:blog-5061893157036573.post-53612630613394031222023-03-09T14:33:00.003-08:002023-03-09T15:04:35.251-08:00<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjK5gb_1KSAGhTBvtaKudx_a6UhRYxn22VjbCPntE_YZebbtwMU43jweBhGUL4Uev0MRYOiBmD5mXneuhS5rRHnLQy-EbhWL2BdRqMH8QfwfkV9hcoeqUuSkPtCzAc8LROiVLkn5wcP1HO6b4C3OXeiyrUtxrQnUtVWkhmGj59xpvymzo4wNH42YV4" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="863" data-original-width="1300" height="212" src="https://blogger.googleusercontent.com/img/a/AVvXsEjK5gb_1KSAGhTBvtaKudx_a6UhRYxn22VjbCPntE_YZebbtwMU43jweBhGUL4Uev0MRYOiBmD5mXneuhS5rRHnLQy-EbhWL2BdRqMH8QfwfkV9hcoeqUuSkPtCzAc8LROiVLkn5wcP1HO6b4C3OXeiyrUtxrQnUtVWkhmGj59xpvymzo4wNH42YV4" width="320" /></a></div><br /> <p></p><p class="MsoNormal"><span style="color: red; font-family: trebuchet; font-size: large;"><b>¿Que dice la Biblia realmente sobre el tema del aborto?</b></span></p><p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">– Raúl Soto<o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: helvetica;"><span lang="ES-PR" style="line-height: 107%;">Hoy 9 de marzo de
2023 me acabo de enterar de que unos legisladores religiosos fundamentalistas ultra-conservadores
han radicado un proyecto de ley (</span><b style="background-color: white; box-sizing: inherit; color: #1a1a1a; display: inline; line-height: 1; margin: 0px; padding: 0px; text-decoration-line: inherit; vertical-align: inherit;">Proyecto de la Cámara (PC) 1644 </b></span><span style="background-color: #04ff00; color: red; font-family: helvetica;">*1</span><span style="font-family: helvetica;">) que pretende penalizar con hasta 25 años de cárcel a
las mujeres que se sometan a un aborto. Desafortunadamente este es otro ejemplo
de la total falta de empatía hacia las mujeres, sus necesidades y sus sufrimientos
que impera dentro de los círculos religiosos conservadores.</span></p><p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">
<br />
Lo primero que hay que recordar es que nuestro gobierno NO es una teocracia,
sino que es de naturaleza <b>secular</b>. Por lo tanto, las leyes NO pueden
responder a los dogmas religiosos de NINGUNA religión, no importa que sean o no
la mayoría. Tanto la Constitución de PR como la de EEUU garantizan la
separación de Iglesia y Gobierno. Esta propuesta violenta totalmente esa
separación, y pretende convertir al gobierno en el carcelero de las Iglesias.<br />
<br />
En otras palabras, aunque realmente la Biblia dijera lo que esta gente alega,
ESO NO IMPORTA. Las leyes en nuestro sistema de gobierno NO PUEDEN estar
basadas en dogmas de fe religiosos. Punto. <br />
<br />
Ahora bien, ya que estas personas alegan que sus propuestas están fundamentadas
en la Biblia, vale la pena investigar si las premisas en que basan sus
argumentos son correctas. Por ejemplo:<o:p></o:p></span></span></p>
<p class="MsoNormal"></p><ul style="text-align: left;"><li><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">¿Realmente dice la
Biblia lo que estas personas alegan, que la Biblia prohíbe el aborto? </span></span></li><li><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">¿Realmente dice la
Biblia que el aborto es un asesinato?</span></span></li><li><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">¿Realmente afirma la
Biblia que “la vida comienza en la concepción"? </span></span></li><li><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">¿Existe tal cosa
como la “concepción” desde el punto de vista de la biología reproductiva? </span></span></li></ul><p></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">La realidad es que
la respuesta a todas esas preguntas es NO. <o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Es importante dejar
claro que la propuesta legislativa NO está fundamentada realmente en la Biblia,
sino en unas doctrinas y posturas dogmáticas EXTREMISTAS y fundamentalistas que
IGNORAN, ya sea por desconocimiento o irresponsabilidad, lo que la Biblia
realmente dice sobre el tema del aborto.<br />
<br />
Vamos por partes:<br />
<br />
<b><span style="color: #3d85c6;">1. Según la Biblia, la vida comienza en el momento del NACIMIENTO<br /></span>
</b><br />
Según la Biblia, la vida empieza cuando un ser humano o un animal RESPIRA por
primera vez, porque ellos entendían que era en ese momento que Dios le ponía el
espíritu de vida a la criatura. Eso queda claro desde Génesis 2.7.<o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">En el Antiguo
Testamento / Biblia Hebrea la palabra hebrea RUAJ (<span style="color: red;">רוּחַ</span>) significa tanto “espíritu”
como “viento” o “aire”, pues para ellos era la misma cosa. Lo mismo ocurre en
el Nuevo Testamento con la palabra griega PNEUMA. <o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Por eso cuando una
persona moría, decían que:<o:p></o:p></span></span></p>
<p class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -0.25in;"></p><ul style="text-align: left;"><li><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">“<b><i>entregó su espíritu</i></b>” (“<i>paredoken
to pneuma</i>” en Juan 19.30; “<i>apheken top neuma</i>” en Mateo 27.50), <o:p></o:p></span></span></li><li><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">“<b><i>dió su último soplo</i></b>” (“<i>exepsyxen</i>”
en Hechos 5.5, 5.10, 12.23; “<i>exepneusen</i>” en Marcos 15.37, Lucas 23.46)<o:p></o:p></span></span></li></ul><!--[if !supportLists]--><p></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">En resumen, la vida para ellos comenzaba cuando una criatura comenzaba a respirar, y terminaba cuando se dejaba de respirar. Dejar de respirar
equivalía a que el viento de vida - que ellos creían que animaba el cuerpo - se
había ido. <o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Esa idea pasó del
griego al latín y de ahí al español, por eso decimos que algo “<b><i>expira</i></b>”
cuando algo se muere, o cuando un objeto ya deja de servir.<o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><o:p><span style="font-family: helvetica;"> </span></o:p></span></p>
<p class="MsoNormal"><span style="font-family: helvetica;"><b><span lang="ES-PR" style="line-height: 107%;"><span style="color: #3d85c6;">2. En la Biblia
el aborto NO es considerado un asesinato.<br /></span>
</span></b><span lang="ES-PR" style="line-height: 107%;"><br />
La Biblia hebrea establece claramente que la pena por <i>asesinato</i> debe ser
la <i>muerte</i>: Éxodo 21.12.<o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">La Biblia hebrea
también establece que la penalidad por <i>daños a la propiedad</i> debe ser una
<i>restitución</i> del valor de esa propiedad: Éxodo 21.33 - 22.14<o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Ahora bien, ¿cuál de
estas dos le aplica la Biblia al aborto? Contrario a lo que sostienen los
fundamentalistas religiosos, es LA SEGUNDA, NO la primera.<o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Éxodo 21.22, que precisamente
es el <b>mismo</b> capítulo que establece la pena por asesinato y por delitos
contra la propiedad, lo explica muy claro:. Si una persona hiere a una mujer
embarazada y esta muere, al transgresor se le aplica la pena de muerte por
matar a la mujer. Ahora bien, si la mujer no muere pero aborta, el texto dice que: <i>"serán penados conforme a lo que les impusiere el marido de
la mujer y juzguen los jueces"</i>. O sea que la pena por un aborto era <b>restitución</b>
(penalidad por daños a la propiedad), <b>NO muerte</b> (penalidad por matar una
persona). <o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">En otras palabras,
queda totalmente claro que la Biblia NO considera al feto como una persona. <span style="color: #0b5394;"><i>(También queda totalmente claro que para muchos autores bíblicos la opinión de la mujer no cuenta, el marido y los jueces son quienes deciden por ella. Recuerden este tema subyacente, que se repite...).</i> </span><o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Si realmente los
fundamentalistas boricuas quisieran basar las leyes de aborto de Puerto Rico en
la Biblia, pues hela aquí: <u><i>en Éxodo 21.22 tienen la ley de aborto de la Biblia</i>.</u> </span></span></p><p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Curiosamente los fundamentalistas NUNCA mencionan este texto, no sabemos si por
ignorancia o por deshonestidad. <span style="mso-spacerun: yes;"> </span><o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><o:p><span style="font-family: helvetica;"> </span></o:p></span></p>
<p class="MsoNormal"><b><span lang="ES-PR" style="line-height: 107%;"><span style="color: #3d85c6; font-family: helvetica;">3. Lo que realmente significa “desde el
vientre de tu madre” en Jeremías 1.<o:p></o:p></span></span></b></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Un argumento que ocasionalmente
se esgrime para afirmar que “la vida comienza con la concepción” es un verso aislado
en Jeremías 1.5:<o:p></o:p></span></span></p>
<p class="MsoNormal"><span style="font-family: helvetica;"><span class="text"><i><span lang="ES-PR" style="background: white; color: black; line-height: 107%;">«Antes de formarte en el vientre,</span></i></span><span class="indent-1-breaks"><i><span lang="ES-PR" style="background: white; color: black; line-height: 107%;"> </span></i></span><span class="text"><i><span lang="ES-PR" style="background: white; color: black; line-height: 107%;">ya te había elegido;</span>
antes de que nacieras,</i></span><i> ya te había apartado;</i><span class="indent-1-breaks"><i><span lang="ES-PR" style="background: white; color: black; line-height: 107%;"> </span></i></span><span class="text"><i><span lang="ES-PR" style="background: white; color: black; line-height: 107%;">te había nombrado profeta
para las naciones».</span></i></span><i><span lang="ES-PR" style="line-height: 107%;"><o:p></o:p></span></i></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Esto es un ejemplo clásico
de arrancar un verso totalmente fuera de su contexto y convertirlo en un
pretexto. Usando versos <b><i>descontextualizados </i></b>se puede apoyar cualquier cosa. <o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Sin embargo, si leemos
el capítulo 1 de Jeremías en su totalidad, y miramos ese verso dentro de su
contexto, entendemos que NO está diciendo lo que alegan los fundamentalistas.
El capítulo 1 <i>no habla de la humanidad en su totalidad</i>, sino que se refiere
<i>explícitamente </i>a Jeremías. <o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Peor aún, no solamente
descontextualizan el verso y lo arrancan del capítulo donde existe y tiene sentido, sino que no
toman en cuenta (nuevamente, no sé si por ignorancia o deshonestidad) que los escritos
de los profetas de Israel están escritos en su gran mayoría en lenguaje POÉTICO.
Tomar un texto en lenguaje poético y tratarlo como un libro de texto de
biología es - nuevamente - crear un pretexto para justificar sus dogmas. <o:p></o:p></span></span></p>
<p class="MsoNormal"><br /></p><p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">
<b><span style="color: #3d85c6;">4. La "concepción" es un concepto precientífico. <br /></span>
</b><br />
¿A qué se refieren los religiosos cuando hablan de "concepción"? Rara
vez lo explican. <o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">¿Se refieren al
momento en que el óvulo es fertilizado?<o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">¿O el momento en que
ese óvulo fertilizado llega a la pared uterina y se empieza a implantar? <o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">¿O el momento en que
termina la implantación y la mujer queda embarazada? <o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Porque NO son la
misma cosa ni ocurren al mismo tiempo.<o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">El momento de
fertilización de un óvulo NO es el momento en que una mujer queda embarazada.
Luego de la fertilización el óvulo, ahora zigoto, recorre el sistema
reproductor femenino (trompas de Falopio, útero) por aproximadamente 5 días, en
ocasiones hasta una SEMANA, hasta que llega a la pared uterina y comienza el
proceso de implantación. Ese proceso entonces toma entre 14 y 18 días. Una vez
culmina es entonces que la mujer queda embarazada. <o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">¿Cuál de esos tres
eventos es la “concepción”? </span></span><span style="font-family: helvetica;">La realidad es que cuando hablan de "concepción" no saben de cuál parte del proceso reproductivo están hablando, porque NO LES IMPORTA. La realidad científica es un inconveniente a la hora de empujar el dogma.</span></p><p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">En realidad la "concepción" es un concepto PRE-CIENTÍFICO
inventado miles de años atrás cuando la gente no tenía idea alguna de cómo
funcionaba el sistema reproductivo, y en sus mentes la cosa funcionaba de
manera análoga a la <b>agricultura</b>. NO es coincidencia que las palabras
"semilla" y "semen" se parezcan (de hecho en hebreo son la
MISMA palabra, <span style="color: red; font-size: medium;">זֶרַע)</span>, ni tampoco que se usen términos agrícolas como "fertilidad"
para referirse a si una mujer puede o no tener hijos. Miles de años atrás no se
sabía NADA sobre biología reproductiva; creían que el hombre proveía la
"semilla", y que la mujer era como el suelo donde la semilla se
sembraba. Si la mujer no tenía hijos era culpa de ella por ser, y cito, “defectuosa y mal nacida” <span style="background-color: #04ff00;"><span style="color: red;">*2</span></span>. Si el bebé nacía enfermo o nacía NENA era porque ese suelo (o sea, la madre) era "débil” o “imperfecto". </span></span><i style="color: #0b5394; font-family: helvetica;">(Como advertimos anteriormente, el tema subyacente de la mujer como algo inferior es un denominador común aquí...)</i><span style="color: #0b5394; font-family: helvetica;"> </span></p><p class="MsoNormal"><span style="font-family: helvetica;">Estas creencias tan aberrantes se
sostuvieron dentro del cristianismo hasta casi los otros días. </span></p>
<p class="MsoNormal"><span style="font-family: helvetica;"><span lang="ES-PR" style="line-height: 107%;">Tomás de
Aquino, uno de los teólogos cristianos más importantes, resumió la postura de la Iglesia al respecto en<i> Suma
Teológica Parte 1ª Cuestión 92: </i></span></span></p><p class="MsoNormal"><span style="font-family: helvetica;"><span lang="ES-PR" style="line-height: 107%;"><span style="background: white;"><span style="color: #0b5394;"></span></span></span></span></p><blockquote><span style="font-family: helvetica;"><span style="color: #0b5394;"><span style="background: white;">“En
lo que se refiere a la naturaleza del individuo, la mujer es defectuosa y mal
nacida, porque el poder activo de la semilla masculina tiende a la producción
de un perfecto parecido en el sexo masculino, mientras que la producción de una
mujer proviene de una falta del poder activo.”</span>)</span></span></blockquote><span style="font-family: helvetica;"><o:p></o:p></span><p></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Ufff, que fuerte.</span></span></p><p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">¿Realmente queremos
basar nuestras leyes en creencias pre-científicas forjadas cientos o miles de
años atrás, y que están totalmente en contra de la realidad científica que
conocemos hoy?<o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;"><br /></span></span></p><p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;"><br />
<b><span style="color: #3d85c6;">5. La Biblia no solamente NO prohíbe el aborto. La Biblia describe como
provocar uno a propósito. <br /></span>
</b><br />
La Biblia no solamente NO prohíbe el aborto sino que contiene un ritual para
PROVOCAR el aborto, ritual que contaba con la participación activa de los sacerdotes de Dios y que no tomaba en cuenta para nada ni la palabra ni la voluntad de la mujer.<o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Sospecho que esta parte de la Biblia no
la enseñan en el catecismo ni en la escuelita dominical…<o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Vayamos a
Números 5.11-31. Aquí dice que si un hombre meramente SOSPECHABA que su esposa
le había sido infiel y estaba embarazada de otro, podía acusarla y obligarla a
someterse a un ritual <b>espeluznante</b>. <o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">El sacerdote, una
vez escucha la acusación, ejecuta una ceremonia en la que:<o:p></o:p></span></span></p>
<p class="MsoNormal"></p><ul style="text-align: left;"><li><span style="font-family: helvetica;"><span lang="ES-PR" style="line-height: 107%;">Prepara un BREBAJE
ABORTIVO (v.18, "aguas amargas que traen MALDICIÓN”)</span></span></li><li><span style="font-family: helvetica;"><span lang="ES-PR" style="line-height: 107%;">Agarra a la mujer por el pelo (v 18) y la lleva al altar</span></span></li><li><span style="font-family: helvetica;"><span lang="ES-PR" style="line-height: 107%;">Profiere maldiciones sobre ella (v 21-22), las escribe y después mete el
escrito en el brebaje (v 23)</span></span></li><li><span style="font-family: helvetica;"><span lang="ES-PR" style="line-height: 107%;">Obligan a la mujer a BEBER el veneno abortivo (v 24)... "<span style="background: white; color: black;"> hará que la mujer se beba las aguas
amargas de la maldición, que entrarán en ella para causarle amargura.</span></span>
" </span></li><li><span style="font-family: helvetica;">El efecto del VENENO ABORTIVO era terrible (v 27): "las aguas que obran
maldición entrarán en ella para amargar (envenenar), y su vientre se hinchará y
caerá su muslo (eufemismo para decir que abortará el feto) y la mujer será
maldita en medio de su pueblo".</span></li><li><span style="font-family: helvetica;">Si la mujer abortaba (o se moría envenenada) era declarada infiel y maldita
(v.27). </span></li><li><span style="font-family: helvetica;">Si la mujer de alguna manera sobrevivía y no abortaba entonces "será
libre y fecunda" (v.28)</span></li></ul><p></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Fijémonos que el
único requisito para provocar un aborto era la palabra del hombre. No había necesidad
de presentar evidencia. <span style="color: #0b5394;">La palabra de la mujer no tenía valor alguno, y su
participación en el ritual era obligatoria. Recuerden esto cuando los fundamentalistas le digan que "la esposa se tiene que someter al marido".</span><o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Si esta cosa tan
horrible y espantosa suena parecida a los juicios de "brujas" de la
Inquisición o de Salem (cuando los cristianos tiraban al río mujeres atadas a objetos de metal, y decían que si se ahogaban eran inocentes, pero si flotaban eran brujas </span></span><span style="background-color: #04ff00; color: red; font-family: helvetica;">*3</span><span style="font-family: helvetica;">)
no es casualidad.</span></p><p class="MsoNormal"><span style="font-family: helvetica;">Cada vez que algún
religioso le diga a usted que las leyes tienen que ser “conforme a la Biblia”,
acuérdese que este ritual tan horripilante es una ley que está en la Biblia. </span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;"><br />
<b><span style="color: #3d85c6;">6. Concluyendo<o:p></o:p></span></b></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Ha quedado claro que
es FALSO que la Biblia prohíba el aborto. La Biblia de hecho incluye un ritual para
provocar el aborto a propósito cuando al marido (no a la mujer) le parezca.<o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Ha quedado claro que
es FALSO que la Biblia sostenga que un aborto es equivalente a un asesinato. La
Biblia de hecho trata el aborto como un delito contra la propiedad en el mismo capítulo (Éxodo 21) en que dice que los asesinatos se deben castigar con la
muerte.<o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Ha quedado claro
que es FALSO también que la Biblia establezca que la vida comienza en la “concepción”
o en cualquier momento anterior al nacimiento. Por el contrario la Biblia establece que la vida
comienza cuando la criatura respira por primera vez y termina cuando respira por última vez. <o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Finalmente, también
ha quedado claro que gran parte de los dogmas religiosos en los que se basa la
legislación aberrante que los fundamentalistas le quieren atosigar al pueblo
puertorriqueño están basados en (1) ignorancia de lo que realmente dice la
Biblia, (2) tergiversación de cosas que sí dice, e (3) ideas pre-científicas fundamentadas en una ignorancia atroz de la realidad biológica del sistema reproductivo, sumada a una misoginia rampante; ambos asuntos que
no tienen cabida en nuestro sistema legal ni en nuestra sociedad en pleno siglo 21. <o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Quién sabe, si seguimos
dándoles cuerda y haciéndoles caso, tal vez el PRÓXIMO proyecto de Ley de los
fundamentalistas religiosos boricuas será para implementar el ritual espantoso de
Números 5.<o:p></o:p></span></span></p>
<p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">Está en manos de los
puertorriqueños decidir si realmente ese es el mundo en que desean vivir. <br /><br /></span><span style="font-family: helvetica;"><br /></span></span></p><p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;">NOTAS:</span></span></p><span style="background-color: #04ff00; color: red; font-family: helvetica;">*1 </span><div><span style="font-family: helvetica;">Proyecto de Ley: </span><span style="font-family: helvetica;">https://www.scribd.com/document/630436257/P-de-la-C-1644-radicado-el-28-de-febrero-de-2023#from_embed</span></div><div><span style="font-family: helvetica;"><br /></span></div><div><span style="background-color: #04ff00; color: red; font-family: helvetica;">*2</span></div><div><span style="font-family: helvetica;">por eso la infertilidad era algo tan grave en la Biblia, era un juicio moral contra la mujer. La mujer infértil podía ser abandonada por su esposo, y cuando eso pasaba las mujeres, que no podían trabajar fuera del hogar, terminaban muriendo de hambre, mendigando, o prostituyéndose... pero eso es otro tema</span><p class="MsoNormal"><span lang="ES-PR" style="line-height: 107%;"><span style="font-family: helvetica;"><span style="color: red;"><span style="background-color: #04ff00;">*3<br /></span></span></span></span><span style="font-family: helvetica;">https://blogs.loc.gov/law/2022/02/swimming-a-witch-evidence-in-17th-century-english-witchcraft-trials/</span></p></div>Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com0tag:blogger.com,1999:blog-5061893157036573.post-74161051006586092152022-10-14T21:24:00.010-07:002023-03-09T14:03:08.689-08:00En el Antiguo Testamento, el diezmo era para alimentar a los POBRES, no era para mantener el Templo ni a los líderes religiosos<p><span style="font-family: verdana;"> </span></p><h1 align="center" style="text-align: center;"><span style="font-size: 28pt; line-height: 107%;"><span style="color: #38761d; font-family: helvetica;">¿Que es realmente el "diezmo" según la Biblia Hebrea?</span><span style="font-family: verdana;"><o:p></o:p></span></span></h1>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.5in; vertical-align: middle;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p><span style="font-family: verdana;"><br /></span></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.5in; vertical-align: middle;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p><span style="font-family: verdana;">¿Sabías tú que en la Biblia Hebrea (Antiguo Testamento):</span></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.5in; vertical-align: middle;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p><span style="color: #0b5394; font-family: verdana;"><br /></span></o:p></span></p><ul><li><span style="color: #0b5394; font-family: verdana;">El diezmo NO consistía de dar dinero, sino donar <b>productos agrícolas </b>y de <b>ganadería</b>?<br /><br /></span></li><li><span style="color: #0b5394; font-family: verdana;">El diezmo NO lo tenía que dar todo el mundo sino <b>únicamente</b> los dueños de fincas, viñas, granjas y rebaños?<br /><br /></span></li><li><span style="color: #0b5394; font-family: verdana;">Establece <b>4 tipos diferentes </b>de diezmos, no solamente uno?<br /><br /></span></li><li><span style="color: #0b5394; font-family: verdana;">El propósito <b>principal </b>del diezmo NO ERA mantener el Templo, ni las iglesias, ni a los líderes religiosos?<br /><br /></span></li><li><span style="color: #0b5394; font-family: verdana;">El propósito principal del diezmo era <i><b>proveer de alimentos a los pobres, necesitados y vulnerables</b>?</i></span></li></ul><div><span style="color: #0b5394; font-family: verdana;"><i><br /></i></span></div><div><span style="color: #0b5394; font-family: verdana;"><i><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUC-vMLQvP0qvnx9CeBKwfDyAUoVsdFx4XFn1wQ6V8tWpe-mCzMwy0JdVdNPMS-OCOM2BtiHo-T09H4xEao-q8ETF5SM5U4kJneFrkgM_5ZO70Rp9kY8BG7q6PXUYvusBm8LGLyCjGZVq3VGYRvf3cl83OKv22Vq3ipBK-sWCPffVbXthX1p10mdU/s1024/cosechas.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="680" data-original-width="1024" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUC-vMLQvP0qvnx9CeBKwfDyAUoVsdFx4XFn1wQ6V8tWpe-mCzMwy0JdVdNPMS-OCOM2BtiHo-T09H4xEao-q8ETF5SM5U4kJneFrkgM_5ZO70Rp9kY8BG7q6PXUYvusBm8LGLyCjGZVq3VGYRvf3cl83OKv22Vq3ipBK-sWCPffVbXthX1p10mdU/s320/cosechas.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div></div></i></span></div><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.5in; vertical-align: middle;"><span style="font-family: verdana;">Hoy en día muchas iglesias le piden a sus feligreses que donen el 10% de su salario a la Iglesia. Esa práctica, llamada "diezmo" es justificada usando pasajes de la Biblia Hebrea (Antiguo Testamento, AT) de forma <b>selectiva</b>, <b>descontextualizada </b>e incorrecta.</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.5in; vertical-align: middle;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p><span style="font-family: verdana;"><br /></span></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.5in; vertical-align: middle;"><span style="font-family: verdana;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p>Un estudio serio de la Biblia Hebrea nos permitirá descubrir una realidad muy diferente a lo que se enseña en las iglesias.</o:p></span></span></p><p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.5in; vertical-align: middle;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p><span style="font-family: verdana;">Veamos los detalles:</span></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.5in; vertical-align: middle;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p><span style="font-family: verdana;"><br /></span></o:p></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.5in; vertical-align: middle;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p><span style="font-family: verdana;"><br /></span></o:p></span></p><ul style="margin-top: 0in;" type="disc"><li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; vertical-align: middle;"><span style="font-family: verdana;"><b><span style="color: #2e75b5; font-size: 14pt;">Origen de la palabra "diezmo" y de la práctica actual</span></b></span></li></ul><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.5in; vertical-align: middle;"><span style="font-family: verdana;"><o:p>La palabra </o:p><b style="font-size: 12pt;"><i>diezmo</i></b><span style="font-size: 12pt;"> en español
