tag:blogger.com,1999:blog-41077241814030064772024-02-18T21:39:24.753-08:00LA ZONA CERO Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.comBlogger25125tag:blogger.com,1999:blog-4107724181403006477.post-25564071272256758312013-06-12T10:27:00.002-07:002013-06-12T10:27:32.772-07:00TRABAJO TALLER : MIRADAS CRUZADAS<div class="separator" style="clear: both; text-align: center;">
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MIRADAS CRUZADAS</div>
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<br />Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com0tag:blogger.com,1999:blog-4107724181403006477.post-84330718641969375372013-05-26T02:21:00.002-07:002013-05-30T07:40:07.093-07:00LOCURA.... ¿OTRA REALIDAD?<!--[if gte mso 9]><xml>
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<i><b> ¿ lA LOCURA ES OTRO TIPO DE REALIDAD?</b></i></div>
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<a href="http://2.bp.blogspot.com/-ibrsOZhtGd8/UaHTxH4PIfI/AAAAAAAAAQo/a9swpHLLLAo/s1600/MOLINO.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="http://2.bp.blogspot.com/-ibrsOZhtGd8/UaHTxH4PIfI/AAAAAAAAAQo/a9swpHLLLAo/s200/MOLINO.jpg" width="181" /></a> <span style="background-color: black;"></span> Para esta disertación voy a centrarme en el libro: <span style="background-color: black;"></span> <a href="http://es.wikipedia.org/wiki/Don_Quijote_de_la_Mancha">Don Quijote de la Mancha</a> . En la parte que me he centrado del libro es en
el famoso capitulo que todos conocemos, cuando Don quijote ve a gigantes en vez de molinos. Don quijote es tratado con crueldad por no ver lo que los demas ven, pero... ¿Es ese motivo suficiente para tratarlo asi? ¿Es que acaso no estamos en una sociedad abierta?</div>
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Para mí si es la locura otro tipo de realidad, por que yo defino la locura como una forma de interpretar la realidad
como cualquier otra, pero por desgracia solo es aceptada aquella realidad asumida por mayoría,
os pondré un claro ejemplo, imaginaros que hay 10 personas y solo 1 es la que
supuestamente no está loco. Esta persona no sabe que los demas sufren diversos problemas mentales. Ahora
colocamos a esas 10 personas delante de una silla azul, las 9 personas con
problemas mentales no verán la silla azul como silla azul por lo que la persona
que no está loca dudará si es una silla azul, con esto me quiero referir a que
la “autentica “realidad se basa en un claro consenso de la sociedad, en un
acuerdo mayoritario de personas y que la minoría por el contrario es la que no está
realmente viendo la realidad como en realidad es. </div>
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<br /></div>
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Obviamente yo creo que deberíamos ir todos en la misma dirección
e interpretar todos la realidad de la
misma forma. Un mundo en el que todos viéramos cosas diferentes, sería un caos.
Pero también nosotros vivimos en una
realidad modificada por nuestros sentidos, una sociedad en la que no existen
los sonidos, si no hondas, que en realidad no todo tiene el color que creemos
que tiene. Muchas personas han sido
matadas, torturadas, etc.… por ver un concepto distinto de realidad, se les ha
apartado de la sociedad, por lo que me pregunto.. ¿Somos una sociedad cerrada y
sorda? ¿ una sociedad sin ganas de cambio y sin querer ver más allá de lo que
queremos ver? Todo esto se transmite al libro de Don Quijote, en el cual Don
quijote veía más allá que los demás y sus familiares y amigos no le prestaban
la más mínima atención y lo querían encerrar en su propio hogar.</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-vMAmh1hDH0o/UaHT-j9f3rI/AAAAAAAAAQ4/HCjHOrajWE4/s1600/realidad-leon.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-vMAmh1hDH0o/UaHT-j9f3rI/AAAAAAAAAQ4/HCjHOrajWE4/s1600/realidad-leon.jpg" /></a></div>
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Pero para comprender
otras realidades no solo vale con comprenderlas sino vivirlas, por lo que ¿se puede “cambiar” de realidad? ¿Qué pasaría si
Sancho empezara a ver gigantes? Para mi creo que es muy complicado ver otra
realidad, porque todo es demasiado complejo, nuestra forma de ver la realidad
va alojada en el cerebro por lo que se debería producir un cambio muy excesivo
dentro de este para empezar a ver otra realidad. En el caso de Don quijote fue
por un exceso de lectura pero existe muchos otros tipos de formas. Don Quijote falleció
de amargura por culpa de su entorno que se empeño en destrozarle sus sueños, su
realidad y sobretodo su vida. Porque por
mucho que nos empeñemos en decir que Don Quijote estaba loco, para mí solo veia otro tipo de mundo, y lo más
importante es que era feliz haciendo lo que hacía y no hacía daño a nadie.</div>
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La “locura” de Don quijote este escrita en un libro, pero
por desgracia no todas están alojadas en hojas de papel, para mi es más valiosa una vida feliz desde otro tipo de ver
la vida que una vida de amargura en una realidad que los demás quieren que
veamos. </div>
Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com1tag:blogger.com,1999:blog-4107724181403006477.post-36731426039989757702013-05-12T09:15:00.002-07:002013-05-12T09:36:19.164-07:00¿ Es posible cambiar tu forma de ser ?<!--[if gte mso 9]><xml>
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<br />
¿ ES POSIBLE CAMBIAR TU FORMA DE SER? Cambiar por completo (mentalmente) y
ser otra persona distinta...<br />
Mi opinión es que si es posible cambiar, tanto tu personalidad, tu
forma de pensar, de ser o como queráis llamarlo. A pesar de la edad que tengo yo
he vivido la experiencia de amigos que han cambiado su forma de ser, de pensar
etc.. Por lo que siempre he considerado que las personas pueden cambiar
constantemente. Pero últimamente cada vez dudo mas de ello. Tal vez sea por la
sociedad, por la edad en la que me encuentro, o tal vez porque yo estaba
equivocado.<br />
<br />
Todos partimos de una base igualitaria, cuando somos recién nacidos no
tenemos personalidad, y todos nos comportamos según nuestros instintos, después
tienes la opción de ser como tus padres, o como tus amigos, y más adelante la
posibilidad de ser como eran tus padres, como son tus amigos, o como es la
sociedad. Ciertas veces estas se combinan o se mezclan creando nuevas formas de
ser, originando una nueva sociedad. Todo esto es demasiado complejo de como yo
lo pinto. También existen personas que no quieren ser distintas a los demás,
pero si mi teoría dice que somos lo que somos por nuestras influencias y educación,
esta persona que quiere ser distinta se está fijando en alguien que ya lo ha
sido por lo que ya no es distinta.<br />
Para que me entendáis os pondré el siguiente ejemplo: Imaginaros un pasillo
muy largo y vosotros estáis en el principio y desnudos. Y empiezas a caminar y
a los 5 pasos llega un grupo de personas con camisetas amarillas y claro tú no
quieres estar desnudo por lo que te pones la camiseta y caminas con la camiseta
amarilla pero poco después parece el grupo de las camisetas azules ofreciéndote
la camiseta azul por que en el tramo donde estas la camiseta amarilla no vale según
ellos... Tú te pones la camiseta azul y continuas...cada vez el pasillo empieza
a llenarse de gente a ofrecerte sus camisetas y cada vez es mas difícil de
andar y te llegan grupos como el de la camiseta verde, este grupo te
ofrece su camiseta pero tu cansado de tanta camiseta dices que no por lo que
estos no te miran mientras sigues por el pasillo o el grupo morado, rosa,
blanco....<br />
Con esto quiero deciros que cambiar tu forma de ser cada vez es mas fácil,
puede parecer que da igual con quien estés, que siempre tu serás el mismo
por dentro, pero dudo de ello y es por lo que me pregunto siempre esta
pregunta. También es cierto que cada vez hay más variedad de clases
sociales que influyen, etc...<br />
Yo me considero una persona que no ha cambiado su forma de ser, pero que
perfectamente podría hacerlo, pero en lo que si estoy seguro es que si cambias
es por influencias, experiencias, etc... Muy fuertes por que el ser humano es
muy complejo y con algo mínimo no se suele alterar como para cambiar su forma
de pensar.<br />
Pero claro, ahora entra la esencia, eso que se supone que existe pero
que no se sabe que es. Yo directamente lo incluyo en tu forma de ser, porque si
tú ves a una persona de chico y después la ves con 30 años tu pensaras que seguirá
manteniendo su esencia pero no tiene por qué. <br />
<br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com0tag:blogger.com,1999:blog-4107724181403006477.post-48218210290466886642013-05-02T12:48:00.000-07:002013-05-03T09:24:48.667-07:00EL HOMBRE ¿UN SER OPTIMISTA EN LA PENURIA Y PESIMISTA EN EL BIENESTAR?<!--[if gte mso 9]><xml>
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El hombre, ¿Un ser optimista en la penuria y pesimista en el
bienestar? He elegido esta pregunta para
el trabajo de filosofía y literatura porque me intriga muchísimo además de que
une barroco y actualidad.</div>
<div class="MsoNormal">
<a href="http://3.bp.blogspot.com/-c-2dSRycQqU/UYLCiQJ0pnI/AAAAAAAAAOM/_E8waXdq5sU/s1600/pesimismo+y+optimismo.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="216" src="http://3.bp.blogspot.com/-c-2dSRycQqU/UYLCiQJ0pnI/AAAAAAAAAOM/_E8waXdq5sU/s320/pesimismo+y+optimismo.jpg" width="320" /></a>Si viajamos al pasado, al barroco concretamente, nos damos
cuenta, que en una época tan terrible y calamitosa surgen cosas realmente
espectaculares, es decir, en situaciones extremas, el ser humano se agarra de
optimismo para salir de la situación que esta, se tira de ingenio y de
pensamiento, de innovación y de esperanza. Puede parecer que todo esto surge
porque no existe otra salida, pero desde
mi punto de vista, es algo complemente digno de valorar. En momentos difíciles como el de ahora, se
puede echar la vista atrás y apoyarnos en la época barroca para conseguir salir
de la crisis. </div>
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Por otro lado, cuando el ser humano está en un cierto nivel
de comodidad social, económica etc... Tiende a empeorar, a dejar de innovar o
seguir innovando. Por ejemplo en la segunda guerra mundial, se empezó a tener
conciencia y fe en que la mujer también podría servir para trabajar y no solo
para estar al servicio de la casa. Pero como todo, tuvo que ser en una
situación extrema para darnos cuenta de que la mujer servía para mucho más que
para estar en casa. En la actualidad ocurre lo mismo, la sociedad al estar en
un nivel de comodidad no se preocupo de buscar energías renovables y ahora, con
el calentamiento global, agotamiento del petróleo etc.… El ser humano vuelve a
recurrir a su ingenio y pensamiento para poder evolucionar. </div>
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<a href="http://1.bp.blogspot.com/-PJo3wov52No/UYLChZAa3YI/AAAAAAAAAOE/eu1UfQh35Bo/s1600/optimista_pesimista.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="132" src="http://1.bp.blogspot.com/-PJo3wov52No/UYLChZAa3YI/AAAAAAAAAOE/eu1UfQh35Bo/s200/optimista_pesimista.jpg" width="200" /></a>¿Pero cómo se puede llegar a tal punto de malestar y de estancamiento?
Mi teoría es la siguiente: Imaginaros una familia con problemas en seguir
adelante, y esta familia tiene dos
hijos, uno rompe todo, se queja por todo y se mete en problemas, y el otro es
muy inteligente, estudia mucho y tiene ideas para mejorar la economía de su
hogar. Pues bien, los padres se centraran mas en el niño problemático ya que es
el que da más problemas y por lo tanto no se centraran en el hijo inteligente y
que les puede solucionar algunos problemas. Pues ahora la familia es la humanidad,
el niño problemático los problemas del mundo provocado por nosotros y el niño
bueno las soluciones. Con esto quiero decir que el hombre siempre está
intentando remediar sus propios problemas y esto no le permite mirar hacia el futuro.</div>
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Todo esto da mucho que pensar, y valorar al ser humano como
un ser conformista, que no se preocupa de un futuro, que no mejora hasta que no
existe otra salida… Tal vez es ese el motivo de muchas crisis, de mucha
desigualdad en el mundo…. El barroco debería a ver sido un punto de inflexión
para la humanidad y tomar conciencia. El ser humano se ha caracterizado por
mirar atrás y aprender de sus errores pero nunca en mirar al futuro y
esquivarlos. Como todos sabéis, el
barroco viene precedido por el renacimiento, época de idealistas, de gente
despreocupada..etc... y todo esto es como
pasa en la actualidad, es exactamente lo mismo. </div>
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Pero… ¿y si fuera al revés? Es decir, que el ser humano
fuera optimista en la comodidad y pesimista en el desastre . Pues por el lado
pesimista sería preocupante hasta tal punto de volver a la edad del homo
sapiens… Porque nos estancaríamos, no
tendríamos ideas, ganas de seguir, de confiar en nosotros mismos… Y por el lado
optimista todo sería demasiado perfecto para ser realidad. Con mentalidades
abiertas, siempre dispuesta a conseguir más, siempre alerta….</div>
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El ser humano siempre ha tenido todo para conseguir lo que
hubiera querido, pero como todo niño mimado, terquea por lo que no obtiene y no valora lo que ya tiene, es decir, cuando
todo va bien, no valoramos las cosas y miramos por nosotros mismos, pero cuando
las cosas van mal, nos conformamos con tener solo lo que antes teníamos. </div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcBc_-Jdr7Y_wmdPvcjXb1sF-HWva7LV0lkJ3gV0hjvaltGv5vOQh_diZVb91XI7jfzhiqBKirRDU5K-22_SFKxaFMdWkvZswBOZrrSQD6vsSt5DqBTtuIjRqUGyG0kxPjXVQGqnEmI4H3/s1600/sep774.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="336" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcBc_-Jdr7Y_wmdPvcjXb1sF-HWva7LV0lkJ3gV0hjvaltGv5vOQh_diZVb91XI7jfzhiqBKirRDU5K-22_SFKxaFMdWkvZswBOZrrSQD6vsSt5DqBTtuIjRqUGyG0kxPjXVQGqnEmI4H3/s400/sep774.jpg" width="400" /></a></div>
<div class="MsoNormal">
Mi conclusión no es otra que el ser humano tiene una
atracción enorme para errar en todo pero también una ilusión en seguir
adelante. Es una especie capaz de tropezar con la misma piedra dos veces y no
caerse nunca.</div>
Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com0tag:blogger.com,1999:blog-4107724181403006477.post-20576185105888161292013-04-22T11:45:00.000-07:002013-04-22T11:45:19.394-07:00¿UNA SOCIEDAD SEDENTARISTA ?<!--[if gte mso 9]><xml>
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Un anuncio que todos conoceréis y que está muy de moda
es el de coca-cola que te anima a moverte, por que según dicen, somos una
sociedad cada vez mas sedentarita, y como ahora estamos en filosofía hablando
sobre la sociedad perfecta etc... Me ha parecido interesante que todos conozcáis
el video y opinéis sobre esto, porque ya dijo Marta en una clase que debería
ser obligatorio todos los días hacer ejercicio, y observando a la sociedad de
hoy en día, esa opinión que carecía de algunas cosas puede coger fuerza y tener
que ser algo que se aplique para todos y lo antes posible. Sé que el termino
obligar a todos os parece excesivo pero todo es modificable en esta vida.