procede del latín </span><i style="font-size: 12pt;"><span style="color: #0070c0;">decimus</span></i><span style="font-size: 12pt;">,
significa la décima parte de algo. </span></span><span style="font-family: verdana; font-size: 12pt;">De forma similar, la palabra en inglés es </span><b style="font-family: verdana; font-size: 12pt;"><i>tithe</i></b><span style="font-family: verdana; font-size: 12pt;">,
que viene de <i>tenth</i>, una décima parte. </span><span style="font-family: verdana; font-size: 12pt;">La palabra que se usa en hebreo en la Biblia
Hebrea (Antiguo Testamento) es <b><i>maaser</i></b> (</span><span dir="RTL" lang="HE" style="background: white; color: red; font-family: verdana; font-size: 14pt;">מעשר</span><span dir="LTR" style="font-family: verdana;"></span><span dir="LTR" style="font-family: verdana;"></span><span style="font-family: verdana; font-size: 12pt;"><span dir="LTR"></span><span dir="LTR"></span></span><span style="font-family: verdana; font-size: 12pt;">).</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.5in; vertical-align: middle;"><span style="font-family: verdana; font-size: 12pt;"><br /></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.5in; vertical-align: middle;"><span style="font-family: verdana; font-size: 12pt;">El concepto del diezmo que se practica hoy en día <i>no proviene </i>del Antiguo Testamento, sino de la Europa post-romana y medieval. Los reyes imponían un impuesto de 10% del valor de
las mercaderías que entraban a los puertos de su reino, o que se
traficaban desde sus puertos.</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.5in; vertical-align: middle;"><span style="font-family: verdana; font-size: 12pt;"><br /></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.5in; vertical-align: middle;"><span style="font-family: verdana; font-size: 12pt;">En el AT el diezmo no consistía de dinero,
ni oro, ni plata. Consistía de productos agrícolas. </span><span style="font-family: verdana; font-size: 12pt;">La comunidad dejaba el 10% en un granero
(que es el significado de </span><b style="font-family: verdana; font-size: 12pt;"><i>alfolí</i></b><span style="font-family: verdana; font-size: 12pt;">). De ahí se le distribuía a los
pobres y una cantidad pequeña se le reservaba a los levitas.</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.5in; vertical-align: middle;"><span style="font-family: verdana; font-size: 12pt;"><br /></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.5in; vertical-align: middle;"><span style="font-family: verdana; font-size: 12pt;">En otras palabras, el diezmo NO era para mantener las iglesias, ni a los sacerdotes, ni a los predicadores, sino que era el sistema de </span><b style="font-family: verdana; font-size: 12pt;">bienestar social</b><span style="font-family: verdana; font-size: 12pt;">
de los antiguos hebreos.</span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.5in; vertical-align: middle;"><span style="font-family: verdana; font-size: 12pt;"><br /></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.5in; vertical-align: middle;"><span style="font-family: verdana; font-size: 12pt;"><br /></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 27.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 27pt;"><span style="font-size: 12pt;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l15 level1 lfo4; tab-stops: list .5in; vertical-align: middle;"><span style="font-family: verdana;"><b><span style="color: #2e75b5; font-size: 14pt;">¿Qué es un "Alfolí"?</span></b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></span></li>
<ul style="margin-top: 0in;" type="circle">
<li class="MsoNormal" style="color: red; line-height: normal; margin-bottom: 0in; mso-list: l15 level2 lfo4; tab-stops: list 1.0in; vertical-align: middle;"><span style="font-family: verdana;"><span style="font-size: 14pt;">הָאוֹצָ֗ר</span><span style="font-size: 14pt;"> : <span style="background: white;">hā·’ō·w·</span></span><span style="background: white; font-size: 14pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">ṣ</span><span style="background: white; font-size: 14pt;">ār</span><span style="font-size: 12pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></span></li>
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l15 level2 lfo4; tab-stops: list 1.0in; vertical-align: middle;"><span style="font-family: verdana;"><span style="background: white; color: black; font-size: 12pt;">Significa <b>granero</b> o <b>almacén</b></span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></span></li>
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l15 level2 lfo4; tab-stops: list 1.0in; vertical-align: middle;"><span style="font-family: verdana;"><span style="background: white; color: black; font-size: 12pt;">Se usa en tres sitios del AT <i>(y se traduce
MAL en muchas biblias de traducción antigua como la Reina-Valera)</i></span><o:p></o:p></span></li>
<ul style="margin-top: 0in;" type="square">
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l15 level3 lfo4; tab-stops: list 1.5in; vertical-align: middle;"><span style="font-family: verdana;"><i><span style="background: white; color: black; font-size: 12pt;">Nehem</span></i><i><span style="background: white; color: black; font-size: 12pt;">ías 10.38</span></i><i><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></i></span></li>
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l15 level3 lfo4; tab-stops: list 1.5in; vertical-align: middle;"><span style="font-family: verdana;"><i><span style="background: white; color: black; font-size: 12pt;">Jeremías
38.11</span></i><i><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></i></span></li>
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l15 level3 lfo4; tab-stops: list 1.5in; vertical-align: middle;"><span style="font-family: verdana;"><i><span style="background: white; color: black; font-size: 12pt;">Malaquías
3.10<br />
</span></i><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"> <o:p></o:p></span></span></li>
</ul>
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l15 level2 lfo4; tab-stops: list 1.0in; vertical-align: middle;"><span style="font-family: verdana;"><span style="background: white; color: black; font-size: 12pt;">Diccionario
de la Real Academia de la Lengua Española</span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></span></li>
</ul>
</ul>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-size: 12pt;"><span style="font-family: verdana;"> </span></span><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjv0yFXvVaj1S3GUELOt3btItLenZRnb7pwupbKrBOqMfuXZpnvIpOAZ_P6cQ0uUsVlsOblxvIC_-MkwZO5XxrsCTYn2pB163IUf9mhsExLgjfsnXPkkOyDvE0_MpMmsSqPyUPtPRRXGCxcoaX29EO7ehX5PIGSGwOrLqXKsQIr7No0gqCyD_SqmvU" style="font-family: verdana; font-size: 12pt; margin-left: 1em; margin-right: 1em; text-align: center;"><img alt="" data-original-height="276" data-original-width="975" height="124" src="https://blogger.googleusercontent.com/img/a/AVvXsEjv0yFXvVaj1S3GUELOt3btItLenZRnb7pwupbKrBOqMfuXZpnvIpOAZ_P6cQ0uUsVlsOblxvIC_-MkwZO5XxrsCTYn2pB163IUf9mhsExLgjfsnXPkkOyDvE0_MpMmsSqPyUPtPRRXGCxcoaX29EO7ehX5PIGSGwOrLqXKsQIr7No0gqCyD_SqmvU=w437-h124" width="437" /></a><span style="font-size: 12pt;"><span style="font-family: verdana;"><br /><br /></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: verdana;"><span style="font-size: 12pt;"> </span><span style="font-size: 12pt;"> </span></span></p>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="color: #2e75b5; line-height: normal; margin-bottom: 0in; mso-list: l6 level1 lfo5; tab-stops: list .5in; vertical-align: middle;"><span style="font-family: verdana;"><b><span style="font-size: 14pt;">Los 4 Diezmos del Antiguo Testamento<br />
</span></b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"> </span></span></li></ul>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="color: #2e75b5; line-height: normal; margin-bottom: 0in; mso-list: l0 level1 lfo6; tab-stops: list .5in; vertical-align: middle;"><span style="font-family: verdana;"><b><span style="font-size: 14pt;">Primer diezmo: </span></b></span><i style="font-family: verdana;"><span style="background: white; font-size: 12pt;">ma'aser
rishon</span></i><span style="font-family: verdana; font-size: 12pt;"> </span><span style="color: red; font-family: verdana; font-size: 14pt;">מעשר ראשון</span></li></ul><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div style="text-align: left;"><span style="font-family: verdana; font-size: 16px;">Este diezmo es establecido en <b>Números 18:21-26</b>. Consistía </span><span style="font-family: verdana; font-size: 12pt;">en darle una
décima parte de </span><b style="font-family: verdana; font-size: 12pt;">las cosechas</b><span style="font-family: verdana; font-size: 12pt;"> de una persona </span><b style="font-family: verdana; font-size: 12pt;">a los pobres.</b> </div></blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div style="text-align: left;"> </div></blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div style="text-align: left;"><span style="font-family: verdana; font-size: 12pt;">Se entregaba <b>una vez al año</b>
en el Templo de Jerusalén, </span><span style="font-family: verdana; font-size: 12pt;">en unos graneros llamados </span><b style="font-family: verdana; font-size: 12pt;">alfolíes</b><span style="font-family: verdana; font-size: 12pt;">, de donde </span><b style="font-family: verdana; font-size: 12pt;">se repartía para los pobres y necesitados.</b></div></blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div style="text-align: left;"> </div></blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div style="text-align: left;"><span style="font-family: verdana; font-size: 12pt;">De ese 10% de las cosechas se sacaba una porción para el </span><i style="font-family: verdana; font-size: 12pt;"><span style="color: #0b5394;">tercer</span></i><span style="font-family: verdana; font-size: 12pt;"><span style="color: #0b5394;">
diezmo </span>para los Levitas (veremos más adelante). </span><span style="font-family: verdana; font-size: 12pt;">Los levitas, que eran la casta
sacerdotal de los hebreos, no tenían un territorio propio. Tenían
algunas ciudades, pero la mayoría trabajaba como parte del culto a
Dios. Para alimentar a esta gente se usaba este diezmo.</span></div></blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div style="text-align: left;"> </div></blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div style="text-align: left;"><span style="font-family: verdana; font-size: 12pt;">El primer diezmo se ponía en unos graneros llamados </span><b style="font-family: verdana; font-size: 12pt;">alfolíes</b><span style="font-family: verdana; font-size: 12pt;">, de
donde </span><b style="font-family: verdana; font-size: 12pt;">se repartía para los pobres y necesitados.</b></div></blockquote></blockquote>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-size: 12pt;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="color: #2e75b5; line-height: normal; margin-bottom: 0in; mso-list: l8 level1 lfo7; tab-stops: list .5in; vertical-align: middle;"><span style="font-family: verdana;"><b><span style="font-size: 14pt;">Segundo diezmo: </span></b></span><i style="font-family: verdana;"><span style="background: white; font-size: 12pt;">ma'aser
sheni</span></i><span style="font-family: verdana; font-size: 12pt;"> </span><span style="color: red; font-family: verdana; font-size: 14pt;">מעשר שני</span></li></ul><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div style="text-align: left;"><span style="font-family: verdana; font-size: 16px;">Este diezmo se estableció en </span><b style="font-family: verdana;"><span style="font-size: 12pt;">Deuteronomio 14.22-27 y 12.11-18. </span></b><span style="font-family: verdana; font-size: 12pt;">Se pagaba solamente
algunos años, no todos (ver más adelante el ciclo agrícola de 7 Años)</span></div></blockquote></blockquote><ul style="margin-top: 0in; text-align: left;" type="disc"><ul style="margin-top: 0in;" type="circle">
<ul>
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l8 level3 lfo7; tab-stops: list 1.5in; vertical-align: middle;"><span style="font-family: verdana;"><span style="font-size: 12pt;">Años 1, 2, 4, 5 :
Segundo diezmo</span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></span></li>
</ul></ul></ul><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><span style="font-family: verdana; font-size: 12pt;">El segundo diezmo consistía de productos
agrícolas (grano, vino y aceite de oliva) y de los primogénitos del
ganado. </span><span style="font-family: verdana; font-size: 12pt;">Se recolectaba 1/10 de lo
que se produjo ese año en específico. </span></blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p style="text-align: left;"><span style="font-family: verdana; font-size: 12pt;">La gente debía llevar
ésto al Templo y </span><b style="font-family: verdana; font-size: 12pt;">disfrutarlo ellos mismos con sus familias.</b><span style="font-family: verdana; font-size: 12pt;">Si la persona vivía muy
lejos y se hacía difícil transportar todo esto, se permitía vender los
productos agrícolas y ganado del diezmo, llevar el dinero al Templo, </span><b style="font-family: verdana; font-size: 12pt;">comprar</b><span style="font-family: verdana; font-size: 12pt;">
los alimentos equivalentes allá, y entonces comer y </span><b style="font-family: verdana; font-size: 12pt;">disfrutarlo con
sus familias.</b> </p></blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p style="text-align: left;"><span style="font-family: verdana; font-size: 12pt;">Este segundo diezmo era separado y aparte
del Primer Diezmo y del Tercero (<i>terumat</i>).</span> </p></blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p style="text-align: left;"><span style="font-family: verdana; font-size: 12pt;">El antiguo Israel tenía un ciclo agrícola
de siete años. Los diezmos segundo y tercero estaban intrínsecamente relacionados con este ciclo:</span></p></blockquote></blockquote><ul style="margin-top: 0in; text-align: left;" type="disc"><ul style="margin-top: 0in;" type="circle">
<ul style="margin-top: 0in;" type="square">
<li class="MsoNormal" style="color: #78230c; line-height: normal; margin-bottom: 0in; mso-list: l8 level3 lfo7; tab-stops: list 1.5in; vertical-align: middle;"><span style="font-family: verdana;"><i><span style="font-size: 12pt;">Año 1 - Segundo diezmo</span></i><i><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></i></span></li>
<li class="MsoNormal" style="color: #78230c; line-height: normal; margin-bottom: 0in; mso-list: l8 level3 lfo7; tab-stops: list 1.5in; vertical-align: middle;"><span style="font-family: verdana;"><i><span style="font-size: 12pt;">Año 2 - Segundo diezmo</span></i><i><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></i></span></li>
<li class="MsoNormal" style="color: #78230c; line-height: normal; margin-bottom: 0in; mso-list: l8 level3 lfo7; tab-stops: list 1.5in; vertical-align: middle;"><span style="font-family: verdana;"><i><span style="font-size: 12pt;">Año 3 - Tercer diezmo</span></i><i><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></i></span></li>
<li class="MsoNormal" style="color: #78230c; line-height: normal; margin-bottom: 0in; mso-list: l8 level3 lfo7; tab-stops: list 1.5in; vertical-align: middle;"><span style="font-family: verdana;"><i><span style="font-size: 12pt;">Año 4 - Segundo diezmo</span></i><i><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></i></span></li>
<li class="MsoNormal" style="color: #78230c; line-height: normal; margin-bottom: 0in; mso-list: l8 level3 lfo7; tab-stops: list 1.5in; vertical-align: middle;"><span style="font-family: verdana;"><i><span style="font-size: 12pt;">Año 5 - Segundo diezmo</span></i><i><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></i></span></li>
<li class="MsoNormal" style="color: #78230c; line-height: normal; margin-bottom: 0in; mso-list: l8 level3 lfo7; tab-stops: list 1.5in; vertical-align: middle;"><span style="font-family: verdana;"><i><span style="font-size: 12pt;">Año 6 - Tercer diezmo</span></i><i><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></i></span></li>
<li class="MsoNormal" style="color: #78230c; line-height: normal; margin-bottom: 0in; mso-list: l8 level3 lfo7; tab-stops: list 1.5in; vertical-align: middle;"><span style="font-family: verdana;"><i><span style="font-size: 12pt;">Año 7 - Año sabático,
año del Jubileo</span></i><i><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></i></span></li>
</ul>
</ul>
</ul>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 27.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 27pt;"><span style="color: #2e75b5; font-size: 12pt;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<ul style="margin-top: 0in; text-align: left;" type="disc">
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; vertical-align: middle;"><span style="font-family: verdana;"><b><span style="color: #2e75b5;"><span style="font-size: 14pt;">Tercer diezmo, o Diezmo de
Diezmos: </span><br /></span></b></span><i style="color: red; font-family: verdana;"><span style="background: white; color: #0070c0; font-size: 12pt;">terumat ha-maaser </span></i><i style="color: red; font-family: verdana;"><span style="background: white; font-size: 14pt;"> </span></i><span dir="RTL" lang="HE" style="background: white; color: red; font-family: verdana; font-size: 14pt;">רומת המעשר</span><span dir="LTR" style="color: red; font-family: verdana;"></span><span dir="LTR" style="color: red; font-family: verdana;"></span><span style="color: red; font-family: verdana; font-size: 14pt;"><span dir="LTR"></span><span dir="LTR"></span></span><span style="color: red; font-family: verdana; font-size: 14pt;"> </span></li></ul><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><span style="font-family: verdana; font-size: 12pt;">Este diezmo es establecido en <b>Números 18:26</b>. Del <i>primer</i> diezmo que se
le daba a los levitas, los levitas sacaban 10% para los sacerdotes. En otras palabras, la parte que le tocaba a los líderes religiosos era realmente el 1%, y solamente en el año 3 y 6 del ciclo. </span></blockquote></blockquote><ul style="margin-top: 0in; text-align: left;" type="disc"><ul style="margin-top: 0in;" type="circle">
</ul>
</ul>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-size: 12pt;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<ul style="margin-top: 0in; text-align: left;" type="disc">
<li class="MsoNormal" style="color: #2e75b5; line-height: normal; margin-bottom: 0in; mso-list: l21 level1 lfo9; tab-stops: list .5in; vertical-align: middle;"><span style="font-family: verdana;"><b><span style="font-size: 14pt;">Diezmo de los Pobres: </span></b></span><i style="color: #0070c0; font-family: verdana;"><span style="background: white; font-size: 12pt;">ma'aser
ani</span></i><span style="color: #0070c0; font-family: verdana; font-size: 12pt;"> </span><span style="color: red; font-family: verdana; font-size: 14pt;">מַעְשַׂר עָנִי</span></li></ul><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><span style="font-family: verdana; font-size: 12pt;">Este diezmo, establecido en Deuteronomio 14:28 y 26:12, se pagaba solamente los
años 3 y 6 del ciclo agrícola. </span><span style="font-family: verdana; font-size: 12pt;">imilar al segundo
diezmo, excepto que en vez de comerlo y disfrutarlo con la familia, </span><b style="font-family: verdana; font-size: 12pt;">se
le regalaba a los pobres.</b></blockquote></blockquote>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-size: 12pt;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="color: #2e75b5; line-height: normal; margin-bottom: 0in; mso-list: l18 level1 lfo10; tab-stops: list .5in; vertical-align: middle;"><span style="font-family: verdana;"><b><span style="font-size: 14pt;">¿Que era el "Año sabático"?</span></b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></span></li>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l18 level2 lfo10; tab-stops: list 1.0in; vertical-align: middle;"><span style="font-family: verdana;"><span style="color: #2e75b5; font-size: 12pt;">shmita<span style="mso-spacerun: yes;"> </span></span><span dir="RTL" lang="HE" style="background: white; color: red; font-size: 14pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-bidi-language: HE; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">שמיטה</span><span dir="LTR"></span><span dir="LTR"></span><span style="color: #2e75b5; font-size: 12pt;"><span dir="LTR"></span><span dir="LTR"></span></span><span style="font-size: 12pt;"><span style="mso-spacerun: yes;"> </span>, significa "liberación"</span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></span></li>
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l18 level2 lfo10; tab-stops: list 1.0in; vertical-align: middle;"><span style="font-family: verdana;"><span style="font-size: 12pt;">Año sabático <i><span style="color: #2e75b5;">sh</span></i></span><i><span style="color: #2e75b5; font-size: 12pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">ǝ</span></i><i><span style="color: #2e75b5; font-size: 12pt;">vi'it</span></i><span style="color: #2e75b5; font-size: 12pt;"> </span><span dir="RTL" lang="HE" style="color: red; font-size: 14pt; mso-ansi-font-size: 13.0pt; mso-ascii-font-family: "SBL Hebrew"; mso-bidi-font-family: Calibri; mso-bidi-language: HE; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: "SBL Hebrew";">שביעית</span><span dir="LTR"></span><span dir="LTR"></span><span style="color: #2e75b5; font-size: 12pt;"><span dir="LTR"></span><span dir="LTR"></span></span><span style="color: #2e75b5; font-size: 12pt;">,</span><span style="font-size: 12pt;">
significa séptimo</span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></span></li>
</ul>
</ul>
<blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><span style="color: #202122; font-family: verdana; font-size: 12pt;">El año sabático está establecido en Levítico 25:1-7. Ese año se dejaba