Aquí os dejo el video y por favor, dejarme vuestras opiniones...</div>
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Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com11tag:blogger.com,1999:blog-4107724181403006477.post-26160812052371350492013-04-15T12:19:00.005-07:002013-04-15T12:30:02.865-07:00EGOISMO Y ALTRUISMO ¿ UNA PAREJA INSEPARABLE ?<!--[if gte mso 9]><xml>
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EGOISMO Y ALTRUISMO ¿ UNA PAREJA INSEPARABLE ?</div>
<div class="MsoNormal">
Para empezar no es un
tema que sea realmente perturbador ni nada por el estilo, es más bien liante y confuso
por que los filósofos dicen que somos seres sociables pero eso no se puede
aplicar hoy en día con todo el egoísmo, individualismo etc… Es un tema
demasiado complejo.</div>
<div class="MsoNormal">
<a href="http://2.bp.blogspot.com/-svtKH4zRYxA/UWxSdrtxQ7I/AAAAAAAAANA/ONnwuDpB11A/s1600/ayuda.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="228" src="http://2.bp.blogspot.com/-svtKH4zRYxA/UWxSdrtxQ7I/AAAAAAAAANA/ONnwuDpB11A/s320/ayuda.jpg" width="320" /></a>Para empezar el egoísmo es el reflejo del individualismo de
una persona, de poca empatía y amabilidad que tiene. Esto sumado a una sociedad
como la de hoy en día es una bomba con una mecha muy corta en la que lo único
que puede hacer </div>
alargar la mecha es el altruismo.<br />
<div class="MsoNormal">
Pero también el ser humano con su egoísmo demuestra la
privacidad, lo que es suyo y el derecho a disfrutarlo, lo que cabe preguntarse
si… ¿el egoísmo existe por el altruismo o viceversa?…</div>
<div class="MsoNormal">
Yo creo que sí, se necesitan una de la otra, porque con solo
imaginar una sociedad de solo altruismo
o de solo egoísmo las expectativas son demasiado perfectas y demasiado
imperfectas, porque lo que cabe pensar
que es necesario tener esos dos comportamientos y que la gente sea de distinta
forma, eso hace que el ser humano sigua hacia delante y no se estanque nunca. </div>
<div class="MsoNormal">
Todo esto es bastante confuso porque un egoísta no suele
reconocer que lo es, pero un altruista
si suele reconocerlo. Esto hace que un egoísta no sea egoísta y que un
altruista no sea altruista. Por eso cabe plantearse que las bases de altruista
y egoísta no están muy bien planteadas por lo que no suelo dar muchas vueltas a todo esto. </div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-BVftAPVW9xc/UWxSNy0cpvI/AAAAAAAAAM0/1erRPVpAEEE/s1600/Egoismo.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkbqeHA-YtSjCS3UR3JL6bk4RqkcWFuNaU9klSwuy_5My6pKDbueQcil9oIu3V6Fy1rWafEYg9ObR2ZC3hv6eaN_MFFTpv7J3Kuv9bM4weH4gm0bRhvKfJOPj5qbai9YvnIf5l5rS6mnNz/s1600/RainbowPaintingBlackWallpaper.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="159" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkbqeHA-YtSjCS3UR3JL6bk4RqkcWFuNaU9klSwuy_5My6pKDbueQcil9oIu3V6Fy1rWafEYg9ObR2ZC3hv6eaN_MFFTpv7J3Kuv9bM4weH4gm0bRhvKfJOPj5qbai9YvnIf5l5rS6mnNz/s200/RainbowPaintingBlackWallpaper.jpg" width="200" /></a>Ahora Imaginemos el <a href="http://es.wikipedia.org/wiki/RMS_Titanic">titanic</a>, un acontecimiento trágico, en el que se dice que hubo muchas personas
que se montaron 4 en un bote para 20 al
entrarles el pánico y no querer morir, pero por otro lado, gran parte de los encargados del
barco dejaron sus asientos a personas mayores, hijos y mujeres, esperando a que
todos estos salieran para coger los
botes restantes e irse ellos. Esto supuso la muerte de los encargados por que por desgracia no había
más botes. Ahora la duda está… ¿ Quien hizo lo mejor ? Por un lado, unos
vivieron gracias a su egoísmo y otros murieron por su altruismo… Sin duda unos
fueron recordados por su acto heroico y otros sobrevivieron. </div>
<div class="MsoNormal">
Creo que el problema
global de todo esto es que es un mundo tan complejo que debe existir un equilibrio
milimétrico para que el ser humano este contento con lo que tiene a su alrededor.
Lo que está muy claro es que no todos fuimos, somos, ni seremos iguales por eso
cuando veamos una persona egoísta o
altruista debemos estar contentos, porque esto es lo que hace de que seamos especiales, cada una de
las personas que habitan este planeta. </div>
Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com5tag:blogger.com,1999:blog-4107724181403006477.post-52264332596602871502013-04-12T10:46:00.002-07:002013-04-12T10:46:33.746-07:00IMPRESIONANTE !!<div class="separator" style="clear: both; text-align: center;">
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/hUj65M4T1cg?feature=player_embedded' frameborder='0'></iframe></div>
Todo aquello que nos hace reir, disfrutar, que nos apasiona, que vivimos por ello....Eso es lo que autenticamente hace disfrutar de cada momento, y más, si dispones de una camara para inmortalizarto, por favor, ver el video y disfrutar... A mi me encanta y te hace darte cuenta de todas las cosas que nos perdemos en decimas de segundo.Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com0tag:blogger.com,1999:blog-4107724181403006477.post-86749852598943381942013-04-08T11:04:00.003-07:002013-04-08T11:04:51.913-07:00TEST POLÍTICO !!!<div class="separator" style="clear: both; text-align: center;">
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My resultado en el test político de las 20 preguntas me ha salido un tanto sorprendente porque al parecerer he aparecido en el hueco totalitario. Me voy a tener que plantear realmente mis ideologías por que dejan mucho que desear....</div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-rtlVcraWJBs/UWMFVMBVLDI/AAAAAAAAAMU/-pWYO464LOc/s1600/rombo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="302" src="http://2.bp.blogspot.com/-rtlVcraWJBs/UWMFVMBVLDI/AAAAAAAAAMU/-pWYO464LOc/s320/rombo.png" width="320" /></a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Para ser mas exactos he salido en el punto (30,30 ) muy cerquita del centro.... Espero que vosotros también realicéis el test y decirme lo conservadores o progresistas que sois....</div>
Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com0tag:blogger.com,1999:blog-4107724181403006477.post-21586586355613067752013-03-16T03:06:00.001-07:002013-03-16T03:06:14.357-07:00MAS DEL UNIVERSO...Despues de hacer mi disertación intente buscar mas sobre el tema y descubrí que un programa que suelo ver a menudo tenia un capítulo reservado para mi pregunta, asi que disfrutar del video...<br />
<br />
<br />
http://www.youtube.com/watch?v=zyDoB-pdfIQ<br />
<br />
Os dejo el enlace ya que el video se me ha sido imposible de subir.<br />
<h1 id="watch-headline-title">
<span class="watch-title long-title yt-uix-expander-head" dir="ltr" id="eow-title" title="GRANDES MISTERIOS DEL UNIVERSO CON MORGAN FREEMAN. Podemos vivir para siempre?"><br /></span></h1>
Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com0tag:blogger.com,1999:blog-4107724181403006477.post-30552495359840011282013-03-08T11:20:00.000-08:002013-03-08T11:20:26.042-08:00¿De verdad vivimos así ?<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/LIXTildxNbo?feature=player_embedded' frameborder='0'></iframe></div>
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¿Es esto cierto? ¿ Esta es en la sociedad en la que vivimos? Desgraciadamente para mi si y esto es algo que seguira pasando, una sociedad tan comprimida, extresada y liberal que acaba con nuestra libertad, forma de ser y de actuar...</div>
Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com0tag:blogger.com,1999:blog-4107724181403006477.post-44678339490759657472013-02-26T08:36:00.000-08:002013-03-02T03:13:07.810-08:00¿QUE ES LO QUE NOS HACE CONSIDERARNOS LA MISMA PERSONA ?<!--[if gte mso 9]><xml>
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<a href="http://www.blogger.com/blogger.g?blogID=4107724181403006477" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=4107724181403006477" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>¿Que es lo que nos hace considerarnos la misa persona? Pregunta que aparece
en el texto y que viene precedida de la pregunta ¿Que hace que tú seas tú? Bueno
para empezar debemos saber que este tema tiene muchos inconvenientes porque hay
distintas formas de verlo, desde la visión bióloga, social, científica..<br />
<br />
<br />
<a href="http://4.bp.blogspot.com/-LSc94b_Bk8w/UTHeK4KGX7I/AAAAAAAAAL4/-Ofh4PxFOSs/s1600/FanatismoIdentidad.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="237" src="http://4.bp.blogspot.com/-LSc94b_Bk8w/UTHeK4KGX7I/AAAAAAAAAL4/-Ofh4PxFOSs/s320/FanatismoIdentidad.jpg" width="320" /></a><a href="http://1.bp.blogspot.com/-JH5rmxmKQxM/USzkI8YerpI/AAAAAAAAALg/V3CpN9bMSlk/s1600/FanatismoIdentidad.jpg" style="float: right;"><span style="color: blue; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"></span></span></a>Lo que nos hace
considerarnos la misma persona sería mantener tu misma mentalidad, y tu forma
de ser de desde un primer momento, pero no en el aspecto físico ya que contra
eso no se puede luchar por mucho botox o cirugía estética. Por eso una persona
que padece esquizofrenia se podría decir que sufre un cambio de
personalidad por que no es la misma persona. Si esto lo trasladamos a personas
con cambio de identidad también pasaría lo mismo, lo mismo que para que una
persona sea la misma persona tiene que haber un cierto acuerdo social, es
decir, imaginemos que una persona tiene dos familias, en una situada en China
en la que el habla chino, tiene 2 hijos que los sabe cuidar y es educado con todo
el mundo y otra familia en África con 6 hijos que los maltrata, las dos mujeres
considerarían que el marido que vive al otro lado del mundo no es su marido
aunque físicamente fueran igual.<br />
<br />
Hay personas que afirman la presencia de la "esencia" como algo
inmaterial que se encuentra alojado en nuestro cuerpo y que es nuestro sello de
identidad por decirlo de alguna forma que es intocable pero si modificable en
el cual se encontraría lo que nos hace ser la misma persona ya sea en el
periodo de un segundo o de 50 años... Yo no creo en que esto sea cierto
porque es algo que es inmaterial por lo que cada uno tiene su versión sobre la
esencia, su propia teoría y que tienes que recurrir mucho a la imaginación para
solo comprender una cierta parte. <br />
<br />
Para mí la solución a esta pregunta la tienen todos los que no son tú, es
decir, el exterior es el único que es consciente de tu evolución completa,
tanto mental, física, emocional.... Tus familiares, amigos, vecinos de toda la
vida... Ellos son los que nos hacen saber si somos o no somos la misma persona,
para que lo entendáis mejor pensar que una persona va montada en un tren en el
que el cristal cumple la función de no dejar ver al de afuera pero si al de
adentro, por lo que no es consciente de que el tren se está moviendo del punto
A a un punto B pero aparece un segundo tren paralelo al tren inicial en el que
un pasajero mira por la ventanilla y ve que su compañero se está desplazando
hacia el punto B, por lo que lo llama para decírselo y este se da cuenta de que
cada vez está más cerca del Punto B. Ahora si por tren decimos el paso de la
vida, los puntos A y B, el nacimiento y la muerte respectivamente, el
pasajero del tren paralelo tu familia y tu el pasajero que iba en el tren de
las lunas tintadas comprenderás mi tesis.<br />
<br />
<a href="http://3.bp.blogspot.com/-VQ3nJrEix9M/UTHepzWltlI/AAAAAAAAAMA/i77rId-YVZw/s1600/20100425190828_20100422214750_vicki-clones.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="213" src="http://3.bp.blogspot.com/-VQ3nJrEix9M/UTHepzWltlI/AAAAAAAAAMA/i77rId-YVZw/s320/20100425190828_20100422214750_vicki-clones.jpg" width="320" /></a><a href="http://3.bp.blogspot.com/-DwOda74vDHM/USzkLurpscI/AAAAAAAAALo/2ggk4_WjVJU/s1600/20100425190828_20100422214750_vicki-clones.jpg" style="float: right;"><span style="color: blue; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"></span></span></a>Desde un punto de vista
científico y más reducido consideraría que existe algo en nuestro cuerpo aun
sin encontrar que contendría el famoso ¿por que soy como soy?, es decir, todas
nuestras cualidades, gustos, etc... Cientos de personas, la mayoría filósofos
de antes de Cristo ya intentaban darle una solución al gran problema que supone
esto, porque de ello depende juzgar a una persona, saber si está enferma, saber
que no es un clon,....<br />
<br />
Sobre esto hay millones de teorías como una que dice que tú no eres
la misma persona que empezó a leer mi disertación hace 5
minutos, por eso no le voy a dar más vueltas no vaya a ser que acabe siendo
alguien que no sea yo.<br />
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<![endif]-->Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com0tag:blogger.com,1999:blog-4107724181403006477.post-27998217600440000112013-02-24T02:59:00.005-08:002013-02-24T02:59:38.796-08:00SER FAMOSO....SER FAMOSO.... ¿VIDA DE ENSUEÑÓ?...¿MUNDO IDEAL?...<br />
<br />
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<br />Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com4tag:blogger.com,1999:blog-4107724181403006477.post-86608897146085915962013-02-18T11:02:00.001-08:002013-02-18T11:03:54.839-08:00¿MAS DIMENSIONES ?<a href="http://3.bp.blogspot.com/-IBlDPoOAuo0/USJ6MTK6-SI/AAAAAAAAALQ/ubFtj4QPOT0/s1600/SpaceTimeCrystal_092512-617x416.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="134" src="http://3.bp.blogspot.com/-IBlDPoOAuo0/USJ6MTK6-SI/AAAAAAAAALQ/ubFtj4QPOT0/s200/SpaceTimeCrystal_092512-617x416.jpg" width="200" /></a><br />
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<br />
¿Y si el mundo estuviera hecho de más de 3 dimensiones pero nosotros no
podemos verlas....? El video que os pongo a continuación habla de eso, y
comenta ciertas cosas interesantes, cosas que están cerca de mi opinión sobre
el video que nos enseño Rafa sobre el círculo que solo veía en dos dimensiones
y el hombre vestido de superman que intentaba decirle que estaba equivocado y
que su mundo no era el real. Pues bien, ese hombre también se equivocaba, el
tampoco está en el mundo real por llamarlo de alguna forma.<br />
<br />
En este video se centra en la historia de la caverna que estamos dando
estos días en clase, al comenzar el video el presentador, Morgan Freeman dice
textualmente: se pueden descubrir esas dimensiones, por lo que a mí se me pasó
por la cabeza la teoría de platón ya que él decía que en el mundo sensible solo