descansar la tierra para que se repusieran los nutrientes; se supone que no se sembraba, araba, ni cosechaba. </span><b style="font-family: verdana;"><span style="font-size: 12pt;">Tampoco se pagaba diezmo.</span></b> </blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"> </blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><span style="font-family: verdana; font-size: 12pt;">Lo que la tierra
produjera durante el Año Sabático era para consumo propio pero <i>no para la venta</i>. </span><span style="font-family: verdana; font-size: 12pt;">Cualquiera podía entrar a
comer de los frutos. </span> </blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"> </blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><span style="font-family: verdana; font-size: 12pt;">Ese año se le perdonaban
las deudas a otros hebreos (aunque no a los extranjeros).</span> </blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"> </blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><span style="font-family: verdana;"><span style="font-size: 12pt;">Sin embargo, según los profetas como Amós y Malaquías,<b> en la práctica</b></span></span><span style="font-family: verdana; font-size: 12pt;"> los hebreos <b>no
cumplían</b> mucho con ésto.</span></blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"> </blockquote></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><span style="font-family: verdana; font-size: 12pt;">Cuando Malaquías dice que Dios acusa a los hebreos de "<i>robarle</i>" se refiere a que <b>no estaban alimentando a los pobres</b>, como se supone que hicieran. </span></blockquote></blockquote>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-size: 12pt;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="color: #2e75b5; line-height: normal; margin-bottom: 0in; mso-list: l1 level1 lfo12; tab-stops: list .5in; vertical-align: middle;"><span style="font-family: verdana;"><b><span style="font-size: 14pt;">¿Se practicaba el diezmo en el período del Nuevo
Testamento?</span></b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></span></li>
</ul>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="color: #2e75b5; font-size: 14pt;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><span style="font-family: verdana;"><span style="font-size: 12pt;">En el Nuevo Testamento <b>NO</b></span></span><span style="font-family: verdana; font-size: 12pt;"> se habla de diezmo. En ninguna parte. </span><span style="font-family: verdana; font-size: 12pt;">Ni los </span><b style="font-family: verdana; font-size: 12pt;">Evangelios</b><span style="font-family: verdana; font-size: 12pt;">, ni </span><b style="font-family: verdana; font-size: 12pt;">Pablo</b><span style="font-family: verdana; font-size: 12pt;">,
ni </span><b style="font-family: verdana; font-size: 12pt;">ningún autor del NT</b><span style="font-family: verdana; font-size: 12pt;"> menciona que en las iglesias cristianas del
Siglo 1 se pidieran diezmos.</span></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"> </blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><span style="font-family: verdana; font-size: 12pt;">En </span><b style="font-family: verdana; font-size: 12pt;">ninguna parte</b><span style="font-family: verdana; font-size: 12pt;"> del NT se menciona
que pagar diezmos u ofrendas es una pre-condición para pertenecer a una
comunidad cristiana, ni para participar de alguna de sus actividades</span></blockquote>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="color: #2e75b5; font-size: 14pt;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="color: #2e75b5; line-height: normal; margin-bottom: 0in; mso-list: l9 level1 lfo14; tab-stops: list .5in; vertical-align: middle;"><span style="font-family: verdana;"><b><span style="font-size: 14pt;">En Resumen</span></b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></span></li>
</ul>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-size: 12pt;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<ul style="margin-top: 0in;" type="circle">
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l3 level1 lfo15; tab-stops: list .5in; vertical-align: middle;"><span style="font-family: verdana;"><span style="font-size: 12pt;">El diezmo NO se trataba de dinero, ni de oro, ni lo
tenía que dar todo el mundo</span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></span></li>
<ul style="margin-top: 0in;" type="square">
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l3 level2 lfo15; tab-stops: list 1.0in; vertical-align: middle;"><span style="font-family: verdana;"><span style="font-size: 12pt;">Aplicaban <b>solamente a
producción agrícola y ganadera</b>, no a ningún otro tipo de actividad
económica</span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></span></li>
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l3 level2 lfo15; tab-stops: list 1.0in; vertical-align: middle;"><span style="font-family: verdana;"><span style="font-size: 12pt;">Lo pagaban solamente los <b>dueños</b>
de la producción agrícola (fincas, viñas, granjas, rebaños)</span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></span></li>
</ul>
</ul>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.75in;"><span style="font-size: 12pt;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<ul style="margin-top: 0in;" type="circle">
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l7 level1 lfo16; tab-stops: list .5in; vertical-align: middle;"><span style="font-family: verdana;"><span style="font-size: 12pt;">Su propósito <b>no era</b> mantener económicamente
templos ni iglesias. </span></span></li>
<ul style="margin-top: 0in;" type="square">
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l7 level2 lfo16; tab-stops: list 1.0in; vertical-align: middle;"><span style="font-family: verdana;"><span style="font-size: 12pt;">Eso lo mantenía el Rey
con los impuestos que cobraba</span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></span></li>
</ul>
</ul>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.75in;"><span style="font-size: 12pt;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<ul style="margin-top: 0in; text-align: left;" type="circle">
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l10 level1 lfo17; tab-stops: list .5in; vertical-align: middle;"><span style="font-family: verdana;"><span style="color: #38761d; font-size: 12pt;">Su propósito real era <b>proveer de
alimentos a las personas más necesitadas y vulnerables de la sociedad</b></span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></span></li>
<ul style="margin-top: 0in;" type="square">
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l10 level2 lfo17; tab-stops: list 1.0in; vertical-align: middle;"><span style="font-family: verdana;"><b><span style="font-size: 12pt;">Viudas:</span></b><span style="font-size: 12pt;"> las mujeres eran
propiedad, no podían tener propiedad, dependían de su marido o hijos
varones. Las viudas que no conseguían volverse a casar terminaban
frecuentemente en la calle mendigando para no morir de hambre</span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></span></li>
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l10 level2 lfo17; tab-stops: list 1.0in; vertical-align: middle;"><span style="font-family: verdana;"><b><span style="font-size: 12pt;">Huérfanos</span></b><span style="font-size: 12pt;">: los huérfanos que no
eran recogidos por alguna familia terminaban en la calle como mendigos,
ladrones, o en la prostitución para no morir de hambre</span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></span></li>
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l10 level2 lfo17; tab-stops: list 1.0in; vertical-align: middle;"><span style="font-family: verdana;"><b><span style="font-size: 12pt;">Levitas</span></b><span style="font-size: 12pt;">:<span style="mso-spacerun: yes;"> </span>los levitas eran el único clan de
Israel que no tenía territorios propios. Por lo tanto los que no vivían
en las "ciudades de los levitas" dependían de una porción del tercer diezmo para comer. </span></span></li></ul></ul><div><br /></div><ul style="margin-top: 0in; text-align: left;" type="circle"><li><span style="font-family: verdana;"><span style="font-size: 12pt;">En el Nuevo Testamento se exhortaba a las
personas a dar </span><b style="font-size: 12pt;">ofrendas</b><span style="font-size: 12pt;">, por ejemplo para sostener a los misioneros, pero
en las iglesias cristianas <b>NO se cobraban ni exigían diezmos</b>. </span></span></li></ul><br /><ul style="margin-top: 0in; text-align: left;" type="circle"><li><span style="font-family: verdana; font-size: 12pt;">La práctica de exigirle a todo el mundo que done 10% de su dinero a la Iglesia NO proviene de la Biblia Hebrea, sino de los reyes europeos post-imperio Romano. </span></li></ul>
<div><span style="font-family: verdana;"><br /></span></div><div><span style="color: #38761d; font-family: verdana; font-size: medium;">En el Antiguo Testamento, el diezmo era para<b> alimentar a los POBRES</b>, <b>NO </b>era para mantener el Templo ni a los líderes religiosos</span></div><div><span style="color: #38761d; font-family: verdana; font-size: medium;"><br /></span></div><div><span style="color: #38761d; font-size: medium;"><span style="font-family: verdana;">Si en su iglesia le han enseñado algo DIFERENTE, pregúntese por qué.</span><br /></span><div><span style="font-family: verdana;"><br /></span></div><div><span style="font-family: verdana;"><br /></span></div><div><span style="font-family: verdana;"><br /></span></div><div><span style="font-family: verdana;"><br /></span></div><ul style="margin-top: 0in;" type="disc"><li class="MsoNormal" style="color: #2e75b5; line-height: normal; margin-bottom: 0in; mso-list: l19 level1 lfo19; tab-stops: list .5in; vertical-align: middle;"><span style="font-family: verdana;"><b><span style="font-size: 14pt;">Textos base</span></b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></span></li>
</ul>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-size: 12pt;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l12 level1 lfo20; tab-stops: list .5in; vertical-align: middle;"><span style="font-family: verdana;"><b><span style="font-size: 12pt;">Números 18: 21-32<br />
</span></b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"> <o:p></o:p></span></span></li>
</ul>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="font-family: verdana;"><b><span style="color: #0070c0; font-size: 12pt;">21 </span></b><span style="color: #0070c0; font-size: 12pt;">»A los levitas
les doy como herencia, y en pago por su servicio en la Tienda de reunión, todos
los diezmos de Israel. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt;"><span style="font-family: verdana;">22 Si los israelitas volvieran
a cometer el pecado de acercarse a la Tienda de reunión, morirían. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt;"><span style="font-family: verdana;">23 Por eso únicamente los
levitas servirán en la Tienda de reunión y cargarán con la culpa de los
israelitas. El siguiente es un estatuto perpetuo para todas las generaciones
venideras: Los levitas no recibirán herencia entre los israelitas, <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt;"><span style="font-family: verdana;">24 porque yo les he dado como
herencia los diezmos que los israelitas ofrecen al Señor como
contribución. Por eso he decidido que no tengan herencia entre los israelitas».<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="font-family: verdana;"><b><span style="color: #0070c0; font-size: 12pt;">25 </span></b><span style="color: #0070c0; font-size: 12pt;">El Señor le
ordenó a Moisés <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt;"><span style="font-family: verdana;">26 que les dijera a los
levitas: «Cuando reciban de los israelitas los diezmos que les he dado a
ustedes como herencia, ofrézcanme, como contribución, el diezmo de esos
diezmos. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt;"><span style="font-family: verdana;">27 La contribución que ustedes
me presenten les será contada como si fuera trigo de la era o mosto del
lagar. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt;"><span style="font-family: verdana;">28 Así que reservarán para mí,
como su contribución, el diezmo de todos los diezmos que reciban de los
israelitas, y se lo entregarán al sacerdote Aarón. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt;"><span style="font-family: verdana;">29 De todos los dones que
reciban, reservarán para mí una contribución. Y me consagrarán lo mejor.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="font-family: verdana;"><b><span style="color: #0070c0; font-size: 12pt;">30 </span></b><span style="color: #0070c0; font-size: 12pt;">»Cuando me hayan
presentado la mejor parte, se les tomará en cuenta como si fuera vino o
grano. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt;"><span style="font-family: verdana;">31 Lo que sobre, ustedes y sus
familias podrán comerlo donde quieran. Ese será el pago por su ministerio en la
Tienda de reunión. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt;"><span style="font-family: verdana;">32 Después de presentarme el
diezmo de los diezmos, ya no será pecado que coman lo que sobre.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt;"><span style="font-family: verdana;">»No profanen las ofrendas sagradas
de los israelitas, porque de lo contrario morirán».<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: black; font-size: 12pt;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l13 level1 lfo21; tab-stops: list .5in; vertical-align: middle;"><span style="font-family: verdana;"><b><span style="font-size: 12pt;">Deuteronomio 14.22-29<br />
</span></b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"> <o:p></o:p></span></span></li>
</ul>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="font-family: verdana;"><b><span style="color: #0070c0; font-size: 12pt;">22 </span></b><span style="color: #0070c0; font-size: 12pt;">»Cada año, sin
falta, apartarás la décima parte de todo lo que produzcan tus campos. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt;"><span style="font-family: verdana;">23 En la presencia
del Señor tu Dios <b>comerás la décima parte de tu trigo, tu vino y
tu aceite, y de los primogénitos de tus manadas y rebaños</b>; lo harás en el
lugar donde él decida habitar. Así aprenderás a temer siempre
al Señor tu Dios. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt;"><span style="font-family: verdana;">24 Pero, si el Señor tu
Dios te ha bendecido y el lugar donde ha decidido habitar está <b>demasiado
distante</b>, de modo que no puedes transportar tu diezmo hasta allá, <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt;"><span style="font-family: verdana;">25 entonces lo <b>venderás y
te presentarás con el dinero</b> en el lugar que el Señor tu Dios
haya elegido. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt;"><span style="font-family: verdana;">26 Con ese dinero podrás <b>comprar
lo que prefieras o más te guste: ganado, ovejas, vino u otra bebida fermentada</b>,
y allí, en presencia del Señor tu Dios, <b>tú y tu familia comerán</b>
y se regocijarán. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt;"><span style="font-family: verdana;">27 Pero<b> toma en cuenta a
los levitas</b> que vivan en tus ciudades. Recuerda que, a diferencia de ti,
ellos no tienen patrimonio alguno.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="font-family: verdana;"><b><span style="color: #0070c0; font-size: 12pt;">28 </span></b><span style="color: #0070c0; font-size: 12pt;">»Cada <b>tres
años</b> reunirás los diezmos de todos tus productos <b>de ese año</b>, y los
almacenarás en tus ciudades. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt;"><span style="font-family: verdana;">29 Así los <b>levitas</b> que no
tienen patrimonio alguno, y los <b>extranjeros</b>, los <b>huérfanos</b> y las <b>viudas</b>
que viven en tus ciudades podrán comer y quedar satisfechos. Entonces
el Señor tu Dios bendecirá todo el trabajo de tus manos.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.75in;"><span style="color: black; font-size: 12pt;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l11 level1 lfo22; tab-stops: list .5in; vertical-align: middle;"><span style="font-family: verdana;"><b><span style="font-size: 12pt;">Deuteronomio 26.12</span></b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></span></li>
</ul>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.75in;"><span style="font-size: 12pt;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="font-family: verdana;"><b><span style="color: #0070c0; font-size: 12pt;">12 </span></b><span style="color: #0070c0; font-size: 12pt;">»Cuando ya hayas
apartado la décima parte de todos tus productos del tercer año, que es el año
del diezmo, se la darás al <b>levita</b>, al <b>extranjero</b>, al <b>huérfano</b>
y a la <b>viuda</b>, para que coman y se sacien en tus ciudades.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.75in;"><span style="color: black; font-size: 12pt;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l17 level1 lfo23; tab-stops: list .5in; vertical-align: middle;"><span style="font-family: verdana;"><b><span style="font-size: 12pt;">Levítico 25. 1-7</span></b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></span></li>
</ul>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 27.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 27pt;"><span style="font-size: 12pt;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt;"><span style="font-family: verdana;">1 En el monte Sinaí
el Señor le ordenó a Moisés <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="font-family: verdana;"><span style="color: #0070c0; font-size: 12pt;">2 que les dijera a los
israelitas: «Cuando ustedes hayan entrado en la tierra que les voy a dar, la
tierra misma deberá observar un año de reposo</span><a href="https://biblia.com/bible/nvi/lev%c3%adtico/25/1-7?culture=es#footnote1"><span style="color: blue; font-size: 12pt;">* </span></a><span style="color: #0070c0; font-size: 12pt;">en honor al Señor. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt;"><span style="font-family: verdana;">3 Durante seis años sembrarás
tus campos, podarás tus viñas y cosecharás sus productos; <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt;"><span style="font-family: verdana;">4 pero llegado el séptimo año
la tierra gozará de un año de reposo en honor al Señor. No sembrarás tus
campos ni podarás tus viñas; <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt;"><span style="font-family: verdana;">5 no segarás lo que haya
brotado por sí mismo ni vendimiarás las uvas de tus viñas no cultivadas. La
tierra gozará de un año completo de reposo. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt;"><span style="font-family: verdana;">6 Sin embargo, de todo lo que
la tierra produzca durante ese año sabático, podrán comer no sólo tú sino
también tu siervo y tu sierva, el jornalero y el residente transitorio entre
ustedes. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt;"><span style="font-family: verdana;">7 También podrán alimentarse
tu ganado y los animales que haya en el país. Todo lo que la tierra produzca
ese año será sólo para el consumo diario.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="font-size: 12pt;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="line-height: normal; margin-bottom: 0in; mso-list: l2 level1 lfo24; tab-stops: list .5in; vertical-align: middle;"><span style="font-family: verdana;"><b><span style="font-size: 12pt;">Malaquías 3. 8-12 NVI</span></b><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></span></li>
</ul>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 27.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 27pt;"><span style="font-size: 12pt;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="font-family: verdana;"><b><span style="color: #0070c0; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">8 </span></b><span style="color: #0070c0; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;">»¿Acaso
roba el hombre a Dios? ¡Ustedes me están robando!<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="font-family: verdana;">»Y todavía preguntan: “¿En qué te robamos?”<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="font-family: verdana;">»En los diezmos y en las ofrendas. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="font-family: verdana;">9 Ustedes —la nación entera— están bajo gran maldición,
pues es a mí a quien están robando.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="font-family: verdana;">10 »Traigan íntegro el diezmo para los fondos del templo [alfolí],
y así habrá alimento en mi casa. Pruébenme en esto —dice
el Señor Todopoderoso—, y vean si no abro las compuertas del cielo y
derramo sobre ustedes bendición hasta que sobreabunde. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="font-family: verdana;">11 Exterminaré a la langosta [al devorador], para que no
arruine sus cultivos y las vides en los campos no pierdan su fruto —dice
el Señor Todopoderoso—. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: #0070c0; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="font-family: verdana;">12 Entonces todas las naciones los llamarán a ustedes
dichosos, porque ustedes tendrán una nación encantadora —dice
el Señor Todopoderoso—.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 81.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 81pt;"><span style="color: black; font-size: 12pt;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 7.0pt; margin-left: 27.0pt; margin-right: 0in; margin-top: 15.0pt; margin: 15pt 0in 7pt 27pt;"><span style="font-family: verdana;"><b><span style="background: white; color: #1e4e79; font-size: 12pt;">Numbers 18. 21-32
The Priest's Portion, NRSV</span></b><span style="color: #1e4e79; font-size: 12pt;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.75in;"><span style="font-family: verdana;"><b><span style="background: white; color: black; font-size: 12pt;">21 </span></b><span style="background: white; color: black; font-size: 12pt;">To
the Levites I have given every tithe in Israel for a possession in return for
the service that they perform, the service in the tent of meeting. <b>22 </b>From
now on the Israelites shall no longer approach the tent of meeting, or else
they will incur guilt and die. <b>23 </b>But the Levites shall
perform the service of the tent of meeting, and they shall bear responsibility
for their own offenses; it shall be a perpetual statute throughout your
generations. But among the Israelites they shall have no allotment, <b>24 </b>because
I have given to the Levites as their portion the tithe of the Israelites, which
they set apart as an offering to the Lord. Therefore I have said of them
that they shall have no allotment among the Israelites.</span><span style="color: black; font-size: 12pt;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.75in;"><span style="font-family: verdana;"><b><span style="background: white; color: black; font-size: 12pt;">25 </span></b><span style="background: white; color: black; font-size: 12pt;">Then
the Lord spoke to Moses, saying: <b>26 </b>You shall speak
to the Levites, saying: When you receive from the Israelites the tithe that I
have given you from them for your portion, you shall set apart an offering from
it to the Lord, a tithe of the tithe. <b>27 </b>It shall be
reckoned to you as your gift, the same as the grain of the threshing floor and
the fullness of the wine press. <b>28 </b>Thus you also shall set
apart an offering to the Lord from all the tithes that you receive
from the Israelites; and from them you shall give the Lord’s offering to
the priest Aaron. <b>29 </b>Out of all the gifts to you, you shall
set apart every offering due to the Lord; the best of all of them is the
part to be consecrated. <b>30 </b>Say also to them: When you have set
apart the best of it, then the rest shall be reckoned to the Levites as produce
of the threshing floor, and as produce of the wine press. <b>31 </b>You
may eat it in any place, you and your households; for it is your payment for
your service in the tent of meeting. <b>32 </b>You shall incur no
guilt by reason of it, when you have offered the best of it. But you shall not
profane the holy gifts of the Israelites, on pain of death.</span><span style="color: black; font-size: 12pt;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 7.0pt; margin-left: 27.0pt; margin-right: 0in; margin-top: 15.0pt; margin: 15pt 0in 7pt 27pt;"><span style="font-family: verdana;"><b><span style="background: white; color: #1e4e79; font-size: 12pt;">Deuteronomy 14.