se pueden descubrir cosas no crearlas. Además vuelve a centrarse en la teoría
de la caverna en el minuto 7:30 en donde pone como ejemplo las sombras
proyectadas. No os interrumpo mas, ver el video que es muy interesante y da que
pensar...<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
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Tal vez dentro de unos años todo esto que son
suposiciones tal vez se convierta en realidad y se pueda demostrar. La ciencia
avanza a pasos rápidos y grandes por lo que ver estos videos nos enseña y nos
conciencia de lo que hay en nuestro alrededor, además de personas que no
se quedan sentadas sin hacer nada si no que intentan darle un por qué a todo.</div>
Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com0tag:blogger.com,1999:blog-4107724181403006477.post-16552139107729943762013-02-13T07:17:00.004-08:002013-02-13T07:17:56.747-08:00PREGUNTAS.....LA GRAN PREGUNTA DEL HOMBRE<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal">
¿POR QUE UNA PERSONA NO TIENE PREGUNTAS? </div>
<div class="MsoNormal">
Una pregunta que me lleva a otra: ¿SE PUEDE DEJAR DE HACER
PREGUTNAS? Y es lo que hoy intentare resolver. Para empezar me hago esta
pregunta porque cada vez me surgen menos preguntas <span style="mso-spacerun: yes;"> </span>aunque acabo contradiciéndome al formular una
pregunta que me lleva a hacer una <span style="mso-spacerun: yes;"> </span>especie
de disertación.</div>
<div class="MsoNormal">
<a href="http://2.bp.blogspot.com/-9OLwMbblao8/URut-hnDNSI/AAAAAAAAAK4/xfMB4NF1v10/s1600/15-preguntas-trampa-a-tener-en-cuenta-en-una-entrevista-de-trabajo.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="184" src="http://2.bp.blogspot.com/-9OLwMbblao8/URut-hnDNSI/AAAAAAAAAK4/xfMB4NF1v10/s320/15-preguntas-trampa-a-tener-en-cuenta-en-una-entrevista-de-trabajo.jpg" width="320" /></a>Cuando una persona no tiene preguntas es porque no le inquieta
nada, el tiene resuelto o controlado todas aquellas preocupaciones que giran en
su entorno por lo que su cerebro no tiende a preguntarse.<span style="mso-spacerun: yes;"> </span>Preguntarse en mi opinión, es algo que al
cerebro no le sienta del todo bien porque muestras duda, algo que no sabes, y
tu cerebro entra en estado de ansiedad por resolverla ya que tu cuerpo lo único
que quiere es estar en estado de relajación</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-iCD4WdotAzo/URuuFqE83NI/AAAAAAAAALA/a-oA-_c7lxA/s1600/12882208-preguntas-en-busca-de-soluciones-como-una-senal-de-trafico-amarilla-con-una-flecha-en-forma-de-un-si.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="http://3.bp.blogspot.com/-iCD4WdotAzo/URuuFqE83NI/AAAAAAAAALA/a-oA-_c7lxA/s320/12882208-preguntas-en-busca-de-soluciones-como-una-senal-de-trafico-amarilla-con-una-flecha-en-forma-de-un-si.jpg" width="296" /></a></div>
<div class="MsoNormal">
Yo creo que estamos hechos para hacernos preguntas ya que el
ser humano es así por naturaleza y cada vez intenta buscar nuevas respuestas a
nuevas preguntas. Pero si que se puede dar el caso que una persona ya no tenga
preguntas. Siempre y cuando nos refiramos a preguntas de tipo filosóficas,
perturbadoras, que nos hacen pensar, que no se encuentran fácilmente y que
muchas de ellas no tienen solución actualmente. Pero ¿ Que nos lleva a
formularnos preguntas? Tal vez cuando peor estamos, porque, ¿Para qué hacernos
preguntas si estamos bien? Sería como ir al médico cuando estas perfectamente, quizás
te encuentren algo pero salvo por alguna excepción nos daría igual. Ante
momentos de indecisión, de preocupación y de tristeza es cuando algo de nuestro
cuerpo decide trasformar nuestra preocupación en preguntas para encontrar
respuestas. En ese estado es cuando muchos autores, artistas, músicos…etc.…hacen
muchas de sus obras. </div>
<div class="MsoNormal">
Tal vez nacemos con preguntas limitadas, es decir, cada uno
con un limitado número de preguntas<span style="mso-spacerun: yes;"> </span>ya
que ciertamente a todos no nos inquietan las mismas preguntas ni en<span style="mso-spacerun: yes;"> </span>los mismos momentos de nuestra vida. Quizás
con el paso de los años surjan nuevas preguntas y así nunca quedarme estancado.
</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>Es raro porque el no
tener preguntas me hace hacerme preguntas, quizás sea algún tipo de método para
que el ser humano no pare de preguntarse. Por que la pregunta siempre a sido siempre la gran pregunta del hombre...</div>
Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com0tag:blogger.com,1999:blog-4107724181403006477.post-78475043738183654342013-01-21T12:16:00.003-08:002013-01-21T12:16:12.990-08:00¿ES EL TIEMPO LA DISTANCIA ENTRE MIS RECUERDOS ?<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">¿ ES EL
TIEMPO LA DISTANCIA ENTRE MIS RECUERDOS? Una pregunta que cuando la escuché por
primera vez no le hice mucho caso pero que poco a poco no me ha dejado de sonar
en mi cabeza.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<a href="http://www.blogger.com/blogger.g?blogID=4107724181403006477" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" 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" /></a><a href="http://1.bp.blogspot.com/-YdmTagSkP2c/UP2EbGldjAI/AAAAAAAAAKg/SE6yy8CIZ6Y/s1600/falsos_recuerdos_recordar_lo_que_no_ha_sucedido1.jpg"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes; text-decoration: none; text-underline: none;">
</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Para mí el
tiempo es la distancia entre los recuerdos por la misma razón que sin luz no
hay sombra, es decir; sin recuerdos no tendríamos diferentes puntos a lo largo
de la vida para darnos cuenta del tiempo. Pongamos el ejemplo de una persona
que no pudiese recordar, el probablemente no sabría que paso un mes desde que
se casó, el seria consciente de que está creciendo pero no sabría con
exactitud cuántos años tiene ni cuanto hace de su comunión....sin recuerdos el
tiempo no nos serviría porque solo serian una serie de cifras que indicarían
en el momento que nos encontramos. Para que lo entendías, imaginemos un
velódromo en el que un ciclista es el tiempo y que la meta es el recuerdo, el
ciclista al tener meta sabe las veces que ha pasado pero sin ella el ciclista
solo daría vueltas y vueltas y vueltas...., es decir, el tiempo solo seguiría
pasando sin consecuencia ninguna para nosotros.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
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<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">El recuerdo
es aquello que nos indica la trayectoria de una vida, aquello que nos hace
saber nuestro progreso en la vida, y que no somos ningún robot o cerebro
conectado a una cubeta. Por ello es importante recordar, almacenar datos de tu
existencia para saber que eres consciente de ello. Pero...¿y sin tiempo habría
recuerdos? Es posible, porque en un lugar en donde el conocimiento del tiempo
no existiera y siempre tuvieras la misma edad y vivieras en el mismo minuto,
segundo, milésima de segundo, una persona podría recordar ordenadamente lo que
ha hecho sin poner unidades de tiempo.</span></div>
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<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> Digamos
que de alguna forma el cerebro esta preparado para vivir sin tiempo pero no sin
recuerdos, el tiempo no es más que cifras que le ponemos a nuestra vida para
organizarnos mejor...</span></div>
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<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Es una
pregunta muy complicada y que a la mayoría de las personas nos perturba, por
que a muchos nos da miedo echar la vista atrás y llenarnos de recuerdos
que inconscientemente te afectan de manera emocional porque sabes que ha
pasado un espacio tiempo que no volverás a vivir. </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<a href="http://www.blogger.com/blogger.g?blogID=4107724181403006477" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" 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" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Las primeras
personas que habitaron en el planeta no tenían calendarios, relojes… y su única
forma de saber que el tiempo pasaba era recordar y ver la distancia que había
pasado, mirar a su alrededor y darse cuenta de que había cosas que habían
cambiando.</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<a href="http://4.bp.blogspot.com/-DnoDMhdGzMQ/UP2EmLqa9xI/AAAAAAAAAKo/9BNGehgmDLI/s1600/Reflections-Campaign3.jpeg"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-no-proof: yes; text-decoration: none; text-underline: none;">
</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Tal vez no
este muy claro que el tiempo sea la distancia entre los recuerdos pero de lo
que si estoy seguro es que el tiemplo que empleo recordando me hace darme
cuenta de que no estoy generando recuerdos… </span></div>
Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com0tag:blogger.com,1999:blog-4107724181403006477.post-41073687514842210172013-01-14T10:30:00.004-08:002013-01-14T10:30:42.052-08:00SOCRATES JUICIO Y MUERTE DE SOCRATES <br />
<a href="http://4.bp.blogspot.com/-b0WUgwPMx8E/UPRNjGgWDBI/AAAAAAAAAKI/qxdcgK4X0lo/s1600/SOCRATES.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="http://4.bp.blogspot.com/-b0WUgwPMx8E/UPRNjGgWDBI/AAAAAAAAAKI/qxdcgK4X0lo/s320/SOCRATES.jpg" width="251" /></a>Fue acusado en el 399 a. C. de despreciar a los dioses del Estado, una referencia al daemonion, o voz interior
mística, a la que Sócrates aludía a menudo. También fue acusado de
corromper la moral de la juventud, alejándola de los principios de la
democracia y se le confundió con los sofistas, tal vez a consecuencia de
la caricatura que realizó de él el poeta cómico Aristófanes en la
comedia "Las nubes" representándole como el dueño de una "tienda de
ideas" en la que se enseñaba a los jóvenes a hacer que la peor razón
apareciera como la razón mejor. . <br />
<br />
La ausencia de un cuerpo doctrinal y dogmático acerca de los dioses hace
difícil tomar en serio la primera parte de la acusación e igualmente la
imputación de corromper a la juventud, a no ser que por ello se
entienda que con su actitud filosófica, Sócrates sometió a la democracia
recientemente restaurada a la misma crítica a la que sometió a todas
las demás cuestiones de índole moral, gnoseológica o religiosa.
Asimismo, entre sus intereses de hallaba, probablemente, el instruir a
una futura clase política para que gobernase sabia y justamente. Como
entre sus discípulos se encontraban personajes tan controvertidos,
anticonvencionales o contrarios a la democracia como Alcibíades o
Arístipo, dicha "clase" fue odiada por la mayoría de los escasamente
instruidos ciudadanos de Atenas, que se veían excluidos de la
intelectualidad aristocrática de Sócrates. <br />
<br />
Otro hecho paradójico que envuelve la condena de Sócrates es que él
mismo rehusó salir impune, comportándose altaneramente ante el tribunal.
Una vez decidida su culpabilidad podría haber propuesto una pena
(antitímesis) un tanto más suave que la presentada por la acusación
(tímesis) e incluso, podría haber huido, ayudado por sus discípulos
(Critón) y simpatizantes. Sin embargo, nada de esto hizo, limitándose a
cumplir las leyes que él mismo, como ciudadano de Atenas, había acatado
siempre. Bebió la cicuta y murió, convirtiéndose en uno de los
personajes más importantes e influyentes de la humanidad. ~ <br />
<br />
Una fuente de primera mano la encontramos en la "Apología" de Platón que
recoge lo esencial de la defensa de Sócrates en su propio juicio: una
valiente reivindicación de toda su vida. <br />
<br />
En efecto, fue condenado a muerte. Y aunque la sentencia sólo logró una
escasa mayoría inicialmente, cuando, de acuerdo con la práctica legal de
Atenas, Sócrates hizo una réplica irónica a la sentencia de muerte del
tribunal proponiendo pagar tan sólo una pequeña multa, dado el escaso
valor que tenía para el Estado un hombre dotado de una misión
filosófica, enfadó tanto al jurado que éste volvió a votar a favor de la
pena de muerte y, en esta ocasión, por una abultada mayoría. (Ver la
Apología de Sócrates, de Platón) <br />
<br />
Como se ha dicho, los amigos de Sócrates planearon su huida de la
prisión pero prefirió acatar la ley y murió por ello. Pasó sus últimos
días con sus amigos y seguidores, como también quedó recogido en la obra
"Fedón", de Platón, y durante la noche cumplió su sentencia bebiendo
una copa de cicuta, siguiendo el procedimiento habitual de ejecución en
Atenas.<br />
<br />
Se me ocurrió hacer esta entrada tras hablar hoy sobre él, y me entró curiosidad sobre su muerte, por que él es alguien tan importante en nuestra sociedad, y que no fuera valorado en la suya da que pensar.... Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com0tag:blogger.com,1999:blog-4107724181403006477.post-83466569506997927662012-12-26T04:25:00.000-08:002012-12-27T10:15:51.686-08:00UN HEROE<div class="separator" style="clear: both; text-align: center;">
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"Existen superhéroes en la vida real, todos los días se mueven entre nosotros,
listos para defender una gran nación y a sus ciudadanos al instante. Son
maridos, padres, hermanos, hijos capaces de mirar a la cara a la muerte y aun así
volver el mismo día a acunar a sus bebes recién nacidos hasta que duermen.<br />
<br />
Esta clase de guerrero no se puede comprar o fabricar, bendecidos con un
sentido más elevado de su propósito, y el conocimiento exacto de lo que les
puede deparar el destino. Elegimos compartir esta vida con ellos porque preferiríamos
estar con una persona extraordinaria durante un breve periodo de tiempo que
toda la vida con una persona más ordinaria.<br />
<br />
En la vida nunca puedes prepararte para ciertos acontecimientos, te cambian,
y sus consecuencias dan la vuelta al mundo Ver el féretro de tu padre, hijo,
hermano cuando regresa por fin a su hogar. La perspectiva de ver que ya nunca estará
ahí y de vivir toda una vida sin esa persona que siempre estuvo contigo. La
verdad es que estas personas nunca defraudaron a nadie, y es por eso que ya no están
aquí hoy.<br />
<br />
Su fallecimiento nunca nos definiría, pero viviríamos con mayor plenitud y haríamos
valer cada momento que nos han otorgado."