22-29 Regulations concerning Tithes, NRSV</span></b><span style="color: #1e4e79; font-size: 12pt;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.75in;"><span style="font-family: verdana;"><b><span style="background: white; color: black; font-size: 12pt;">22 </span></b><span style="background: white; color: black; font-size: 12pt;">Set
apart a tithe of all the yield of your seed that is brought in yearly from the
field. <b>23 </b>In the presence of the Lord your God, in
the place that he will choose as a dwelling for his name, you shall eat the
tithe of your grain, your wine, and your oil, as well as the firstlings of your
herd and flock, so that you may learn to fear the Lord your God
always. <b>24 </b>But if, when the Lord your God has
blessed you, the distance is so great that you are unable to transport it,
because the place where the Lord your God will choose to set his name
is too far away from you, <b>25 </b>then you may turn it into money.
With the money secure in hand, go to the place that the Lord your God
will choose; <b>26 </b>spend the money for whatever you wish—oxen,
sheep, wine, strong drink, or whatever you desire. And you shall eat there in
the presence of the Lord your God, you and your household rejoicing
together. <b>27 </b>As for the Levites resident in your towns, do not
neglect them, because they have no allotment or inheritance with you.</span><span style="color: black; font-size: 12pt;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.75in;"><span style="font-family: verdana;"><b><span style="background: white; color: black; font-size: 12pt;">28 </span></b><span style="background: white; color: black; font-size: 12pt;">Every
third year you shall bring out the full tithe of your produce for that year,
and store it within your towns; <b>29 </b>the Levites, because they
have no allotment or inheritance with you, as well as the resident aliens, the
orphans, and the widows in your towns, may come and eat their fill so that
the Lord your God may bless you in all the work that you undertake.</span><span style="color: black; font-size: 12pt;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 7.0pt; margin-left: 27.0pt; margin-right: 0in; margin-top: 15.0pt; margin: 15pt 0in 7pt 27pt;"><span style="font-family: verdana;"><b><span style="background: white; color: #1e4e79; font-size: 12pt;">Deuteronomy 26.12
First Fruits and Tithes, NRSV</span></b><span style="color: #1e4e79; font-size: 12pt;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.75in;"><span style="font-family: verdana;"><b><span style="background: white; color: black; font-size: 12pt;">12 </span></b><span style="font-size: 12pt;">When you have finished paying
all the tithe of your produce in the third year (which is the year of the
tithe), giving it to the Levites, the aliens, the orphans, and the widows, so
that they may eat their fill within your towns,<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 7.0pt; margin-left: 27.0pt; margin-right: 0in; margin-top: 15.0pt; margin: 15pt 0in 7pt 27pt;"><span style="font-family: verdana;"><b><span style="background: white; color: #1e4e79; font-size: 12pt;">Leviticus 25. 1-7
The Sabbatical Year, NRSV</span></b><span style="color: #1e4e79; font-size: 12pt;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.75in;"><span style="font-family: verdana;"><b><span style="background: white; color: black; font-size: 12pt;">25 </span></b><span style="background: white; color: black; font-size: 12pt;">The Lord spoke
to Moses on Mount Sinai, saying: <b>2 </b>Speak to the people of
Israel and say to them: When you enter the land that I am giving you, the land
shall observe a sabbath for the Lord. <b>3 </b>Six years you
shall sow your field, and six years you shall prune your vineyard, and gather
in their yield; <b>4 </b>but in the seventh year there shall be a
sabbath of complete rest for the land, a sabbath for the Lord: you shall
not sow your field or prune your vineyard. <b>5 </b>You shall not
reap the aftergrowth of your harvest or gather the grapes of your unpruned
vine: it shall be a year of complete rest for the land. <b>6 </b>You
may eat what the land yields during its sabbath—you, your male and female
slaves, your hired and your bound laborers who live with you; <b>7 </b>for
your livestock also, and for the wild animals in your land all its yield shall
be for food.</span><span style="color: black; font-size: 12pt;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 27.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 27pt;"><span style="font-size: 12pt;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 27.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 27pt;"><span style="font-family: verdana;"><b><span style="color: #1e4e79; font-size: 12pt;">Malachi 3. 8-12 Do Not Rob God,
NRSV</span></b><span style="color: #1e4e79; font-size: 12pt;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: 27.0pt; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 27pt;"><span style="font-size: 12pt;"><span style="font-family: verdana;"> <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; margin: 0in 0in 0in 0.75in;"><span style="font-family: verdana;"><b><span style="background: white; color: black; font-size: 12pt;">8 </span></b><span style="background: white; color: black; font-size: 12pt;">Will
anyone rob God? Yet you are robbing me! But you say, “How are we robbing you?”
In your tithes and offerings! <b>9 </b>You are cursed with a curse,
for you are robbing me—the whole nation of you! <b>10 </b>Bring the
full tithe into the storehouse, so that there may be food in my house, and thus
put me to the test, says the Lord of hosts; see if I will not open
the windows of heaven for you and pour down for you an overflowing
blessing. <b>11 </b>I will rebuke the locust [devourer] for you,
so that it will not destroy the produce of your soil; and your vine in the
field shall not be barren, says the Lord of hosts. <b>12 </b>Then
all nations will count you happy, for you will be a land of delight, says
the Lord of hosts.</span><span style="color: black; font-size: 12pt;"><o:p></o:p></span></span></p>
<p class="MsoNormal"><o:p><span style="font-family: verdana;"> </span></o:p></p></div>Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com0tag:blogger.com,1999:blog-5061893157036573.post-86424830362034527682020-02-28T12:59:00.000-08:002020-02-28T13:00:45.849-08:00Coronavirus, la Bolsa de Valores, y la incompetencia de Donald Trump<br />
<br />
<br />
<h2>
<b>¿Por qué se está desplomando la Bolsa de Valores? Por el MANEJO PÉSIMO e incompetente de la crisis por parte de Donald Turd y su gente.</b></h2>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTTiUUPVYfAFLx1Bp9pKXbU8rPRqomwdNwfDDFI71pV76yzFJvfmM9SjPg2olfB1zG82JrWq1-eyKZfm4L75l4MTLIlzJMIP7nzB0jP7J1y1dgALJP1qSMFwaoEQjhzr-tqHuWFmX8Sg/s1600/2-28-2020+3-56-45+PM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="463" data-original-width="648" height="228" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTTiUUPVYfAFLx1Bp9pKXbU8rPRqomwdNwfDDFI71pV76yzFJvfmM9SjPg2olfB1zG82JrWq1-eyKZfm4L75l4MTLIlzJMIP7nzB0jP7J1y1dgALJP1qSMFwaoEQjhzr-tqHuWFmX8Sg/s320/2-28-2020+3-56-45+PM.png" width="320" /></a></div>
<br />
<br />
<br />
1. En 2018, Donald Turd BOTÓ al liderato federal responsable de manejar pandemias, dejando al gobierno federal sin muchos de sus expertos<br />
<br />
2. Cuando el virus surgió, el gobierno de Turd insistió en desarrollar su propia prueba en vez de usar las existentes de la Organización Mundial de la Salud ... para darle el contrato a empresarios donantes del Partido Republicano<br />
<br />
3. Cuando la prueba creada NO FUNCIONÓ, o sea que los oficiales de salud de USA se quedaron sin forma de chequear pacientes<br />
<br />
4. En CONTRA de las advertencias del Center for Disease Control, Donald Turd personalmente dió permiso traer a USA 14 personas INFECTADAS con el virus en un crucero en Japón.<br />
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5. Los trabajadores del sitio donde pusieron en cuarentena a esos 14 entraban y salían SIN PROTECCIÓN NI PRECAUCIONES<br />
<br />
6. ahora "coincidentalmente" hay un brote de coronavirus EN ESE MISMO SITIO donde esos trabajadores entraban y salían<br />
<br />
7. Turd, molesto porque el CDC publicó la verdad, CENSURÓ a sus científicos y ordenó que todas las comunicaciones sobre el virus pasaran primero por la oficina de Ayatollah Pence, un fanático anti-ciencia que como gobernador de Indiana manejó de forma PÉSIMA un brote de SIDA.<br />
<br />
8. Turd sigue nombrando a su "Coronavirus Task Force" gente que no sabe UN CARAJO de viruses, ni de epidemiología, ni de medicina... al Secretario del TESORO Steve Mnuchin y al Director del Concilio ECONÓMICO Larry Kudklow... lo que demuestra claramente que lo ÚNICO que le importa a Turd es el impacto ECONÓMICO de la epidemia, no su impacto HUMANO.<br />
<br />
9. Larry Kudlow, un IDEÓLOGO republicano con CERO expertise en epidemiología (su expertise es finanzas) se pasa insistiendo en televisión en el EMBUSTE de que el virus está "contenido", lo cual es contradicho a diario por la realidad.<br />
<br />
10. El Secretario de Salud, Alex Azar, ex-cabildero de las empresas farmacéuticas, admitió públicamente que LO MÁS IMPORTANTE es que las empresas farma saquen GANANCIAS de la vacuna, NO que la vacuna tenga un precio que los americanos puedan pagar.<br />
<br />
POR ÉSTE DESMADRE es que la Bolsa de Valores lleva 3 días en picada.Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com0tag:blogger.com,1999:blog-5061893157036573.post-67901925088488987722017-01-30T11:07:00.000-08:002017-01-30T11:07:01.906-08:00Historia de las Votaciones de Status de PR en el Congreso de USA<h2 style="text-align: center;">
<span lang="ES-PR"><span style="color: #38761d;">Proyectos
de Estadidad en el Congreso</span></span></h2>
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<span lang="ES-PR"><br /></span></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 17pt;">H.R.2499 — 111th Congress (2009-2010)</span></b></div>
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<b><span style="font-family: Arial, sans-serif; font-size: 17pt;"><br />
</span></b><a href="https://www.congress.gov/bill/111th-congress/house-bill/2499/text"><span style="font-family: "Arial",sans-serif; font-size: 17.0pt;">https://www.congress.gov/bill/111th-congress/house-bill/2499/text</span></a><b><span style="font-family: Arial, sans-serif; font-size: 17pt;"><o:p></o:p></span></b></div>
<div class="MsoNormal">
<span lang="ES-PR">Cosponsors
= 181<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR"> Demócratas = 123 (68%)<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR"> Republicanos = 58 (32%)<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES-PR">Votación:<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR"> Demócratas: SI: 184 NO:
40 Presente: 1 No Votó: 1<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR"> Republicanos: SI: 39 NO:
129 Presente: 0 No Votó: 9<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR"> Total: SI: 223 NO:
169 Pres: 1 NV: 37<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES-PR">De 177
republicanos, 73% le votaron en CONTRA al proyecto de Estadidad de PR<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR">De 226
demócratas, 81.4% le votaron a FAVOR al proyecto de Estadidad de PR<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<h2 style="background: white;">
<span lang="ES-PR" style="font-family: "Calibri",sans-serif; font-size: 11.0pt; font-weight: normal; mso-ansi-language: ES-PR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></h2>
<h2 style="background: white;">
<span style="font-family: Arial, sans-serif; font-size: 17pt;">H.R.2000 — 113th Congress (2013-2014)<o:p></o:p></span></h2>
<div class="MsoNormal">
<a href="https://www.congress.gov/bill/113th-congress/house-bill/2000/all-info">https://www.congress.gov/bill/113th-congress/house-bill/2000/all-info</a><o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES-PR">Cosponsors
= 131<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR"> Demócratas = 119 (91%)<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR"> Republicanos = 12 (9%)<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR">NO fue a
votación<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<h2 style="background: white;">
<span style="font-family: Arial, sans-serif; font-size: 17pt;">H.R.727 — 114th Congress (2015-2016)<o:p></o:p></span></h2>
<div class="MsoNormal">
<a href="https://www.congress.gov/bill/114th-congress/house-bill/727/all-info">https://www.congress.gov/bill/114th-congress/house-bill/727/all-info</a><o:p></o:p></div>
<div class="MsoNormal">
<span lang="ES-PR">Cosponsors
= 110<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR"> Demócratas = 96 (87%)<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR"> Republicanos = 14 (13%)<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR">NO fue a
votación<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<h1 style="margin-bottom: 21.0pt;">
<span style="color: #202a43; font-family: "Arial",sans-serif; font-size: 20.0pt; line-height: 107%;">H.R.900 - Puerto Rico
Democracy Act of 2007<o:p></o:p></span></h1>
<div class="MsoNormal">
<a href="https://www.congress.gov/bill/110th-congress/house-bill/900">https://www.congress.gov/bill/110th-congress/house-bill/900</a><o:p></o:p></div>
<div class="MsoNormal">
<span lang="ES-PR">Cosponsors
= 129<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR"> Demócratas = 72 (56%)<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR"> Republicanos = 57 (44%)<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR">NO fue a
votación<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<h1 style="margin-bottom: 21.0pt;">
<span style="color: #202a43; font-family: "Arial",sans-serif; font-size: 20.0pt; line-height: 107%;">H.R.856 - United
States-Puerto Rico Political Status Act <o:p></o:p></span></h1>
<div class="MsoNormal">
<a href="https://www.congress.gov/bill/105th-congress/house-bill/856">https://www.congress.gov/bill/105th-congress/house-bill/856</a><o:p></o:p></div>
<div class="MsoNormal">
<span lang="ES-PR">(Proyecto
Young)<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR">Cosponsors
= 87<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR"> Demócratas = 63 (72%)<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR"> Republicanos = 24 (28%)<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES-PR">Votación:<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR"> Demócratas: SI: 165 NO:
31 NV:
7<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR"> Republicanos: SI: 43 NO:
177 NV: 7<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES-PR">De 227
republicanos, 78% le votaron EN CONTRA al proyecto de estadidad de PR<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR">De 203
demócratas, 81% le votaron A FAVOR al proyecto de estadidad de PR <o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<br />
<div class="MsoNormal">
<span lang="ES-PR" style="background: #6699CC; color: white; font-family: "Segoe UI",sans-serif; mso-ansi-language: ES-PR;">Los números son
CONSISTENTES y CLAROS. En los 4 proyectos de Status que han pasado por el
Congreso de Rosselló hasta ahora, los oponentes más furiosos y acérrimos que
tiene la estadidad de PR son los republicanos.</span><b><span lang="ES-PR"><o:p></o:p></span></b></div>
Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com0tag:blogger.com,1999:blog-5061893157036573.post-30781069319423640012015-02-05T07:44:00.001-08:002015-02-05T08:03:39.207-08:00NYT: Britain Set to Approve Technique to Create Babies From 3 People<h2>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-large;">NYT: Britain Set to Approve Technique to Create Babies From 3 People</span></h2>
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;"><a href="http://www.nytimes.com/2015/02/04/world/europe/britain-nears-approval-of-fertilization-technique-that-combines-dna-of-three-people.html?ref=science&_r=2">http://www.nytimes.com/2015/02/04/world/europe/britain-nears-approval-of-fertilization-technique-that-combines-dna-of-three-people.html?ref=science&_r=2</a></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHosxXUEAWIUbCxcbRJPYKMzy-YKEYPp0vu-f-1Q7iaT7H8uwZHxKWPldCVQ-vLy8urE26XhERaGn2xVlRlktB3GI794sRAM19xuQyjm_5xNQgpcBnkbQR-j6Fi8JX0rPcbNw7Bn61xg/s1600/12-07-13Hermitage%5B1%5D.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHosxXUEAWIUbCxcbRJPYKMzy-YKEYPp0vu-f-1Q7iaT7H8uwZHxKWPldCVQ-vLy8urE26XhERaGn2xVlRlktB3GI794sRAM19xuQyjm_5xNQgpcBnkbQR-j6Fi8JX0rPcbNw7Bn61xg/s1600/12-07-13Hermitage%5B1%5D.jpg" /></a></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">I am really glad the Brits are moving forward with this technique. It will benefit women with mitochondrial disease and allow them to have children and not pass their disease to them.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">Ok, here's the deal with this procedure, in a nutshell: The baby's nuclear DNA will STILL come from TWO sources like everyone else's: from the baby's mother and father. What this procedure does is take an unfertilized egg from a SECOND woman, REMOVE that woman's DNA from the egg, insert the DNA from mom and dad, and then let that newly fertilized egg become a human being. Here's the deal: the donor's egg still has the donor's *mitochondrial* DNA. </span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">So, how many genes are we talking about here? Human mitochondrial DNA contains 14 genes (</span><a href="http://ghr.nlm.nih.gov/mitochondrial-dna/show/Genes" style="font-family: Arial, Helvetica, sans-serif;">http://ghr.nlm.nih.gov/mitochondrial-dna/show/Genes</a><span style="font-family: Arial, Helvetica, sans-serif;">). Nuclear DNA on the other hand contains approx 20,000 - 22,000 genes. So the amount of genes from the egg donor is minute, about 0.06% of the total number of genes in the baby. Mitochondrial DNA genes encode proteins that are part of the mitochondria's internal machinery. Mitochondrias are the organelles within our cells that perform what is called cellular respiration: they take glucose (from your food) and oxygen (from your bloodstream) and turn it into the ENERGY your body uses to run itself and into carbon dioxide (which you exhale). </span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">So no, Junior will <b>not </b>have the eyes or the nose or the skin color from the nice lady who donated one of her eggs to Mom.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">So why would we do such a thing? This therapy is intended</span><span style="font-family: Arial, Helvetica, sans-serif;"> to help women with mitochondrial diseases have children and NOT pass the disease to their children. Mitochondrial diseases, caused by mutations in one or more of those 14 genes, are a pretty bad thing, because basically they impact your cell's ability to produce energy, which in turn impacts your organ's functionality. </span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">Quoting: </span><i style="font-family: Arial, Helvetica, sans-serif;"><< Diseases of the mitochondria appear to cause the most damage to cells of the brain, heart, liver, skeletal muscles, kidney and the endocrine and respiratory systems. Depending on which cells are affected, symptoms may include loss of motor control, muscle weakness and pain, gastro-intestinal disorders and swallowing difficulties, poor growth, cardiac disease, liver disease, diabetes, respiratory complications, seizures, visual/hearing problems, lactic acidosis, developmental delays and susceptibility to infection >> </i><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><a href="http://www.umdf.org/.../What_is_Mitochondrial_Disease.htm">http://www.umdf.org/.../What_is_Mitochondrial_Disease.htm</a></span><br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif;">Some people see this as an ethical dilemma. They see it as three people having a baby. This is an understandable objection.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">However, we've had three-people babies since 1985 : it's called </span><b style="font-family: Arial, Helvetica, sans-serif;"><i>surrogate pregnancies</i></b><span style="font-family: Arial, Helvetica, sans-serif;">. </span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">Let's not underestimate the womb's role in the baby's development. It's a LOT, a LOT more than what most people think. </span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />Surrogate mom's hormones turn on/off multiple genes on the embryo and later fetus. Surrogate mom's experiences during pregnancies turn on/off multiple epigenetic switches on the embryo. The substances that surrogate mom is exposed to (from food to drink to smoke to stuff in the environment) has profound effect on the embryo/fetus development. In fact, the sexualization of the brain depends MORE on the exposure to certain concentrations of estrogen or testosterone produced by the mother, at certain specific times, than on the baby's own X/Y chromosomes.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">There are actual CELLS from the womb mother inside the embryo's body, and actual cells from the embryo inside the mom. These cells are thought to have impact on each other's immune system. For instance, the woman's immune system may react to a male embryo by attacking it as a foreign invader, while the embryo's body may respond by attacking and down-regulating the mother's immune system.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">So an embryo is not just doing its own thing by itself inside some rented space within the woman's womb. The woman's body is BUILDING this embryo, step by step. The embryo's genes provide some of the recipe, but the mother's body is the chef and the cook and alters the recipe at will , sometimes a LOT.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">Life, in general, is not a deterministic process. There are lots of underlying stochastic (probabilistic) processes. DNA expression is not a deterministic process, and in a developing embryo a LOT of gene expression is driven by mom: which genes get turned on/off, when, and for how long. </span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">People think of DNA as a blueprint. It's NOT. It's more like a *</span><b style="font-family: Arial, Helvetica, sans-serif;">RECIPE</b><span style="font-family: Arial, Helvetica, sans-serif;">*. </span><span style="font-family: Arial, Helvetica, sans-serif;">Take any long complex recipe. Think of all the things that a chef can alter. She can substitute materials, or use a bit more or a bit less than expected. She can shake or stir with more/less strength, for longer/shorter times. She can use higher or lower temperatures than what the recipe calls for. Some days the chef will be pissed, some days she'll be happier, some days she'll be bored, some days she'll be sick, other days she'll be drunk, and ALL that will reflect on how she prepares whatever food she's making that day. </span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">And sometimes the chef misinterprets things. Sometimes the recipe calls for a ham sandwich, but the chef will make a turkey sandwich instead...</span><br />