-----Stacey------<br />
<br />
Con esto os pretendo mostrar lo duro que es tener personas que se juegan la
vida todos los días para defender nuestra paz y libertad que desde tiempos
lejanos, es un lujo.<br />
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<![endif]-->Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com0tag:blogger.com,1999:blog-4107724181403006477.post-18443546784674928182012-12-15T03:36:00.002-08:002012-12-15T03:36:43.566-08:00LITTLE TALKS<div class="separator" style="clear: both; text-align: center;">
<object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://1.gvt0.com/vi/ZzgUFXC_gPk/0.jpg"><param name="movie" value="http://www.youtube.com/v/ZzgUFXC_gPk&fs=1&source=uds" /><param name="bgcolor" value="#FFFFFF" /><param name="allowFullScreen" value="true" /><embed width="320" height="266" src="http://www.youtube.com/v/ZzgUFXC_gPk&fs=1&source=uds" type="application/x-shockwave-flash" allowfullscreen="true"></embed></object></div>
<br />Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com0tag:blogger.com,1999:blog-4107724181403006477.post-42636614214419768332012-11-30T10:58:00.001-08:002012-11-30T10:58:09.064-08:00<div class="separator" style="clear: both; text-align: center;">
¡¡¡SUPERACION EN ESTADO PURO !!</div>
<div class="separator" style="clear: both; text-align: center;">
VERLO HASTA EL FINAL, GRACIAS....<br /><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/P8S23MvzyH4?feature=player_embedded' frameborder='0'></iframe></div>
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Hace falta prepotencia, intransigencia y estupidez para iniciar una pelea, pero se necesita mucha valentia y coraje para perdonar o pedir y reconocer cuando estamos equivocados...Matar a alguien por defender ideales es suicidar nuestra convivencia humana, Al agredir a alguien te agredes a ti mismo, no lloren por mi, lloren por ustedes mismos y por vuestros hijos. Yo me quedo con estas palabras y con el video grabadas en mi cabeza de por vida...como bien a dicho la presentadora, el hace que todo por lo que nos preocupamos sea patético...¿ y ati ?¿que te ha parecido el video?Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com3tag:blogger.com,1999:blog-4107724181403006477.post-68087689215730946732012-11-30T06:19:00.002-08:002012-11-30T06:19:39.267-08:00TOO CLOSE<div class="separator" style="clear: both; text-align: center;">
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<br /></div>
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Necesito ayuda, ¿Alguien puede decirme a que es exactamente a lo que se refier esta canción?</div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/zTM9QyPHppo?feature=player_embedded' frameborder='0'></iframe> </div>
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GRACIAS </div>
Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com2tag:blogger.com,1999:blog-4107724181403006477.post-62053756566652035892012-11-08T08:17:00.002-08:002012-11-09T06:17:19.818-08:00FILOSOFIA !! - ¿ QUE ES LA ESPERANZA?<!--[if gte mso 9]><xml>
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<span style="background-color: black;"><u><i><b>¿QUE ES LA ESPERANZA? </b></i></u></span>Bonita pregunta que a muchos nos ha servido de ayuda o
de consuelo en momentos difíciles.<br />
<span style="background-color: black;"></span><br />
En mi opinión la esperanza es el último recurso ante algo difícil de superar
o de afrontar, la esperanza es el alivio que a todos nos inculcan cuando algo
no sale como esperamos, es algo que desde chicos nos enseñan, y es interesante,
porque, ¿ porque se nos enseña a tener esperanza? quizás para que nunca nos
rindamos o para mantener un estado de felicidad ante momentos difíciles o simplemente
para confiar en que alguien o algo externo a nosotros lo solucione... <br />
<br />
La esperanza la tenemos todos, la tenemos dentro de nuestro cuerpo, seamos
como seamos, (altos o bajos, chicas o chicos, chinos o irlandeses), nuestros
padres, amigos, nuestro entorno nos enseña ya a tener esperanza, a usarla, a hacerla
despertar para tenerla como aliada en los momentos difíciles, algunos confían
mas en ella o la manifiestan a través de su religión o simplemente no creen
tenerla pero tener esperanza no es un privilegio sino una necesidad que todos
tenemos como un bote salvavidas cuando el barco se hunde.<br />
<br />
Después de la esperanza no hay nada, solo queda la soledad, la tristeza, la
aceptación de lo ocurrido y de afrontarlo como es debido. Puede parecer que muchos
no la tienen pero ellos no saben que dentro de ellos, en alguna parte de su
cuerpo, algo no se da por vencido, y eso se llama esperanza. Muchos milagros habrán
sido la esperanza de no rendirse y de esperar a que alguien les rescate, la
esperanza de continuar escavando para encontrar a alguien que está bajo los
escombros, la esperanza de que el cuerpo consiga frenar la enfermedad que lo está
matando.<br />
<br />
La esperanza a llevado al hombre a conseguir grandes cosas, y que quizás no
solo sea del hombre esta cualidad, también puede ser atribuido a un animal. Una
persona puede rendirse mentalmente pero no físicamente, y viceversa pero nunca
una persona puede perder la esperanza. Sin ella no seriamos más que personas
que aceptaríamos todo lo ocurrido, y quizás sin sueños, sin objetivos.<br />
“la esperanza es el sueño de los que están despiertos" - ARISTOTELES<br />
<br />
Desde un punto científico puede que la esperanza sea una neurona que se
activa proporcionando felicidad y tranquilidad al cuerpo o desde otro punto de
vista puede que no sea nada, que la esperanza no sea más que una palabra. Lo
que sí sabemos es que por ahora puedes seguir confiando en una palabra, en 9
letras, en un sentimiento, en algo que nunca se nos quitara, en lo último que
se pierde, en la ESPERANZA<br />
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<h2>
<i><span style="color: lime;">¿ COMO SERIA UN MUNDO SIN PREGUNTAS?</span></i></h2>
¿CÓMO SERIA UN MUNDO SIN PREGUNTAS? Pregunta que me hago a partir de otra
( ¿ Se podrida vivir sin preguntas? ) pero a la que esta le doy más importancia por que me interesa más.<br />
<br />
Para mí un mundo sin preguntas no sería más que un mundo sin
objetivos, bloqueado, sin avanzar y sin explorar todas las curiosidades del
mundo, de la vida, del universo...porque para mí las preguntas son el
hijo de la curiosidad, característica que tiene el hombre por excelencia y que
tenemos desde los orígenes del ser humano y que tampoco es una cualidad solo
del hombre, sino de todos los animales.<br />
<br />
Las preguntas no son más que las soluciones del no saber algo, la curiosidad
del saber, la intriga y la emoción del saber. Tal vez muchas preguntas no
tengan solución pero para muchos formularlas les alivia y les hace sentir
mejor, todo el mundo se pregunta conscientemente o inconscientemente pero lo
que es inevitable es preguntarse cosas, el origen del preguntar se produciría
ante la primera duda del hombre, el miedo a equivocarse, porque la pregunta también
simboliza el miedo a lo que pueda conllevar una acción, la duda de hacer algo o
no hacerlo.. Muchas personas prefieren no saber las cosas pero sí que se
preguntan.<br />
La pregunta también es ayuda, es apoyo en alguien que si lo sabe o
piensa que lo sabe, por que en una sociedad o en una civilización, el preguntar
es esencial para saber.<br />
<br />
En un mundo sin preguntas no existirán dudas, el ser humano no tendría evolución
mental, tal vez se acabaría la especie, porque simples preguntas, formuladas
por simples personas hacen grandes cuestiones transformadas en parte de evolución
del hombre, Isaac Newton se hizo unas sencilla pregunta cuando le cayó una
manzana a la cabeza y a partir de ahí sabemos de la existencia de la gravedad.
De las cosas simples nacen grandes preguntas, preguntas que el humano necesita
y que sin ellas el mundo y la vida no tendría sentido, todo el mundo tendría la
mente prácticamente igual y con un mismo objetivo.<br />
<br />
La filosofía tiene un gran papel en este tema porque ella se encarga de
darle un sentido único a cada pregunta, a clasificarlas y a centrarse más
detenidamente en cada una de ella.<br />
<br />
Mi conclusión es que un mundo sin preguntas tal vez el ser humano no evolucionaria, asta llegar al punto de la extinción, una personas sin preguntas es una persona inerte mentalmente, sin objetivos, sin superación, seriamos robots de carne y hueso.<br />
<br />
Parecerá absurdo pero nunca una pregunta provocó preguntarse tantas
preguntas, preguntas que ahora están rondando tu cabeza y que por mucho que te
esfuerces en hacerlas desaparecer, son parte de la vida y estarán ahí durante
toda tu vida.<br />
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<![endif]--><br />Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com9tag:blogger.com,1999:blog-4107724181403006477.post-55647096615235373002012-10-03T08:46:00.001-07:002012-10-03T08:46:28.484-07:00<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-g65B_zPYvq8/UGxdZyrVyMI/AAAAAAAAADY/vq0q66xmLZU/s1600/smile2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="304" src="http://2.bp.blogspot.com/-g65B_zPYvq8/UGxdZyrVyMI/AAAAAAAAADY/vq0q66xmLZU/s320/smile2.jpg" width="320" /></a><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/aSMogAHxVTY?feature=player_embedded' frameborder='0'></iframe></div>
<br />Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com0tag:blogger.com,1999:blog-4107724181403006477.post-8022920577016338942012-10-03T08:10:00.005-07:002012-10-10T08:17:38.517-07:00FILOSOFIA <!--[if gte mso 9]><xml>
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<div class="MsoNormal">
<span style="color: lime;">¿POR QUE SONRIO CUANDO ESTOY FELIZ?</span></div>
<div class="MsoNormal">
¿ Por que sonrio cuando estoy feliz? Una bonita pregunta que
a todos se nos ha pasado por la cabeza alguna vez, pero que muchos a pesar de no
encontrarle solución han seguido sonriendo sin miedo alguno.</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>Yo creo que es
algo que ya llevamos metido en nuestro cerebro al nacer porque aunque podría parecer
que es<span style="mso-spacerun: yes;"> </span>algo que se aprende de la
sociedad nosotros recién nacidos lloramos cuando nos despertamos, o nos reímos
cuando alguien nos<span style="mso-spacerun: yes;"> </span>hace alguna tontería y
solo tenemos un par de meses, y por tanto no tenemos apenas conocimiento de una
larga vida ni experiencia por lo que la teoría de aprenderlo de la sociedad
seria falsa.</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>Es una reacción simple,
un par de carcajadas o una simple sonrisa que proyecta nuestro estado de ánimo
pero el <span style="mso-spacerun: yes;"> </span>por qué lo hacemos es algo más
complicado, yo pienso que es un acto reflejo de los muchos que tenemos , como
cuando te tiran una pelota y tu instantáneamente te encojes o te agachas pues
con la risa pasa exactamente lo mismo, ante una situación de felicidad o un
estado de ánimo alto tu cuerpo automáticamente lo refleja a través de una
simple sonrisa y en tu forma de ser. Es algo que sucede exactamente al revés,
cuando estas triste tu cuerpo lo refleja con una dejadez, te deprimes,<span style="mso-spacerun: yes;"> </span>e incluso<span style="mso-spacerun: yes;">
</span>lloras.</div>
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El llorar es el extremo de un estado de ánimo, puedes llorar
de alegría lo que significaría que estas muy contento, muy feliz, muy
entusiasmado etc.… o llorar de tristeza, lo que significaría que estas muy
deprimido,<span style="mso-spacerun: yes;"> </span>lo mismo pasaría al llorar
por impotencia.</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>El sonreír cuando se
está feliz es algo que pasa continuamente<span style="mso-spacerun: yes;">
</span>y que lleva pasando desde mucho tiempo, es un acto reflejo primitivo y
que puede feflejar mucho de una persona, hay personas a las que les cuesta
más y a otras que menos pero es una cualidad humana que todos podemos utilizar,
queriendo o involuntariament. </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>El estar feliz es
estar bien, es saber que todo va bien, que todo sale bien, que no hay problemas
y por eso tu cuerpo <span style="mso-spacerun: yes;"> </span>quiere que los demás lo
sepan y lo saca de forma de sonrisa.</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>Tal vez este texto no
sea la solución a esta pregunta y no sepamos por qué sonreímos cuando somos
felices , pero si he conseguido sacarte una sonrisa por lo menos sabremos una
cosa, eres feliz.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
POR SI ESTAS DEPRIMIDO....SACA UNA SONRRISA !!! No cuesta nada...</div>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/dtgoDXEOxTM?feature=player_embedded' frameborder='0'></iframe></div>
<div class="MsoNormal">
</div>
Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com6tag:blogger.com,1999:blog-4107724181403006477.post-82768360312714880482012-09-26T08:16:00.001-07:002012-10-01T07:34:44.446-07:00FILOSOFÍA 1º DISERTACIÓN<h2>
<span style="color: lime;">¿ QUE ES LA FILOSOFÍA ? </span></h2>
<span style="font-family: "Courier New", Courier, monospace;">¿<span style="font-family: Arial, Helvetica, sans-serif;">Qué es la filosofía?, una pregunta aparentemente sencilla pero a la que muy pocos han podido responder con certeza, hoy me hago esta pregunta por qué cada vez me siento más cercana a </span></span><span style="font-family: Arial, Helvetica, sans-serif;">ella</span>.<br />
<br />
Para mí es una ciencia que estudia todo aquello que las otras ciencias no le encuentran explicación, aquello que nos es cotidiano y aquello que no, todas aquellas preguntas o problemas sin resolver desde tiempos inmemoriables, o desde hace unos días, cosas que ni las ecuaciones, análisis, experimentos...pueden resolver. Mucha gente entiende la filosofía como un modo de ver la vida, una manera de entender su entorno.<br />
La filosofía se basa en pensar, pero también comprender todo aquello que nos rodea, en intentar buscarle sentido a cosas que pasan diáriamente y que nadie sabe por que ocurren, cosas que hacemos pero que no sabemos por que se hacen... Ya la gente como los griegos utilizaban la filosofía como modo de
explicar las cosas o darle sentido a cosas que les ocurrían y que no
entendían por que. <br />
No todo el mundo es capaz de entender la filosofía como tal, pero sí de ponerla en práctica y de saber apreciarla, por qué es una ciencia y como tal, sobrevive de incógnitas, incógnitas como ¿qué ahi detrás de la muerte ? ¿cómo influye mi vida en los demás? o con temas tan simples e importantes como la muerte o simplemente la vida misma. La vida esta llena de preguntas, preguntas que tal vez la filosofía nos hace comprenderlas y valorarlas, darle un sentido único, que ninguna otra ciencia puede.<br />
<br />
Los filósofos utilizan el filosofar como modo de expresarse, el filosofar es comprender las cosas más allá de lo científico,de lo estrictamente conocido, una habilidad que solo tenemos las
personas y que deberiamos darle la importancia que se merece.<br />
La Filosofía no es más que una gran ciencia que nos ayuda a comprender y entender mejor la vida, sin ella, no seriamos más que personas idénticas mentalmente, sin curiosidad por lo que nos rodea, sin interes por nuestra existencia, sin nada que nos motive...<br />
Tal vez mi definición de la filosofía sea otra de las muchas que no se acercaron a la verdadera definición pero si las grandes mentes de este mundo no pudieron contestar a esta enredada cuestión, ¿cómo voy a poder hacerlo yo?Anonymoushttp://www.blogger.com/profile/02879731346508964552noreply@blogger.com9