<br />Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com0tag:blogger.com,1999:blog-5061893157036573.post-30142409661564394672014-07-25T13:57:00.001-07:002014-07-25T13:57:38.089-07:00¿Billones por los sifones?Acabo de escuchar en la radio de PR a una senadora popular repitiendo el embuste ese del Borricazo, de que EEUU supuestamente recibe "más de $40 billones de Puerto Rico".<br />
<br />
Por enésima vez: ese dinero NO es de PR. Ese es el dinero que las multinacionales usan para comprarle a sus suplidores la materia prima que usan para manufacturar en PR, y el dinero del producto de las ventas de los productos terminados de las multinacionales en el mundo.<br />
<br />
Si usted tiene un local, y le alquila ese local a un médico para que monte una oficina, y ese médico se gana $1 millón, ese millón NO lo produjo usted, ni es suyo. Es del médico.<br />
<br />
Realmente es triste que en PR haya tanta gente ignorante que se cree los cuentos de camino de los políticos, que se tragan las cosas sin cuestionarlas antes.Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com0tag:blogger.com,1999:blog-5061893157036573.post-9195583135322835672014-07-17T20:19:00.002-07:002014-07-17T20:19:54.210-07:00Roosevelt Roads - 10 años después<span style="background-color: white; color: #37404e; font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 14px; line-height: 20px;">Cuando el PPD propuso en PR que se largara la base naval de Roosevelt Roads prometió que Ceiba se iba a convertir en una combinación de Disney, Atlantis en Bahamas, Hollywood y Dubai; y que la pérdida de sobre $300 millones anuales en la economía del este de la Isla no se iba a sentir por el tremendísimo crecimiento económico que habría cuando se largara el Navy.</span><br style="background-color: white; color: #37404e; font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 14px; line-height: 20px;" /><br style="background-color: white; color: #37404e; font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 14px; line-height: 20px;" /><span style="background-color: white; color: #37404e; font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 14px; line-height: 20px;">En cambio, y para sorpresa</span><span class="text_exposed_show" style="background-color: white; color: #37404e; display: inline; font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 14px; line-height: 20px;"> de NADIE, RR se convirtió en otra ruina abandonada IGUALITO que pasó con Ramey Air Force Base en Aguadilla. Hace ya DIEZ AÑOS que cerró, y pasó a la historia junto con el SuperPuerto de las Américas como OTRO embuste, OTRA quimera de las muchas que el PPD ha vendido y la gente se ha creído.<br /><br />Felicidades a todos los que siguen creyendo en las promesas de los Chatarritos.</span>Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com0tag:blogger.com,1999:blog-5061893157036573.post-2148850407858636952014-04-25T22:46:00.000-07:002014-04-25T22:46:04.188-07:00Sobre la diabetes<div align="center" style="line-height: 100%; margin-bottom: 0in;">
<span style="color: #000099;"><span style="font-family: Ubuntu Light;"><span style="font-size: medium;"><b>Diabetes</b></span></span></span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
<br />
</div>
<ul>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">es
fundamentalmente un grupo de enfermedades con un síntoma principal
común, la hiperglicemia, nivel crónicamente alto de glucosa en la
sangre</span></span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
</div>
</li>
</ul>
<div>
<span style="font-family: Ubuntu Light;"><span style="line-height: 16px;"><br /></span></span></div>
<ul>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">3
tipos</span></span></div>
</li>
<ul>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">dependiente
de insulina = Tipo 1 T1D</span></span></div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">independiente
de insulina = Tipo 2 T2D</span></span></div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">gestacional</span></span></div>
<ul>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">un
caso especial de T2D, se reversa una vez termina el embarazo</span></span></div>
</li>
</ul>
</li>
</ul>
</ul>
<div>
<span style="font-family: Ubuntu Light;"><span style="line-height: 16px;"><br /></span></span></div>
<ul>
<li><img align="left" border="0" height="198" name="Image1" src="data:image/png;base64,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" style="line-height: 100%;" width="194" /><span style="font-family: Ubuntu Light; line-height: 100%;"><span style="font-size: 12pt;">T2D
es la más común, producida más que nada por la dieta y estilo de
vida modernos</span></span></li>
</ul>
<div>
<span style="line-height: 16px;"><br /></span></div>
<ul>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">La
</span><span style="font-size: small;"><b>GLUCOSA</b></span><span style="font-size: small;">
es un tipo de azúcar, y es la principal fuente de energía de
nuestro cuerpo</span></span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
</div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">Nuestro
cuerpo obtiene glucosa de los carbohidratos que se forman parte de
los alimentos que consumimos</span></span></div>
</li>
</ul>
<div style="line-height: 100%; margin-bottom: 0in;">
<br />
</div>
<ul>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<img align="left" border="0" height="215" name="Image2" 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" width="217" /><span style="font-family: Ubuntu Light;"><span style="font-size: small;">Cuando
comemos, un grupo de células especializadas en el páncreas
(</span><span style="font-size: small;">células beta en unas
estructuras del páncreas denominadas Islotes de Lagerhans</span><span style="font-size: small;">)
secretan una hormona que se distribuye a través de todo el cuerpo
mediante el torrente sanguíneo. Esa hormona es un mensaje químico
que alerta a las células musculares y adiposas de que están a
punto de recibir glucosa.</span></span></div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">Ésta
hormona se llama </span><span style="font-size: small;"><b>INSULINA</b></span></span></div>
</li>
</ul>
<div>
<span style="font-family: Ubuntu Light;"><span style="line-height: 16px;"><b><br /></b></span></span></div>
<ul>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">Cuando
</span><span style="font-size: small;">nuestras </span><span style="font-size: small;">c</span><span style="font-size: small;">é</span><span style="font-size: small;">lulas
</span><span style="font-size: small;">musculares y adiposas
</span><span style="font-size: small;">reciben el mensaje,
ciertos procesos se activan mientras que otros se detienen </span><span style="font-size: small;">(ver
diagrama abajo)</span><span style="font-size: small;">. </span></span>
</div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<img align="left" border="0" height="394" name="Image3" 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" width="407" /><span style="font-family: Ubuntu Light;"><span style="font-size: small;">Las
células tienen un receptor de insulina en su membrana. Cuando la
insulina se pega del receptor, activa unas proteínas en la membrana
(transportadores de glucosa) que permiten que la glucosa entre a la
célula. </span></span>
</div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">En
</span><span style="font-size: small;">la mayoría de </span><span style="font-size: small;">las
personas con T1D las células beta producen poca o ninguna insulina
porque son atacadas y destruídas por el sistema inmunológico. T1D
</span><span style="font-size: small;">en algunos casos </span><span style="font-size: small;">es
una enfermedad autoinmune como la artritis reumatoide y el lupus. </span><span style="font-size: small;">En
otros casos ocurre por infecciones virales. En otros ocurre como
consecuencia de T2D.</span></span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
</div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">En
las personas con T2D los niveles de insulina son normales, pero las
células dejan de responder al mensaje de la insulina, lo que causa
que tomen menos glucosa de la sangre de lo normal, lo que a su vez
eleva de manera crónica los niveles de glucosa en la sangre. </span></span>
</div>
</li>
</ul>
<div style="line-height: 100%; margin-bottom: 0in;">
<br />
</div>
<div style="line-height: 100%; margin-bottom: 0in;">
<img align="left" border="0" height="248" name="Image4" 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" width="320" /><br />
</div>
<div style="line-height: 100%; margin-bottom: 0in;">
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</div>
<div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;"><b><br /></b></span></span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;"><b><br /></b></span></span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;"><b><br /></b></span></span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;"><b><br /></b></span></span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;"><b><br /></b></span></span></div>
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<span style="font-family: Ubuntu Light;"><span style="font-size: small;"><b><br /></b></span></span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;"><b><br /></b></span></span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;"><b><br /></b></span></span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;"><b><br /></b></span></span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;"><b><br /></b></span></span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;"><b><br /></b></span></span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;"><b><br /></b></span></span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;"><b><br /></b></span></span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;"><b><br /></b></span></span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;"><b><br /></b></span></span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;"><b>TRATAMIENTOS</b></span></span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
<br />
</div>
<div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">Dado
a que son dos condiciones con causas distintas, los tratamientos
también son distintos:</span></span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
<br />
</div>
<ul>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">T1D
: </span></span>
</div>
<ul>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">inyecciones
diarias de insulina. </span></span>
</div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">Algunas
empresas han investigado formas orales para tomar insulina; pero
típicamente el sistema digestivo la destruye antes de que llegue
al hígado, que es el target más crítico</span></span></div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">La
medicina regenerativa ofrece la posibilidad de usar células madre
para regenerar la población de células beta en el páncreas
cuando éstas son destruídas... el problema es que el sistema
inmunológico las puede volver a atacar y destruir</span></span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
</div>
</li>
</ul>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">T2D</span></span></div>
<ul>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">medicinas
que reducen el nivel de glucosa</span></span></div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">cambios
de estilo de vida: cambios de dieta, ejercicio, parar de fumar,
reducir stress</span></span></div>
</li>
</ul>
</li>
</ul>
<div style="line-height: 100%; margin-bottom: 0in;">
<br />
</div>
<div style="line-height: 100%; margin-bottom: 0in;">
<br />
</div>
<div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><b><span style="font-size: small;">¿</span><span style="font-size: small;">Que
tipo de daño causan los niveles altos de glucosa</span><span style="font-size: small;">?</span></b></span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
<br />
</div>
<ul>
<div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><i>SANGRE
ÁCIDA</i></span></div>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">Cuando
las células dejan de responder a la insulina (T2D) no van a tomar
suficiente glucosa del torrente sanguínea. Por lo tanto usan otras
moléculas que tienen disponibles como fuente de energía : lípicos
y proteínas. </span></span>
</div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">Uno
podría pensar que no tiene nada de malo que nuestras células
quemen las grasas almacenadas (lípidos). Sin embargo, cuando una
célula descompone lípidos, la reacción química produce un
compuesto llamado </span><span style="font-size: small;"><b>cetona
</b></span><span style="font-size: small;">(</span><span style="font-size: small;"><i>ketone)</i></span><span style="font-size: small;">.
</span></span>
</div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">La
cetona es un compuesto acído, así que si producimos mucha, el pH
de la sangre baja hasta hacerse ácido, lo cual hace daño a
nuestras células. </span></span>
</div>
</li>
</ul>
<div style="line-height: 100%; margin-bottom: 0in;">
<br />
</div>
<div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"> <i>DAÑOS
RENALES</i></span></div>
<ul>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">El
trabajo de los riñones es purificar la sangre : filtrar la sangre y
eliminar las toxinas en la orina. Para que el sistema renal funcione
bien hace falta cierta presión osmótica, y ésta presión a su vez
depende del balance entre electrolitos y azúcares en la sangre. Si
el nivel de glucosa en la sangre es muy alto, los riñones eliminan
el exceso en la orina. Esto provoca lo que muchas veces es el primer
síntoma de diabetes: orina en exceso.</span></span></div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;"><i>Diabetes
mellitus </i></span><span style="font-size: small;">significa
</span><span style="font-size: small;"><b>orina dulce</b></span></span></div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">Cuando
se orina en exceso, hay que reponer los fluídos que se eliminaron
en exceso. Eso provoca sed. Si no se toma mucha agua, el cuerpo
extraerá el agua que necesita de sus propias células, incluyendo
las del cerebro, lo cual puede causar mareos y desmayos.</span></span></div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">Con
el tiempo el esfuerzo adicional que los riñones tienen que hacer
para eliminar el exceso de fluídos causa degeneración de los
tejidos renales, nefropatía, y</span><span style="font-size: small;"><i>
fallo renal</i></span><span style="font-size: small;">. </span></span>
</div>
</li>
</ul>
<div style="line-height: 100%; margin-bottom: 0in;">
<br />
</div>
<div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;"> </span><span style="font-size: small;"><i>PROBLEMAS
</i></span><span style="font-size: small;"><i>CARDIOVASCULARES
, </i></span><span style="font-size: small;"><i>NEUROPATÍA,
</i></span><span style="font-size: small;"><i>RETINOPATÍA</i></span></span></div>
<ul>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;">Las
células del lente ocular cambian de forma cuando absorben demasiada
glucosa; ésto provoca <i>pérdida de visión</i>.</span></div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">El
exceso de glucosa en la sangre causa obstrucciones en capilares,
obstrucciones que causan la muerte de las células que reciben
sangre por medio de esos capilares. </span></span>
</div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">La
retina, por ejemplo, tiene una extensa red de capilares
extremadamente sensitivos. </span><span style="font-size: small;">Cuando
éstos quedan obstruídos por aglomeraciones de glucosa, las células
de la retina y de los vasos sanguíneos mueren </span><span style="font-size: small;">(</span><span style="font-size: small;"><i>retinopatía</i></span><span style="font-size: small;">)</span><span style="font-size: small;">.
Cuando el cuerpo produce nuevos vasos sanguíneos para reemplazar
los dañados, puede ocurrir sangrado detrás de la retina,
oscureciendo la imagen y eventualmente provocando </span><span style="font-size: small;"><i>ceguera</i></span><span style="font-size: small;">.
</span></span>
</div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">Las
aglomeraciones de glucosa obstruyen vasos sanguíneos, lo cual
provoca que sus paredes se hagan más gruesas e inflexibles. </span><span style="font-size: small;">Esto
es la causa de múltiples </span><span style="font-size: small;"><i><u>infartos
</u></i></span><span style="font-size: small;">a través del
cuerpo, lo que a su vez provoca la </span><span style="font-size: small;"><i>muerte
de tejidos </i></span><span style="font-size: small;">e
interrumpe el flujo sanguíneo en el cuerpo. </span></span>
</div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">La
interrupción del flujo sanguíneo a los nervios causa que mueran.
Ésto provoca </span><span style="font-size: small;"><i>impotencia,
diarrea, pérdida de sensación en las manos, pies y piel, falta de
control urinario</i></span><span style="font-size: small;">,
entre otros síntomas. </span></span>
</div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">La
pérdida de sensibilidad en la piel facilita el que cortaduras,
callos y golpes se </span><span style="font-size: small;"><i><u>ulceren
</u></i></span><span style="font-size: small;">y progresen
rápidamente hasta llegar a la </span><span style="font-size: small;"><i>gangrena</i></span><span style="font-size: small;">.
Lo mismo ocurre con la reducción del flujo sanguíneo en manos y
pies. La principal causa de </span><span style="font-size: small;"><i>amputaciones
</i></span><span style="font-size: small;">de extremidades no
traumáticas es la diabetes. </span></span>
</div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;">El
endurecimiento de los vasos sanguíneos, las obstrucciones, y el
aumento en la presión sanguínea causadas por el exceso de glucosa
provocan <i>aterosclerosis</i>. </span>
</div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-family: Ubuntu Light;"><span style="font-size: small;">El
músculo cardíaco también necesita </span><span style="font-size: small;">recibir
oxígeno y nutrientes y eliminar desperdicios a través de vasos
sanguíneos;</span><span style="font-size: small;"> la
interrupción del flujo sanguíneo debido al exceso de glucosa puede
causar </span><span style="font-size: small;"><i>fallo
cardíaco e infartos</i></span><span style="font-size: small;">.
</span></span>
</div>
</li>
</ul>
<div style="line-height: 100%; margin-bottom: 0in;">
<br />
</div>
<br />
<div style="line-height: 100%; margin-bottom: 0in;">
<br />
</div>
Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com0tag:blogger.com,1999:blog-5061893157036573.post-44942697236631771092014-03-23T22:01:00.001-07:002014-03-23T22:01:35.583-07:00Raspándose el Coco "por el cáncer" ...<a href="http://thegivingeffect.com/sites/default/files/1401_1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://thegivingeffect.com/sites/default/files/1401_1.jpg" height="192" width="320" /></a><span style="background-color: white; color: #37404e; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13.142857551574707px; line-height: 18px;">¿Que tal si en vez de rasparse el coco, cada persona DONA DINERO al American Cancer Society? Con rasparse el coco no están adelantando la lucha contra el cáncer ni un milímetro, sólo están copiando una moda. </span><br style="background-color: white; color: #37404e; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13.142857551574707px; line-height: 18px;" /><br style="background-color: white; color: #37404e; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13.142857551574707px; line-height: 18px;" /><span style="background-color: white; color: #37404e; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13.142857551574707px; line-height: 18px;">¿Ud quiere realmente hacer ALGO significativo contra el cáncer? Pues bien: calcule cuánto se gasta semanalmente comiendo fuera, desde fast foods hasta restaurantes. Durante UNA SEMANA coma en su casa, lleve al trabajo comida de su casa, coja TODO ese dinero que se ahorró, y envíeselo al American Cancer Society:</span><br style="background-color: white; color: #37404e; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13.142857551574707px; line-height: 18px;" /><br style="background-color: white; color: #37404e; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13.142857551574707px; line-height: 18px;" /><a href="https://donate.cancer.org/index?don_promo" rel="nofollow nofollow" style="background-color: white; color: #3b5998; cursor: pointer; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13.142857551574707px; line-height: 18px; text-decoration: none;" target="_blank">https://donate.cancer.org/<wbr></wbr><span class="word_break" style="display: inline-block;"></span>index?don_promo</a><br style="background-color: white; color: #37404e; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13.142857551574707px; line-height: 18px;" /><br style="background-color: white; color: #37404e; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13.142857551574707px; line-height: 18px;" /><span style="background-color: white; color: #37404e; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 13.142857551574707px; line-height: 18px;">ENTONCES si quiere pues ráspese el coco.</span>Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com0tag:blogger.com,1999:blog-5061893157036573.post-8669648538349072742014-02-21T20:49:00.001-08:002014-03-23T22:04:20.321-07:00Exposing a Climate Science Fraud<a href="http://scienceblogs.com/startswithabang/2011/11/11/exposing-a-climate-science-fra/#.UwgsXwLv4wU.blogger"><span style="font-size: large;">Exposing a Climate Science Fraud</span></a><br />
<br />
Para los que se creen el cuento ese de que "el calentamiento global se ha detenido durante los pasados 10 años", les recomiendo que lean éste artículo:<br /><br /><a href="http://scienceblogs.com/startswithabang/2011/11/11/exposing-a-climate-science-fra/">http://scienceblogs.com/startswithabang/2011/11/11/exposing-a-climate-science-fra/</a><br />
<br />
<br />
<br />Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com0tag:blogger.com,1999:blog-5061893157036573.post-52324748498016320392014-02-14T10:57:00.003-08:002014-02-14T10:57:40.154-08:00Hostos-y-Anos ...<br /><br />Como era de esperarse, los "Hostosianos" ya salieron públicamente apoyando las masacres y asesinatos de Maduro en Venezuela contra los ciudadanos que piden democracia. <br /><br />Si algo se puede decir de éstos cabros es que son consecuentes. Sip, el ala extremista de los independentistas puertorriqueños tienen una PUNTERÍA incomparable para estar en el lado EQUIVOCADO de la historia: no ha habido TIRANO en el siglo 20 y 21 que ellos no hayan defendido. Se aliaron con los fascistas europeos en los 30s y 40s, cantandole loas a Franco y Mussolini. Se aliaron con los marxistas de Fidel y de la URSS. Han defendido a cuanto terrorista musulmán aparece, aún a los que asesinaron varios religiosos puertorriqueños en la Masacre de Lod en 1972. Se aliaron con Chávez y ahora con Maduro.<br /><br />Y después se preguntan, se cuestionan, no entienden por qué los puertorriqueños no les dan el voto y no quieren verlos ni en pintura...<div>
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSlNiwlPA6zTqYuwCNVqyADi2mtPG2sXtOH2Gzzu3qwsAUNh4XqsxwkBSiyTPvxUq5cPpWZTea4ozUEPbD_Q08BrmiUhzbisWxgnIXAa_XQ3q2NCcmUo3VOAEHVYLzey8WryAxhIUE4A/s1600/1600988_10151938012428341_138938237_n%5B1%5D.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSlNiwlPA6zTqYuwCNVqyADi2mtPG2sXtOH2Gzzu3qwsAUNh4XqsxwkBSiyTPvxUq5cPpWZTea4ozUEPbD_Q08BrmiUhzbisWxgnIXAa_XQ3q2NCcmUo3VOAEHVYLzey8WryAxhIUE4A/s1600/1600988_10151938012428341_138938237_n%5B1%5D.jpg" height="640" width="561" /></a></div>
<span style="background-color: white; color: #333333; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12.727272033691406px; line-height: 15.454545021057129px;"><br /></span>Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com2tag:blogger.com,1999:blog-5061893157036573.post-38685827620408346472013-12-31T15:14:00.001-08:002013-12-31T15:24:38.294-08:00Colesterol, Hipercolesterolemia y Medicina Racional<div class="MsoNormal">
<span lang="ES-PR" style="color: red; font-size: 18.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-size: 11.0pt;">Colesterol, Hipercolesterolemia
y Medicina Racional<o:p></o:p></span></div>
<div class="MsoNormal">
<br />
<br />
<span style="background-color: white; color: #37404e; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12.800000190734863px; line-height: 18px;">Para todos los que deseen entender cómo el colesterol afecta la salud cardiovascular, y cómo funcionan las medicinas que reducen el colesterol. Lo he escrito en un tono informal y a un nivel que pueda entender</span><span class="text_exposed_show" style="background-color: white; color: #37404e; display: inline; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12.800000190734863px; line-height: 18px;"> cualquier estudiante de biología de escuela superior. </span><br />
<span class="text_exposed_show" style="background-color: white; color: #37404e; display: inline; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12.800000190734863px; line-height: 18px;"><br />Éste es el <b>primer draft, </b>necesito arreglar la prosa y algunas de las ilustraciones. :-)</span><br />
<span class="text_exposed_show" style="background-color: white; color: #37404e; display: inline; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12.800000190734863px; line-height: 18px;"><br /></span>
<span class="text_exposed_show" style="background-color: white; color: #37404e; display: inline; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 12.800000190734863px; line-height: 18px;"><br /></span></div>
<div class="MsoNormal">
<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">¿QUE ES EL
COLESTEROL, Y PARA QUE SIRVE?<o:p></o:p></span></b></div>
<div class="MsoNormal">
<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></b></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">El colesterol es una molécula de la familia de los
lípidos. Es un esterol, que significa una combinación de esteroide con alcohol.
<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Tiene roles muy importante en el organismo, tales
como:<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l5 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> > </span></span><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Rol estructural crítico en la
composición de las membranas de las células<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l5 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">aproximadamente la mitad de la bicapa
lípida que compone las membranas celulares está compuesta de colesterol<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l5 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">aproximadamente la mitad del
colesterol en el cuerpo humano está en las membranas celulares<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l5 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">el colesterol le da rigidez a las
membranas<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l5 level2 lfo1; text-indent: -.25in;">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l5 level1 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> > </span></span><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Rol crítico en la producción de
varias sustancias, el colesterol es la molécula precursora de:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l5 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">las hormonas esteroides (por ejemplo,
el estrógeno) y los glucocorticoides.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l5 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">la vitamina D<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l5 level2 lfo1; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">los ácidos bílicos producidos por el
hígado y enviados a los intestinos para ayudar a emulsificar las grasas<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<img alt="File:Cholesterol-3d.png" height="224" src="http://upload.wikimedia.org/wikipedia/commons/thumb/a/ac/Cholesterol-3d.png/800px-Cholesterol-3d.png" width="320" /></div>
<div class="MsoNormal">
<span lang="ES-PR"><a href="http://en.wikipedia.org/wiki/File:Cholesterol-3d.png">http://en.wikipedia.org/wiki/File:Cholesterol-3d.png</a></span><b><span lang="ES-PR"><o:p></o:p></span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">¿DE DÓNDE
SALE EL COLESTEROL?<o:p></o:p></span></b></div>
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<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></b></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">El colesterol en nuestro cuerpo proviene de dos
fuentes principales:</span></div>
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<b style="text-indent: -0.25in;"><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></b></div>
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<b style="text-indent: -0.25in;"><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">nuestra
dieta</span></b><span lang="ES-PR" style="font-size: 12pt; line-height: 115%; text-indent: -0.25in;"> : huevos, carnes, etc.</span></div>
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<span style="line-height: 18px;"><b><br /></b></span><b style="text-indent: -0.25in;"><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">biosíntesis</span></b><span lang="ES-PR" style="font-size: 12pt; line-height: 115%; text-indent: -0.25in;">: si
no consumimos suficiente colesterol, nuestro cuerpo fabrica el que necesita.
Esto se logra mediante una ruta metabólica bioquímica <i>(biochemical pathway)</i> bastante larga y compleja.</span><!--[if !supportLists]--></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br />Esta es la versión
abreviada:<o:p></o:p></span></div>
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<br /></div>
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<b><span lang="ES-PR" style="color: #1f497d; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-themecolor: text2;">ácido acético (CH3 COOH) → acetil-CoA → (...etc...)
→ HMG-CoA → Mevolonate → (...etc...) →
colesterol ↑<o:p></o:p></span></b></div>
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<b><span lang="ES-PR" style="color: #1f497d; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-themecolor: text2;"> HMG-CoA
reductase<o:p></o:p></span></b></div>
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<b><span lang="ES-PR" style="color: #1f497d; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-themecolor: text2;"><br /></span></b></div>
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<b><span lang="ES-PR" style="color: #1f497d; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-themecolor: text2;"><br /></span></b></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">La reacción de conversión de HMG-CoA a mevolonate es
mediada por una enzima, HMG-CoA reductase. Una vez que ocurre ese paso, la
conversión a colesterol está determinada. <o:p></o:p></span></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">La ruta completa está disponible aquí: <o:p></o:p></span></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><a href="http://upload.wikimedia.org/wikipedia/commons/f/f6/StatinPathway_WP430.png">http://upload.wikimedia.org/wikipedia/commons/f/f6/StatinPathway_WP430.png</a><o:p></o:p></span></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
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<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">¿CÓMO SE
TRANSPORTA EL COLESTEROL?<o:p></o:p></span></b></div>
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<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></b></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">El colesterol es una molécula muy hidrofóbica. Por lo
tanto para poderlo transportar mediante el torrente sanguíneo hacia las células
que lo necesitan, es necesario “empacarlo” en partículas. Existen varios tipos
de partículas con diferentes formas y densidades:<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">1.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">VLDL</span></b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"> : Lipoproteína de muy baja densidad<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">LDL</span></b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"> : Lipoproteína de baja densidad<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">IDL</span></b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"> : Lipoproteína de densidad intermedia<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">4.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">HDL</span></b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"> : Lipoproteína de alta densidad<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">5.<span style="font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">quilomicrones</span></b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">: moléculas de baja densidad y gran
tamaño<o:p></o:p></span></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
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<a href="http://4.bp.blogspot.com/-rfYE-8eWihA/UsNOFQ2boeI/AAAAAAAAKi8/e_yKAxYd5Zs/s1600/LDL.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="170" src="http://4.bp.blogspot.com/-rfYE-8eWihA/UsNOFQ2boeI/AAAAAAAAKi8/e_yKAxYd5Zs/s400/LDL.JPG" width="400" /></a></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Éstas partículas son sintetizadas en el hígado
mediante la siguiente ruta:<o:p></o:p></span></div>
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<b><span lang="ES-PR" style="color: #1f497d; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-themecolor: text2;">VLDL
→
IDL → LDL : ésto ocurre en el torrente sanguíneo<o:p></o:p></span></b></div>
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<b><span lang="ES-PR" style="color: #1f497d; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-themecolor: text2;"> ↕<o:p></o:p></span></b></div>
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<b><span lang="ES-PR" style="color: #1f497d; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-themecolor: text2;"> HDL : en éste punto se intercambian HDL por
moléculas de triglicéridos<o:p></o:p></span></b></div>
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<span style="font-size: 12pt; line-height: 115%;"><br /></span></div>
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<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">¿CUAL ES LA
RELACIÓN ENTRE LÍPIDOS Y ENFERMEDADES CARDIOVASCULARES?<o:p></o:p></span></b></div>
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<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></b></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo3; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">1850s: <o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-PR" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">La hipótesis de los lípidos proponía
que la concentración de lípidos en la sangre correlaciona con los ataques
cardíacos.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l1 level2 lfo3; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">evidencia de autopsias: placas de
grasa y lípidos presentes en los corazones de cadáveres que morían de ataques
al corazón<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l1 level2 lfo3; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">evidencia experimental: se
alimentaron conejos con una dieta alta en grasas, y desarrollaron síntomas
similares a los de aterosclerosis. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.5in; mso-add-space: auto; mso-list: l1 level3 lfo3; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">PERO los conejos no son un modelo
exacto de los seres humanos<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-PR" style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">1950s:<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-PR" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">estudios epidemiológicos en seres
humanos determinaron que las personas con altos niveles de colesterol tenían
una probabilidad mayor de sufrir ataques al corazón<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l1 level2 lfo3; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">NO es altos niveles de colesterol en
general sino de UNA forma de colesterol en particular : LDL<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-PR" style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Hoy:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l1 level2 lfo3; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">se ha podido ir más allá de una mera
correlación y se ha demostrado una relación causal<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l1 level2 lfo3; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Las placa ateroscleróticas están
compuestas de proteínas, lípidos y colesterol<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l1 level2 lfo3; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Éstas placas obstruyen los vasos
sanguíneos, hacen que las paredes de los vasos sanguíneos se endurezcan. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l1 level2 lfo3; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Pedacitos pequeños de las placas se
desprenden y pueden obstruir completamente los vasos sanguíneos pequeños. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l1 level2 lfo3; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Ese bloqueo impide que llegue sangre
con oxígeno a las células que dependen de esos pequeños vasos sanguíneos, lo
que causa su muerte. <o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-PR" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Ésto es lo que se conoce como un
infarto. <o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-PR" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">altos niveles de HDL = riesgo de
ataque al corazón se reduce<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-PR" style="font-family: "Courier New"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-fareast-font-family: "Courier New";">o<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">altos niveles de LDL = riesgo de
ataque al corazón aumenta<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">¿CUAL ES EL
ROL DEL HÍGADO?</span></b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><o:p></o:p></span></div>
<div class="MsoNormal">
<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></b></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Una de las funciones del hígado es recoger el exceso
de LDL de la sangre y usarlo para sintetizar otros compuestos, como por ejemplo
ácido bílico. Para que ésto ocurra, las células del hígado tienen una proteína
receptora en su superficie conocida como LDL-R, el receptor de LDL. Las
moléculas de LDL se enlazan con éste receptor, y ésto le da una señal a la
célula para que absorba ese LDL y lo use. <o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Sin embargo, en algunas personas el gen que produce
esa proteína receptora tiene al menos un alelo cuya mutación resulta en la
ausencia del receptor LDL-R. Las personas con ésta mutación tienen una capacidad
reducida de eliminar el LDL de su sangre. <o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Cuando una célula hepática (hígado) tiene una cantidad
baja de colesterol, va a aumentar la expresión (<i>upregulate</i>) del gen que produce HMG CoA reductase (para sintetizar
colesterol por sí misma) o va a aumentar la expresión del gen que produce LDL-R
(para capturar colesterol de la sangre). De la misma manera, cuando una célula
tiene una cantidad excesiva de colesterol, va a reducir la expresión (<i>downregulate</i>) de los genes que producen
LDL-R y HMG CoA reductase.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-QhEjeeaj91A/UsNORXBJSdI/AAAAAAAAKjE/Rb1Na8b4WBc/s1600/higado.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="252" src="http://1.bp.blogspot.com/-QhEjeeaj91A/UsNORXBJSdI/AAAAAAAAKjE/Rb1Na8b4WBc/s400/higado.JPG" width="400" /></a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<a href="http://eatingacademy.com/wp-content/uploads/2012/05/Cholesterol-trafficking.jpg"><span lang="ES-PR">http://eatingacademy.com/wp-content/uploads/2012/05/Cholesterol-trafficking.jpg</span></a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
<div class="MsoNormal">
<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">¿CUÁLES SON
LOS ASPECTOS GENÉTICOS DE LA HIPERCOLESTEROLEMIA?<o:p></o:p></span></b></div>
<div class="MsoNormal">
<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></b></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">La mutación genética que causa el alelo FH tiene como
consecuencia alteraciones en los procesos de síntesis, degradación y remoción
del LDL de la sangre. Por lo tanto, las personas con el alelo recesivo FH
tienen mayores niveles de LDL y mayores probabilidad de desarrollar
enfermedades cardiovasculares. Ésta mutación se comporta como una característica mendeliana <b>recesiva</b> simple:<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr>
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.7pt;" valign="top" width="200"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.7pt;" valign="top" width="200"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<b><span lang="ES-PR" style="font-size: 12.0pt; mso-ansi-language: ES-PR;">Normal ( + / +)<o:p></o:p></span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.7pt;" valign="top" width="200"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<b><span lang="ES-PR" style="font-size: 12.0pt; mso-ansi-language: ES-PR;">Heterocigoto (FH / +)<o:p></o:p></span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.7pt;" valign="top" width="200"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<b><span lang="ES-PR" style="font-size: 12.0pt; mso-ansi-language: ES-PR;">Homocigoto (FH/FH)<o:p></o:p></span></b></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.7pt;" valign="top" width="200"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<b><span lang="ES-PR" style="font-size: 12.0pt; mso-ansi-language: ES-PR;">LDL<o:p></o:p></span></b></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: 0in 5.4pt 0in 5.4pt; width: 119.7pt;" valign="top" width="200"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span lang="ES-PR" style="font-size: 12.0pt; mso-ansi-language: ES-PR;">100
mg/dL<o:p></o:p></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: 0in 5.4pt 0in 5.4pt; width: 119.7pt;" valign="top" width="200"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span lang="ES-PR" style="font-size: 12.0pt; mso-ansi-language: ES-PR;">250
mg/dL<o:p></o:p></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: 0in 5.4pt 0in 5.4pt; width: 119.7pt;" valign="top" width="200"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span lang="ES-PR" style="font-size: 12.0pt; mso-ansi-language: ES-PR;">>
600 mg/dL <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span lang="ES-PR" style="font-size: 12.0pt; mso-ansi-language: ES-PR;">depósitos
visibles<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 119.7pt;" valign="top" width="200"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<b><span lang="ES-PR" style="font-size: 12.0pt; mso-ansi-language: ES-PR;">riesgo de ataque al corazón<o:p></o:p></span></b></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: 0in 5.4pt 0in 5.4pt; width: 119.7pt;" valign="top" width="200"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span lang="ES-PR" style="font-size: 12.0pt; mso-ansi-language: ES-PR;">normal<o:p></o:p></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: 0in 5.4pt 0in 5.4pt; width: 119.7pt;" valign="top" width="200"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span lang="ES-PR" style="font-size: 12.0pt; mso-ansi-language: ES-PR;">10
– 20 años antes de lo normal<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span lang="ES-PR" style="font-size: 12.0pt; mso-ansi-language: ES-PR;">prevalencia:
1 de cada 500 personas es heterozigoto<o:p></o:p></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: 0in 5.4pt 0in 5.4pt; width: 119.7pt;" valign="top" width="200"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span lang="ES-PR" style="font-size: 12.0pt; mso-ansi-language: ES-PR;">antes
de los 20 años<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span lang="ES-PR" style="font-size: 12.0pt; mso-ansi-language: ES-PR;">prevalencia:
1 en 1 millón de personas es homozigoto al alelo recesivo.<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<i><span lang="ES-PR" style="font-size: 12.0pt; mso-ansi-language: ES-PR;">(+/+) : personas que
tienen el alelo normal del gen en ambas copias<o:p></o:p></span></i></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<i><span lang="ES-PR" style="font-size: 12.0pt; mso-ansi-language: ES-PR;">(FH/+): personas que tienen
el alelo normal en una copia y el mutante FH en otra<o:p></o:p></span></i></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<i><span lang="ES-PR" style="font-size: 12.0pt; mso-ansi-language: ES-PR;">(FH/FH): personas que tienen el alelo mutante
FH en ambas copias<o:p></o:p></span></i></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">¿CÓMO SE
ASOCIA EL LDL CON LAS CÉLULAS DEL HÍGADO?<o:p></o:p></span></b></div>
<div class="MsoNormal">
<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></b></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Para determinar si el LDL se enlaza con las células se
usaron etiquetas radioactivas. Los resultados de éste experimento fueron los
siguientes:<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l4 level1 lfo4; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">normales (+/+): las células enlazan cierta cantidad de
LDL<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l4 level1 lfo4; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">heterocigotos (FH/+): las células enlazan la MITAD del LDL de lo
normal<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l4 level1 lfo4; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">homocigotos (FH/FH): las células NO PUEDEN enlazarse con
LDL<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l4 level1 lfo4; text-indent: -.25in;">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Resultado:</span></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-family: Symbol; font-size: 12pt; line-height: 115%; text-indent: -0.25in;"><span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"><br /></span></span></div>
<div class="MsoNormal">
</div>
<ul>
<li><span style="font-size: 12pt; line-height: 115%; text-indent: -0.25in;">la mutación genética causa que el
receptor LDL-R en la superficie de las células del hígado no funcione
correctamente y no sea capaz de enlazar el LDL.</span></li>
<li><span style="font-size: 12pt; line-height: 115%; text-indent: -0.25in;">por lo tanto, la cantidad de LDL
libre en la sangre será mayor</span></li>
<li><span style="font-size: 12pt; line-height: 115%; text-indent: -0.25in;">las personas homocigoto </span><b style="font-size: 12pt; line-height: 115%; text-indent: -0.25in;">no tienen el receptor LDR-R</b><span style="font-size: 12pt; line-height: 115%; text-indent: -0.25in;"> en las
células de su hígado, por lo tanto en éstas personas el hígado no es capaz de
absorber el LDL de la sangre</span></li>
<li><span style="font-size: 12pt; line-height: 115%; text-indent: -0.25in;">las personas heterocigoto producen
una cantidad menor de receptores LDL-R en su sangre, y por lo tanto en éstas
personas el hígado tiene una capacidad reducida de absorber el LDL de la
sangre.</span></li>
</ul>
<br />
<!--[if !supportLists]--><br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">¿CÓMO SE DESCUBRIÓ
LA MUTACIÓN FH?<o:p></o:p></span></b></div>
<div class="MsoNormal">
<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></b></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Para realmente entender la hipercolesteremia desde un
punto de vista de biología molecular, hay que identificar cuál es el gen que
está envuelto y la proteína (el receptor LDL-R) que es producido por éste gen.
Para lograr ésto :<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l3 level1 lfo5; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">1. un análisis bioquímico (assay) en el
que se expone el LDL a varios fragmentos de proteínas y entonces se purifican
las proteínas a las que el LDL se asocia<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l3 level1 lfo5; text-indent: -.25in;">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo5; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">2. determinar la secuencia de
aminoácidos de esa proteína<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo5; text-indent: -.25in;">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo5; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">3. una vez se tiene la secuencia de
aminoácidos, sintetizar oligonucleótidos (secuencias de ADN que corresponden a
la secuencia de aminoácidos) con etiquetas radioactivas<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo5; text-indent: -.25in;">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo5; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">4. exponer esos oligonucleótidos
etiquetados a una biblioteca de ADN Complementario (ADNc), para encontrar
específicamente el gen que codifica el receptor LDL-R<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo5; text-indent: -.25in;">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo5; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">5. expresar la proteína codificada por ese
gen usando la copia de la librería de ADNc, secuenciar la proteína, y
determinar que efectivamente tiene la misma secuencia de aminoácidos que la que
purificamos inicialmente.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo5; text-indent: -.25in;">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo5; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">6. una vez conocemos cuál es el gen,
tomar muestras de pacientes, aislar la copia del gen que éstos tienen, secuenciarla, y compararla con
la copia normal. Cuando se hizo esto se encontró que varias personas tenían mutaciones
en éste gen, y que al menos uno de los alelos mutantes, el FH, causa una
pérdida de función del receptor LDL-R.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span lang="ES-PR" style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">7. de
esta manera también se descubrió la regulación del gen de HMG CoA
reductase<o:p></o:p></span></div>
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<a href="http://3.bp.blogspot.com/-hRTfXaGSzSE/UsNPdmrO_DI/AAAAAAAAKjQ/U8_cl4Pa4io/s1600/pathway.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="http://3.bp.blogspot.com/-hRTfXaGSzSE/UsNPdmrO_DI/AAAAAAAAKjQ/U8_cl4Pa4io/s640/pathway.JPG" width="640" /></a></div>
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<b><span lang="ES-PR" style="color: red; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">MEDICINA
RACIONAL</span></b><b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"> - ESTRATEGIAS TERAPÉUTICAS<o:p></o:p></span></b></div>
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<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></b></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">La medicina racional busca conocer los mecanismos
moleculares asociados con una condición de salud, entender los aspectos claves
como la genética y las rutas metabólicas bioquímicas (pathways) de éstos
mecanismos, identificar las proteínas y otras moléculas envueltas en éstos
mecanismos, y basado en éste conocimiento determinar si alguna de éstas
moléculas puede ser un blanco (target) que permita manipular el funcionamiento
del proceso bioquímico en la célula mediante una molécula con propiedades
terapéuticas : una medicina.<o:p></o:p></span></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Una vez entendemos los mecanismos moleculares
asociados con la condición de hipercolesteremia, podemos idear estrategias:<o:p></o:p></span></div>
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<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">1. Consumir menos colesterol<o:p></o:p></span></b></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Ésto puede funcionar para personas (+/+) que consumen
un exceso de colesterol. <o:p></o:p></span></div>
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<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Resultado</span></b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">:
LDL en la sangre se reduce en aprox <b>10%</b>.
No baja más porque una vez los niveles empiezan a bajar, el cuerpo produce más
colesterol.<o:p></o:p></span></div>
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<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">2. Impedir que los ácidos bílicos se
reciclen, hacer que el cuerpo los excrete<o:p></o:p></span></b></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Los ácidos bílicos están sintetizados a base de
colesterol. Una medicina que estimule la excreción de ácidos bílicos (en lugar
de reciclarlos) estimulará la producción de ácidos bílicos; esto hace que el
cuerpo use más colesterol y por lo tanto reduzca los niveles de colesterol
libre en la sangre. Se pueden usar medicinas basadas en resinas que se asocian
al ácido bílico para obligar al cuerpo a usar el colesterol para reponer éstos
ácidos bílicos. <o:p></o:p></span></div>
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<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Resultado</span></b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">:
LDL en la sangre se reduce en aprox <b>20%</b>.<o:p></o:p></span></div>
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<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">3. Bloquear la síntesis de colesterol </span></b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><o:p></o:p></span></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Para bloquear la síntesis de colesterol, tenemos que
estudiar la ruta metabólica ilustrada anteriormente, y determinar dónde es
posible bloquearla. <b><o:p></o:p></b></span></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
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<b><span lang="ES-PR" style="color: #1f497d; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-themecolor: text2;">ácido acético (CH3 COOH) → acetil-CoA → (...etc...)
→ HMG-CoA → Mevolonate → (...etc...) →
colesterol ↑<o:p></o:p></span></b></div>
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<b><span lang="ES-PR" style="color: #1f497d; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-themecolor: text2;"> HMG-CoA
reductase<o:p></o:p></span></b></div>
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<b><span lang="ES-PR" style="color: #1f497d; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-themecolor: text2;"><br /></span></b></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Un posible target es el HMG-CoA reductase. Si logramos
bloquear o reducir la producción de ésta enzima, podemos <b>reducir la producción de colesterol</b> por parte de las células del
hígado. Además, una vez las células del hígado detectan que el nivel de LDL se
reduce, éstas aumentan la expresión del receptor LDL-R, lo cual aumenta la
captura de LDL libre en la sangre. <o:p></o:p></span></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">El resultado neto de (1) bloquear la <b>síntesis</b> de colesterol y (2) bloquear
el <b>reuptake</b> de colesterol, es una <b>reducción</b> de la cantidad de LDL libre
en la sangre. <o:p></o:p></span></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Éstas medicinas existen, se llaman ESTATINAS. Las
estatinas son <b>inhibidores</b> de HMG-CoA
reductase.<o:p></o:p></span></div>
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<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Resultado</span></b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">: LDL
en la sangre se reduce en aprox <b>60%</b> <o:p></o:p></span></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><b><br /></b></span></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">En las personas +/+ y en las personas FH
heterocigotos, las estatinas logran una reducción de 60% en los niveles de LDL.
Sin embargo, las estatinas <b>no funcionan</b>
en las personas FH homocigotos, pues en éstas personas el gen que codifica el receptor
LDL-R no es funcional. Por lo tanto, aumentar la expresión de LDL-R no tiene
efecto en éstas personas. <o:p></o:p></span></div>
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<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">PERO ESO ES
UNA HIPÓTESIS BASADA EN UNA CORRELACIÓN. ¿CÓMO DEMOSTRAMOS UNA RELACIÓN CAUSAL?<o:p></o:p></span></b></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">La relación causal entre los niveles de HDL y LDL con
las enfermedades cardiovasculares se han demostrado en pruebas clínicas
(clinical trials). <o:p></o:p></span></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
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<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">4S TRIAL<o:p></o:p></span></b></div>
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<!--[if !supportLists]--><span lang="ES-PR" style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">pacientes que tomaron medicinas que
reducen el LDL después de haber tenido un ataque al corazón exhibieron una
reducción en el riesgo de otro ataque. Ésto se conoce como “<i>secondary prevention</i>”.<o:p></o:p></span></div>
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<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">WESTCOTT TRIAL<o:p></o:p></span></b></div>
<div class="MsoListParagraph" style="mso-list: l2 level1 lfo6; text-indent: -.25in;">
<!--[if !supportLists]--><span lang="ES-PR" style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Se estudiaron pacientes con altos
niveles de LDL pero que no habían sufrido un ataque al corazón. Los que tomaron
estatinas exhibieron una reducción en la cantidad de ataques al corazón
comparados con los que no tomaron estatinas. <o:p></o:p></span></div>
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<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">4. El gen PCSK9<o:p></o:p></span></b></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Se ha descubierto que una forma mutante de éste gen
está asociado con una forma de hipercolesterolemia que se hereda de forma
mendeliana <b>dominante</b>. Las personas
que tienen el alelo mutante en una o ambas copias del gen tienen una alteración
en su función que causa hipercolesterolemia.<o:p></o:p></span></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Si una forma mutada de éste gen causa
hipercolesterolemia, ¿qué ocurre si desactivamos (knock-out) el gen? Se estudiaron
personas con otro alelo mutante de éste gen, pero este alelo causaba pérdida de
función del gen. Éstas personas tenían un nivel de LDL en la sangre más bajo de
lo típico. <o:p></o:p></span></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">PCSK9 es una proteína soluble, y está envuelta en la
degradación del receptor LDL-R. Por lo tanto, una mutación en el gen que
produce PCSK9 que aumenta su expresión tendrá como efecto una menor cantidad de
receptores LDL-R en las células, y por lo tanto una mayor cantidad de LDL en la
sangre.</span></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">De la misma manera, una mutación que reduzca la expresión de PCSK9
reducirá la eliminación de los receptores; mientras más tiempo estén esos
receptores en la célula, más tiempo funcionarán sacando LDL de la sangre para
traerlo a la célula. <o:p></o:p></span></div>
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<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Esto convierte al PCSK9 es otro posible target para
una medicina para reducir el colesterol. Hay empresas trabajando en un anticuerpo
capaz de asociarse al PCSK9 y desactivarlo en personas sin las mutaciones. Varias
empresas están desarrollando éste tipo de drogas, entre ellas Amgen.<o:p></o:p></span></div>
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<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">¿QUE TAL AUMENTAR
LOS NIVELES DE HDL?<o:p></o:p></span></b></div>
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<b><span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></b></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">¿Tendrá algún beneficio crear una medicina que aumente
los niveles de HDL? Tal vez, pero ésto es solamente una hipótesis. Hay que
obtener data experimental.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;"><br /></span></div>
<div class="MsoNormal">
<span lang="ES-PR" style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-PR;">Pfizer desarrolló una droga que aumentaba el HDL, pero
no pudo demostrar en pruebas clínicas que ésto redujera las probabilidades de
un ataque al corazón. <o:p></o:p></span></div>
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Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com0tag:blogger.com,1999:blog-5061893157036573.post-77694791654706673922013-12-30T12:09:00.004-08:002013-12-30T22:25:42.710-08:00¿Es realmente POSIBLE que las farmacéuticas "escondan" las medicinas que sanan? <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj06RHRZOz_kgAFEZsRZJZaRQb9aBsgf882FCRuc7TDkX2cb3o-PhGhhfMHJ7cRDvqrliyGTu-hb-0rifX1vR84c5YE1KeqUpTye8_Kc4-QLZ9hNetzmxObQJozEgBMpEW0I3zlXjpvCA/s1600/131206_NEWSCI_Brain.jpg.CROP.original-original%5B1%5D.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="285" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj06RHRZOz_kgAFEZsRZJZaRQb9aBsgf882FCRuc7TDkX2cb3o-PhGhhfMHJ7cRDvqrliyGTu-hb-0rifX1vR84c5YE1KeqUpTye8_Kc4-QLZ9hNetzmxObQJozEgBMpEW0I3zlXjpvCA/s400/131206_NEWSCI_Brain.jpg.CROP.original-original%5B1%5D.jpg" width="400" /></a>Durante las pasadas semanas he escuchado varias personas repetir esa hipótesis conspiratoria y honestamente ridícula, y creo que es importante contrarrestar la falsedad con la realidad y los hechos. Mientras más uno conoce cómo realmente funciona el mundo de la investigación biomédica, más difícil se hace sustentar la teoría conspiracionista de que las farma supuestamente "esconden" las medicinas que realmente curan.<br />
<br />
Para empezar, la inmensa mayoría de las moléculas con efecto terapéutico NO las inventan las compañías farmacéuticas, las inventan: <br />(1) universidades, <br />(2) centros de investigación como el Scrippts Institute en San Diego, <br />(3) start-ups. <br /><br />
Éstas organizaciones le venden o licencian las moléculas que se inventan a las empresas farmacéuticas. Pero para lograr vender o licenciar primero tienen que tener EVIDENCIA de que la molécula tiene un efecto terapéutico que sea, entre otras cosas:<br />
<br />
(1) cuantificable, o sea que se pueda medir que tiene un efecto<br />
(2) controlable, o sea que el efecto cambia según la dosis<br />
(3) específico al molecular target que se quiere manejar -para que tenga menos efectos secundarios-<br />
<br />
En ésta etapa temprana del proceso de investigación y desarrollo, esos tres puntos se demuestran mediante MUCHOS experimentos, en cultivos de células y en tejidos. Los resultados de éstos experimentos se PUBLICAN (papers en journals) ANTES de solicitar la patente para la molécula, en otras palabras ANTES de comenzar el proceso de vender o licenciar la molécula. Esto significa que hay una enorme cantidad de información que se tiene que hacer PÚBLICA, antes de que las farma siquiera adquieran una molécula para EMPEZAR el proceso de convertirla en una medicina.<br />
<br />
Éstas etapas son las que se conocen como Target Discovery, Hit Discovery and Screening, Hit to Lead, y Lead Optimization. Y todo ésto ocurre ANTES de que las compañías farmacéuticas siquiera compren o licencien la molécula... y más importante aún, ANTES de que NADIE pueda saber si esa molécula resultará en una droga que "REALMENTE CURA" en vez de "tratar" una enfermedad.<br />
<br />O sea, que para creer que realmente las farma "esconden" las medicinas que realmente curan, hay que creer también que TODAS las cientos de miles de personas (científicos, médicos, ingenieros, técnicos de laboratorio, secretarias, etc.) envueltas en todos éstos experimentos en MILES de Universidades, centros de investigación y start-ups alrededor de TODO el planeta están compraos y envueltos en una conspiración TAN PERFECTA que ninguno de ellos ha soplado durante varias décadas.<br />
<br />
También hay que creer que TODOS esos MILES Y MILES de papers que se publican relacionados con éstas moléculas, de alguna manera se "desaparecen" de todos esos journals impresos y del internet.<br />
<br />
También hay que creer que TODAS esas solicitudes de patente mágicamente desaparecen de las oficinas de patentes de los gobiernos de TODOS los países del mundo, y que TODOS los abogados y patent clerks envueltos en el asunto son parte de la conspiración, están compraos y ninguno, ninguno habla.<br />
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¿Que pasa una vez que una molécula con efectos terapéuticos es comprada o licenciada por una empresa farma?<br />
<br />
Bueno, pues hasta éste punto la molécula sólo se ha probado en cultivos de células o en tejidos, así que realmente NADIE puede saber si realmente se convertirá en una medicina efectiva. La inmensa mayoría de las moléculas, aprox 90%, que llegan a ésta etapa se cuelgan.<br />
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Una vez que la empresa compra o licencia la molécula, para saber si realmente tienen en sus manos una medicina efectiva tienen que realizar toda una serie de pruebas que toman AÑOS y cuestan MILLONES:<br />
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1. más optimización del lead compound : modificaciones a la molécula para optimizar sus propiedades de binding al target, mejorar el efecto por unidad de dosis, y reducir la posibilidad de efectos secundarios.<br />
<br />2. pruebas de seguridad y toxicología, en células, tejidos y al menos dos especies animales, para asegurar que la medicina no mate al paciente<br />
<br />3. pruebas de farmacocinética para ver cómo la medicina es absorbida, distribuída, metabolizada y eliminada por el cuerpo<br />
<br />4. pruebas de farmacodinámica para ver el efecto de la droga en el organismo<br />
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¡y todavía no hemos ni siquiera llegado a pruebas en seres humanos!<br />
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TODAS estas pruebas requieren la intervención de MILES de científicos, médicos, gerenciales, técnicos, project managers, personal de Quality, gente de documentación, etc. Multiplique eso por todas las empresas farmacéuticas que existen en el mundo.<br />
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Para creer en la conspiración, hay que creer que TODA ESA GENTE, adición a los que mencioné en el post anterior, TAMBIÉN están todos compraos en una conspiración TAN PERFECTA que ninguno chotea.<br />
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Pero la cosa no termina ahí, no. Ahora es que viene lo bueno.<br />
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Cuando usted termina TOOOOODO eso que he descrito anteriormente TODAVÍA no sabe si tiene una medicina que "realmente cure", así que todavía no la puede esconder. Faltan DOS cosas super importantes:<br />
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* Desarrollo de la Formulación<br />
* Pruebas Clínicas en Seres Humanos<br />
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La formulación es importante porque es la que permite que el ingrediente activo (la molécula con propiedades terapéuticas) mantenga esas propiedades por una cantidad de tiempo razonable sin que éstas propiedades se pierdan o se alterern. Formulación es un proceso bien complejo y requiere la intervención de OOOOTRO montón de científicos, ingenieros, técnicos, etc. TODA esa gente tiene que estar TAMBIÉN compraos en la conspiración.<br />
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Las pruebas clínicas ocurren en 3 fases principales; y básicamente consisten en probar la formulación en seres humanos saludables y en seres humanos enfermos. Ésto toma AÑOS, cuesta MILLONES y típicamente envuelve la participación de varios hospitales alrededor del mundo y de DECENAS DE MILES de pacientes. TODA esa gente TAMBIÉN tendría que estar comprada por la conspiración.<br />
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El punto CLAVE aquí es que usted NO SABE si realmente tiene una medicina que CURA sino HASTA DESPUÉS de las pruebas clínicas.<br />
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En otras palabras, para creer en la hipótesis de la conspiración, usted tiene que creer que TODO ésto es cierto :<br />
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1. la empresa farma gastará millones en comprar o licenciar una molécula que no se sabe si sirve o no, más millones en todo el desarrollo preclínico, más millones en todas las pruebas clínicas, para entonces, DESPUÉS DE MÁS DE DIEZ AÑOS y más de $500 MILLONES invertidos, decidir que la medicina es DEMASIADO BUENA y esconderla.<br />
<br />
2. que la empresa es capaz de comprar no sólo a todos sus empleados sino a cientos de miles de personas en universidades, hospitales, centros de investigación, abogados, clerks, oficinas de patentes, etc. en todos los países del mundo; y que todas éstas personas son tan perfectas que nadie chotea.<br />
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3. que la empresa es capaz de hacer desaparecer al menos 10 años de documentación pública, desde papers publicados en journals impresos, hasta patentes sometidas y públicas; sin cometer NI UN SOLO ERROR ni dejar NI UN SOLO DOCUMENTO suelto que los incrimine. Sin dejar NI una sola copia en el hard drive de un empleado, ni en algún palito USB en un escritorio. Nada. Zip. Cero.<br />
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4. que eso ocurre no UNA vez para UNA medicina en UNA empresa en UN país; no, que ocurre MILES de veces para MILES de medicinas en CIENTOS de empresas en DOCENAS de países... y que ha funcionado PERFECTAMENTE en TODAS y cada una de las veces en que se ha hecho.<br />
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5. que los países donde las empresas farmacéuticas occidentales NO tienen poder, países como Rusia y China que están repletos de científicos e ingenieros brillantes, son TOTALMENTE INCAPACES de desarrollar "medicinas que si curan" para competir con éste inmenso esquema conspiratorio internacional.<br />
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¿Es razonable entonces creer en la super-recontra-hiper-mega conspiración PERFECTA?<br />
<br />
Mire, ni la CIA, el NSA, el FBI y la antigua KGB *JUNTOS* son capaces de montar algo así y sostenerlo por DÉCADAS sin cometer un solo error, sin dejar ni un cabo suelto, sin que salga un solo chota, sin que se filtre un solo documento.<br />
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Finalmente, y con ésto termino: las personas que presentan esas conspiraciones como si fueran "realidad" son TOTALMENTE INCAPACES de presentar ni un ápice de EVIDENCIA que demuestre lo que alegan. Cero. Ninguna. Es pura especulación, mezclada con sospechas, adobada con cinismo y cocinada con una dosis generosa de paranoia.<br />
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¿Dónde está la EVIDENCIA?Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com6tag:blogger.com,1999:blog-5061893157036573.post-19121749682449077532013-12-19T08:15:00.000-08:002013-12-19T08:15:25.991-08:00La Carcacha... <div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-ljqgElz5ohI/UrMbh9HAIFI/AAAAAAAAKCY/RyuSv6-bviQ/s1600/carcacha%5B1%5D.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="300" src="http://3.bp.blogspot.com/-ljqgElz5ohI/UrMbh9HAIFI/AAAAAAAAKCY/RyuSv6-bviQ/s400/carcacha%5B1%5D.jpg" width="400" /></a></div>
La gente en PR sigue viviendo bajo la ilusión de que los problemas se resuelven únicamente poniendo a X persona como gobernador. Entonces llegan las desilusiones y los desengaños cuando X persona no puede en 4 años resolver el estercolero que hemos construído en 500 años de coloniaje y 50 de ELA.<br />
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A ver si por fin lo entienden: ca<br />
mbiando el CHOFER no se arregla la CARCACHA. Y la carcacha no es UNICAMENTE el status colonial, sino las actitudes deshonestas, la jaibería, la busconería, la listería, los odios a todo lo que sea "empresarial', la inclinación de que el gobierno lo resuelva todo, etc. Son muchos los hijos del muerto.Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com0tag:blogger.com,1999:blog-5061893157036573.post-52775585766849755002013-11-21T15:31:00.000-08:002013-11-21T15:31:40.915-08:00Si PR tuviera un verdadero partido independentista...<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrXEkwX-3RWiiNnJ3B3lT8pYtrpMQbXuyJprK_fDN2IIPua6piWBe7iZVvECdalKxOLGCIOlImHc0piHExvfAxLaIfyjqTnAdVKlZtm4JARQzOVK2vAJP27pwdQ-nKPsa_M6h26pJ5ig/s1600/logopip%5B1%5D.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="295" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrXEkwX-3RWiiNnJ3B3lT8pYtrpMQbXuyJprK_fDN2IIPua6piWBe7iZVvECdalKxOLGCIOlImHc0piHExvfAxLaIfyjqTnAdVKlZtm4JARQzOVK2vAJP27pwdQ-nKPsa_M6h26pJ5ig/s400/logopip%5B1%5D.jpg" width="400" /></a><span style="font-family: Arial, Helvetica, sans-serif;">Si Puerto Rico tuviera un VERDADERO movimiento independentista, este sería un momento coyuntural. El desastre palpable en todas las esferas de la sociedad y la economía demuestran a la saciedad que el ELA ha fracasado y que no es viable. La monguera comatosa del supuesto partido estadista --a pesar de haber finalmente ganado un plebiscito de status con SUPERMAYORÍA -- demuestra que sólo les interesa administrarle la colonia a los sátrapas de San Patricio. </span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Un VERDADERO partido independentista aprovecharía el momento para venir con una propuesta renovada, actualizada, moderna, fundamentada en las lecciones aprendidas de la historia de países chiquitos que han prosperado al despojarse del colonialismo , y también de las lecciones de los fracasos románticos como Cuba. </span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">¿Pero DONDE DIABLOS está el movimiento independentista puertorriqueño? ¿Alguien lo sabe? Dedicándose a su deporte favorito, el incesto ideológico, felicitándose entre ellos mismos por lo listos e iluminados que son, lamentándose entre ellos mismos de lo incomprendidos que son por ese lumpen que no los acepta como los salvadores que pretenden ser.</span>Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com1tag:blogger.com,1999:blog-5061893157036573.post-25859280914051970042013-11-21T15:29:00.003-08:002013-11-21T15:29:59.485-08:00Voy llegando a la Frontera... Pa salvarme en Venezuela...Cuando miremos a Venezuela no perdamos de vista que lo que está pasando hoy en gran parte es la consecuencia de los MUCHOS AÑOS en que los dos partidos principales pisotearon a los millones que viven en sitios como la foto adjunta, robaron, saquearon, abusaron, y se dieron buena vida.<br />
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Demagogos como Chávez se han sabido aprovechar de ese sentimiento de desesperanza, de impotencia, de ver como otros abusan y disfrutan sólo porque nacieron con tal o cual apellido mientras uno se tiene que aguantar el hambre y verle las barrigas a los niños llenas de lombrices. Son demagogos que saben que dentro de ese pozo de tristeza hay un combustible más poderoso que el petróleo.<br />
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Maduro es un asco, la muerte de la democracia venezolana una tragedia, pero esa tragedia tiene una lección - y es que tarde o temprano los pueblos se cansan de los abusos. Y cuando pasan factura...<br />
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Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com0tag:blogger.com,1999:blog-5061893157036573.post-921991812248053622013-10-24T12:54:00.001-07:002013-10-24T12:55:54.894-07:00¿ Sindicatura Federal para el ELA ?<span style="color: #37404e; font-family: lucida grande, tahoma, verdana, arial, sans-serif; font-size: x-small;"><span style="line-height: 18px;">100% de acuerdo; esa comparación con el Plan Marshall la he hecho antes, y cae en oídos sordos (porque la mayoría de los PRs ni siquiera sabe lo que fue el Plan Marshall...) :</span></span><br />
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<span style="color: #37404e; font-family: lucida grande, tahoma, verdana, arial, sans-serif; font-size: x-small;"><span style="line-height: 18px;"><i>"Quien escuchó ayer a Maurice Ferre indicar que Puerto Rico ha recibido 219 billones de dólares durante los últimos veinte anos en transferencias federales. Para que tengan una idea, el Plan Marshall que levantó a la Europa devastada por la II Guerra Mundial fue de 24 billones y benefició a una docena de países. Por que PR sigue sumido en la miseria? Hay varias explicaciones, pero esta es la principal, y miren a su alrededor, a sus amistades y a la gente que conocen: cada batata, cada contratito y contratote, cada subsidio para comprar votos, cada familiar, chilla y arrimada (o arrimado) que viene a calentar una silla, cada comisario de barrio que contratan, cada subasta que se arregla, cada "change order" fatulo que se diseña, etc., etc., etc., gente, ALLI ESTAN LOS BILLONES. Puerto Rico, Isla del Truco. Puerto Rico, la Isla del Robo." - Jorge Galvá</i></span></span><br />
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<span style="color: #37404e; font-family: lucida grande, tahoma, verdana, arial, sans-serif; font-size: x-small;"><span style="line-height: 18px;">Y ahí tienen la VERDADERA RAZÓN por la que NINGUNO de los partidos políticos de Puerto Rico hace NADA REAL y sustantivo para cambiar el status : porque son MAFIAS que viven de ese sistema corrompido hasta el tuétano. Usan el status como anzuelo para pescar votos, treparse en el poder, y repartirse la jauja. Pero NO HARÁN NADA para cambiar el sistema que les permite engordarse como GARRAPATAS con la sangre , sudor y trabajo de todos ustedes.</span></span><br />
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<span style="color: #37404e; font-family: lucida grande, tahoma, verdana, arial, sans-serif; font-size: x-small;"><span style="line-height: 18px;">A mí me sabe a estiércol la idea de una sindicatura federal; es retroceder un siglo completo en términos de autogobierno. </span></span><br />
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<span style="color: #37404e; font-family: lucida grande, tahoma, verdana, arial, sans-serif; font-size: x-small;"><span style="line-height: 18px;">PERO por otro lado pienso que el ELA está tan grotescamente retorcido, tan jodido, tan corrupto, que YA NO TIENE ARREGLO... y tal vez sea mejor tragarnos la píldora amarga y el orgullo, hacer cantos el embeleco colonial inservible e inoperante que tiene PR hoy en día, y empezar desde CERO... aunque ésto signifique suspender cualquier posibilidad de estadidad o independencia durante al menos 50 años.</span></span>Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com1tag:blogger.com,1999:blog-5061893157036573.post-84399967996044360832012-12-15T01:28:00.000-08:002018-01-11T19:38:51.698-08:00Newtown, China, armas y salud mental...Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com0tag:blogger.com,1999:blog-5061893157036573.post-20662137812861843722012-10-29T13:19:00.000-07:002012-10-29T13:24:33.160-07:00Patriotas de Cafetín - Jacobo Morales<span style="font-family: Trebuchet MS, sans-serif;"><i>Dedicado a todos esos amigos super-patriotas que están el año entero hablando de Filiberto, de Albizu, de Lolita, de Patria, de Libertad, </i></span><i style="font-family: 'Trebuchet MS', sans-serif;">de lo mucho que podríamos lograr si fuéramos independientes... pero que cuando llegan las elecciones RAJAN LA PAVA y en los plebiscitos votan COLONIA como los buenos arrodillaos lambebotas <span style="color: red;"><b>lacayos coloniales</b></span> que REALMENTE son.</i><br />
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<span style="font-family: Trebuchet MS, sans-serif;"><br /><span style="font-size: large;"><br /><b>PATRIOTAS DE CAFETIN</b></span><br />por Jacobo Morales<br /><br /><br /><span id="goog_1497291491"></span><span id="goog_1497291492"></span><br /><br />Observo frecuentemente<br />a los patriotas de cafetin.<br />Tenemos tantos aqui'...<br /><br />Cuando esta'n buenos y sanos<br />son hombres ma's bien callados,<br />ti'midos,<br /><br />pero "se meten en palos,"<br />y de buenas a primeras<br />les sale un patriotismo<br />y unos impulsos revolucionarios<br />verdaderamente increi'bles,<br />insospechados.<br /><br />Unos de estos patriotas<br />monto' tribuna el otro di'a<br />en el bar de un amigo mi'o.<br /><br />Deci'a, con voz acusadora y encendida:<br />"!Este pai's esta' lleno de n~angotaos<br />que solo piensan en la comida!<br />Viven enjaulados en casas y edificios<br />y en sus propias cobardi'as<br />con los oi'dos sordos a la frase<br />'La patria es valor y sacrificio';<br />frase que deberi'a ser nuestra consigna.<br /><br />El ay bendito - continuo' diciendo,<br />luego de haberle derramado a otro la bebida -<br />es lo que tiene jorobao a Puerto Rico.<br />Viene cualquiera de afuera<br />y al poco tiempo ya tiene<br />carro nuevo y un buen puesto<br />que pudo haber ocupado,<br />o que teni'a<br />un puertorriquen~o.</span><span style="font-family: 'Trebuchet MS', sans-serif;">Y encima de eso el recie'n llegado opina.</span><span style="font-family: Trebuchet MS, sans-serif;"><br />Acerca de lo que conviene,</span><span style="font-family: 'Trebuchet MS', sans-serif;">de lo que nos perjudica...</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;">Pues por mi parte eso se acabo'.</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">- Y descargo' un violento pun~etazo</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">sobre el mostrador</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">que hizo saltar un cenicero -.</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">!Este es mi pai's, aqui' mando yo,</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">y los boricuas son primero,</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">y el que no lo piense asi' que me lo diga!</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;">- Dicho esto</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">por poco se cae de la silla.</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">Sus ademanes se haci'an torpes,</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">y su lengua se volvi'a pesada.</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;">Prosiguio' -:!La patria es cuestio'n de golpes,</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">no de poesi'a!".</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">Algunos le volvieron la espalda.</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;">Apuro' hasta el fondo su vaso de bebida.</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">Alguien puso en la vellonera</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">una vieja cancio'n de Felipe y Davilita.</span><span style="font-family: Trebuchet MS, sans-serif;"><br /><br />El patriota de cafeti'n trato' de seguir hablando...,</span><span style="font-family: 'Trebuchet MS', sans-serif;">pero ya estaba sin fuerzas;</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">ya nadie le oi'a.</span><span style="font-family: Trebuchet MS, sans-serif;"><br /><br />Al cabo de unos minutos</span><span style="font-family: 'Trebuchet MS', sans-serif;">saco' de su bolsillo,</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">torpemente,</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">varios billetes estrujados y un menudo,</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">parte del cual se le cayo' al piso;</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">estiro' como pudo varios billetes de a uno...;</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">los miro' varias veces</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">para convencerse</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">de que eran de a uno...;</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">pago',</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">y salio' del bar</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">diciendo por lo bajo frases incoherentes</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">y dando tumbos.</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">Al di'a siguiente,</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">con palpitaciones y falta de aire</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">a causa del "hangover,"</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">y sin afeitarse,</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">el patriota silenciado</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">llego' a su trabajo.</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">Tarde.</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;">Trato' de penetrar en su oficina</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">sin ser notado,</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">pero al sentarse</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">sintio' a sus espaldas</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">clavados</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">los ojos inquisidores</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">de su jefe americano.</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">No se volvio'.</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;">Permanecio' mirando unos papeles</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">y sus manos;</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">sus manos temblorosas,</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">y penso'...,</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">penso' en varias cosas:</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">en la noche anterior,</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">en sus descargas, en su borrachera,</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">y en el di'a anhelado</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">en que despue's que se desvanecieran</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">los vapores del alcohol</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">le quedaran las convicciones,</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">la entereza</span><span style="font-family: Trebuchet MS, sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">y el valor.</span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span>Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com1tag:blogger.com,1999:blog-5061893157036573.post-9217930260637165182012-10-26T10:52:00.002-07:002012-10-26T11:04:03.496-07:00Record de votación de AGP en el Senado<br />
Record de votación de AGP en el Senado :<br />
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<span style="font-size: large;"><a href="http://es.scribd.com/doc/111204144/Record-Legislativo-AGP">http://es.scribd.com/doc/111204144/Record-Legislativo-AGP</a></span><br />
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1. en <b>CONTRA </b>del nuevo Código Penal<br />
2. en <b>CONTRA </b>de la Reforma Contributiva ... pero se acogió a ella y se ahorró $ en sus planillas<br />
3. en <b>CONTRA </b>del aumento de sueldo a la policía ...<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2aQtP4Dy16X5XDKqU94Qrk4HYskdLSkUqd7Es5faCSMYD5YcJclXADqXLRADKNc5JosoLUSOZ3r4Q-iGpl7dl8QEJcC6ZXIO3UIHgNQavQk6xgLyQWnXxA_squ56ZhC98eWSU8H-xQQ/s1600/AGP+angry+birds.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2aQtP4Dy16X5XDKqU94Qrk4HYskdLSkUqd7Es5faCSMYD5YcJclXADqXLRADKNc5JosoLUSOZ3r4Q-iGpl7dl8QEJcC6ZXIO3UIHgNQavQk6xgLyQWnXxA_squ56ZhC98eWSU8H-xQQ/s1600/AGP+angry+birds.jpg" /></a></div>
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4. en CONTRA de la ley de Reforestación<br /><a href="http://es.scribd.com/doc/111213302/AGP-Voto-en-Contra-Ley-Reforestacion">http://es.scribd.com/doc/111213302/AGP-Voto-en-Contra-Ley-Reforestacion</a><br /><br />5. en CONTRA de la ley del Grillete Electrónico<br />
<a href="http://es.scribd.com/doc/111212847/AGP-Voto-en-Contra-Ley-Grillete">http://es.scribd.com/doc/111212847/AGP-Voto-en-Contra-Ley-Grillete</a><br />
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<br />Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com0tag:blogger.com,1999:blog-5061893157036573.post-87971507453181086842012-10-26T08:27:00.001-07:002012-10-26T08:27:17.551-07:00Philosoraptor - Agapito vs Bush<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvvag0kR4tZ6vXxpjMGs__WR5pm7XqA_QafWPuU57BiT-VKFG2_XEM6Snztk2UuadXQWoM8fSpfbFbq4BulZWupxeWAHn21gCZMWfo1rfyoqgBkQS-brE4Tys2crcSj_zfmNo3Q8yvPw/s1600/philosoraptor+-+agapito+bruto.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvvag0kR4tZ6vXxpjMGs__WR5pm7XqA_QafWPuU57BiT-VKFG2_XEM6Snztk2UuadXQWoM8fSpfbFbq4BulZWupxeWAHn21gCZMWfo1rfyoqgBkQS-brE4Tys2crcSj_zfmNo3Q8yvPw/s640/philosoraptor+-+agapito+bruto.jpg" width="640" /></a></div>
<br />Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com0tag:blogger.com,1999:blog-5061893157036573.post-14020506324202354502012-10-23T14:24:00.002-07:002012-10-23T14:24:57.990-07:00¿Funciona el ELA?<div class="separator" style="clear: both; text-align: center;">
<a href="http://i1.sndcdn.com/avatars-000019467928-2qcuyx-crop.jpg?3bedc77" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="211" src="http://i1.sndcdn.com/avatars-000019467928-2qcuyx-crop.jpg?3bedc77" width="320" /></a></div>
<span style="font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;">El ELA "funciona" tan bien que se han largado MEDIO MILLÓN de personas de PR en los pasados 10 años, la mayoría de los que quedan se quieren ir también, la economía lleva estancada desde los 1970s, el desempleo endémico no baja de 10% desde hace 30 años, la industria nativa es INEXISTENTE, la industria de afuera cada día se retira más, la calidad de vida está por el piso, y el costo de vida por las nubes...</span><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"><br /></span><span style="font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;">A quien ÚNICO le funciona el ELA es a los ricachones parásitos de la Secta de San Patricio porque con él pueden EVADIR PAGAR IMPUESTOS al IRS mientras viven en sus casas lujosas en Virginia y Orlando, y toman vacaciones en Aspen, Colorado y en Europa.</span>Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com0tag:blogger.com,1999:blog-5061893157036573.post-77406273736808546292012-10-23T11:07:00.003-07:002012-10-23T11:07:23.414-07:00la REALIDAD del ELA soberano: 30 años de POBREZA<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHb2-zUHwn5t-VqxO6xlsp1m5IZrWQL0k0vJCHHRUvGpji25MwKFVk3jCf9qU8be2md0_XETeg-GypM86h11KaUGQS7BCepY7JueHxEDVetum1A9TlbPm06F7pWX_9QvJriLCpjlx_LA/s1600/Libre+Asociacion+y+Soberania.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHb2-zUHwn5t-VqxO6xlsp1m5IZrWQL0k0vJCHHRUvGpji25MwKFVk3jCf9qU8be2md0_XETeg-GypM86h11KaUGQS7BCepY7JueHxEDVetum1A9TlbPm06F7pWX_9QvJriLCpjlx_LA/s640/Libre+Asociacion+y+Soberania.JPG" width="640" /></a></div>
<br />Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com1tag:blogger.com,1999:blog-5061893157036573.post-20237627122206263382012-10-23T10:46:00.003-07:002012-10-23T11:56:06.580-07:00Economía: Estados vs ELAs vs ELAs Soberanos<span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif; font-size: large;"><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMNi6a5Nd201_ipBhzg-cSrODM1_XmJs18krpdLR7uMvYmks5Dfb6YbaOi3bzpRCI8at1D8-3m61dS4Gs5BG8atC7jmHarZeXq_pc2MJPkSlF322hLnD9o3LvYUQfRvX-Zgv1BbHiMjw/s1600/Comparaci%C3%B3n+de+ingresos+per+capita+-+estados,+puerto+rico,+colonias,+libre+asociaci%C3%B3n+%5B2%5D.jpg"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMNi6a5Nd201_ipBhzg-cSrODM1_XmJs18krpdLR7uMvYmks5Dfb6YbaOi3bzpRCI8at1D8-3m61dS4Gs5BG8atC7jmHarZeXq_pc2MJPkSlF322hLnD9o3LvYUQfRvX-Zgv1BbHiMjw/s640/Comparaci%C3%B3n+de+ingresos+per+capita+-+estados,+puerto+rico,+colonias,+libre+asociaci%C3%B3n+%5B2%5D.jpg" /></a><br /><br /><br /> Aquí están los números del MUNDO REAL. Lo demás son inventos, wishful thinking, e hipótesis mongas de politiqueros trasnochados.<br /><br />EVIDENCE WINS.<br /><br /><br /><b>Estadidad = MÁS EMPLEOS</b><br />Más que por los fondos federales para escuelas, hospitales, carreteras, infraestructura, más que por las ayudas para los viejitos y pobres, la VERDADERA clave económica de la Estadidad es TENER senadores y representantes en el Congreso que HALEN para PR <b>contratos de compra de ventas y servicios a compañías puertorriqueñas</b>. Eso generaría CIENTOS DE MILES de empleos. <br /><br />Nuestros congresistas y senadores también podrían traer a PR inversiones directas del Gobierno Federal en laboratorios de investigación y desarrollo del National Institutes of Health, el Dept of Energy, NOAA, NASA, EPA, USDA y demás agencias federales importantes. Ésto significaría MUCHÍSIMOS empleos para científicos e ingenieros.<br /><br /><b>ASÍ ES</b> que TODOS, TODOS, <b>TODOS los estados</b> tienen un <b>desempleo</b> que es MUCHO MENOR que el del ELA. ASÍ ES que los TODOS, TODOS, TODOS los estados se han hecho super prósperos. Así es que PR luego de 10 años de estadidad estará ya alcanzando el promedio de ingreso nacional.</span>Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com0tag:blogger.com,1999:blog-5061893157036573.post-31208711466646010132012-10-23T10:40:00.001-07:002012-10-23T10:40:15.862-07:00Sobre el pseudo-argumento estúpido de "no nos quieren"<span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">Los populetes están haciendo la MISMA mierda que hicieron para el plebiscito del 98: buscarse algún periodista desconocido (vamos a ser honestos, ¿QUIEN CARAJO sabe o le importa quienes son esos dos pendejos que salen en el video de FoxNews?) para hablar mierda sobre la estadidad, y TROMPETEAR por todas partes que lla opinión de esos pendejos es la de 320 MILLONES de americanos. <br /><br />El argumento de "no nos quieren" es la cosa más PENDEJA que he escuchado, y el PR que se lo crea se MERECE seguir siendo un súbdito colonial JODÍO y aplastao.<br /><br />Miren, aunque FUERA VERDAD, que no lo es, lo que los PRs tienen que contestar es QUE SE JODA. Miren a ver si los NEGROS del sur durante la segregación se pusieron a LLORAR diciendo que como muchos blancos no los querían, pues no iban a poder obtener igualdad. <br /><br />¡Claro que no! Ellos dijeron PAL CARAJO la segregación, PAL CARAJO la desigualdad, PAL CARAJO al que no le guste que yo tenga igualdad, nosotros vamos a ser IGUALES y al que no le guste se va a tener que raspar pa las ventas y AGUANTÁSELO. ¿Resultado? Los negros LOGRARON la igualdad, LOGRARON destruir el sistema de segregación (que es la MISMA mierda que el ELA - es más, el ELA es PEOR), LOGRARON hacer que el racismo disminuya enormemente en USA. <br /><br />Los PRs pueden lograr lo MISMO y hasta MÁS si dejan de cogerle miedo a los imbéciles que todavía andan creyéndose la estupidez esa de "no nos quieren".<br /><br />Sólo una minoría "no nos quiere" y esos pocos racistas QUE SE JODAN.<br /><br />Los estadistas PRs que sean entrevistados por los medios nacionales TIENEN que empezar a sacar el argumento de la segregación para MANDAR PAL CARAJO y callarle la boca a pendejos como esos dos de FoxNews, sobre todo al ignorante de FoxNews ese que dijo que "PRs are in a pretty good economic position". What the FUCK? In what UNIVERSE does that guy live?!? Casi MEDIO MILLÓN de PRs se ha largado del ELA para los ESTADOS en los pasados 10 años. Is that what a "pretty good economic position" looks like???<br /><br />La estadidad es para que uds y sus hijos puedan tener en PR las oportunidades que otros como yo tenemos que venir a buscar en USA. Para que puedan TODO ESO sin tener que mudarse y dejar sus familias, sus casas, su gente. No dejen que embusteros sin escrúpulos le sigan ROBANDO EL FUTURO a uds y a sus hijos.</span>Raulhttp://www.blogger.com/profile/16923087131877523169noreply@blogger.com0