5 de Febrero, 2011

LA OPERATIVIDAD HOMICIDA DE LA IZQUIERDA .

Por IGNACIOAL - 5 de Febrero, 2011, 11:11, Categoría: General

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De: residente  (Mensaje original) Enviado: 04/02/2011 15:26

Rojos contra rojos

Trotskistas contra castristas

Y así, si ustedes me dan un poquito de tiempo, entre tantos datos voy a buscar uno muy interesante.

¡Ah, lo encontré!  (RISAS Y APLAUSOS)  Es un cable de la UPI de diciembre 6 de 1965 que dice:  Ernesto Guevara fue asesinado por el Primer Ministro cubano Fidel Castro (EXCLAMACIONES) por orden de la URSS (EXCLAMACIONES) —declaró Felipe Albaguante, jefe de los trotskistas mexicanos en declaraciones a “El Universal”.  Agrega que el Che fue liquidado por insistir en poner a Cuba en la línea china (EXCLAMACIONES).

Esto, naturalmente, venía a tono con una campaña que comenzaron a desatar los elementos trotskistas en todas partes simultáneamente.

PANFLETO PUNTO CU

http://www.cuba.cu/gobierno/discursos/1966/esp/f150166e.html




INTERESANTE .... ENTRE ELLOS SE LO GUISAN Y ENTRE ELLOS SE LO COMEN , ES LA OPERATIVA FORMA DE ACTUAR DE LA IZQUIERDA....EL ASESINATO ENTRE ELLOS Y CONTRA OTROS .
 
 
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          http://t0.gstatic.com/images?q=tbn:ANd9GcQ-ylyq6Ilc5HO6ANSxW9u8ZZXwBATLHBT6kEnG8XOaRXOtlGL8xA
STALIN ASESINA A TROTSKY
 
 
 
http://t3.gstatic.com/images?q=tbn:ANd9GcT4xEZTHBQn6E-kZNeJWK2hpaWGI8eHJWavG4rAJ3wyWdUKIv--      http://t1.gstatic.com/images?q=tbn:ANd9GcT8c32PW7-dkFttEsquUUQtYgixfdFpBC8ATct8CL8DJgPBIrgblg
 
¿ FIDEL CASTRO  ASESINA A EL CHE ?
 

"Y así, si ustedes me dan un poquito de tiempo, entre tantos datos voy a buscar uno muy interesante.

¡Ah, lo encontré!  (RISAS Y APLAUSOS)  Es un cable de la UPI de diciembre 6 de 1965 que dice:  “Ernesto Guevara fue asesinado por el Primer Ministro cubano Fidel Castro (EXCLAMACIONES) por orden de la URSS (EXCLAMACIONES) —declaró Felipe Albaguante, jefe de los trotskistas mexicanos en declaraciones a “El Universal”.  Agrega que el Che fue liquidado por insistir en poner a Cuba en la línea china (EXCLAMACIONES).

Esto, naturalmente, venía a tono con una campaña que comenzaron a desatar los elementos trotskistas en todas partes simultáneamente "

TOMADO TEXTUALMENTE DEL DISCURSO DE FIDEL DE LA PRIMERA CONFERENCIA DE SOLIDARIDAD TRICONTINENTAL CELEBRADA EL 15 DE ENERO DE 1966 EN LA HABANA ( CUBA ) .

 
O AL MENOS SON LOS AUTORES INTELECTUALES O CEREBROS GRISES  DE LOS HECHOS HOMICIDAS . PROBADO EN EL CASO DE TROTSKY Y POSIBLE EN EL CASO DEL CHE  ( SABIDO ES QUE EL AUTOR DIRECTO DEL ASESINATO DE TROTSKY FUE RAMÓN MERCADER Y LA EJECUCIÓN DE ERNESTO CHEGUEVARA FUE EL EJERCITO BOLIVIANO CONTRA EL QUE LUCHABA AL MANDO DE SU  GUERRILLA )  .


AUNQUE IRÓNICAMENTE SE RIA , IRONICE , SATIRICE Y SE BURLE FIDEL . NO ES TAN IMPOSIBLE O TAN EXTRAÑO A ÍNTIMOS COLABORADORES REVOLUCIONARIOS LOS HA ENCARCELADO Y LOS HAN CONDENADO A MUERTE Y OTROS MUCHOS HAN TENIDO QUE EMIGRARA A EEUU POR ESTAR EN CONTRA DE LOS RESULTADOS Y DE LA EVOLUCIÓN CUBANA FIDELIANA S.L.

 
http://t0.gstatic.com/images?q=tbn:ANd9GcTiyws_ipdAaCD5inGd1acGHoF-C7W6-EihDtBqmJ34Mc2BIUSFIQ 
 
 
 

BEETHOVEN .

Por IGNACIOAL - 5 de Febrero, 2011, 9:32, Categoría: General

BEETHOVEN .
    

http://www.eltiempo.com/blogs/am/Beethoven.jpg

NOVENA SINFONÍA DE BEETHOVEN

Miniatura        Miniatura



TERCERA SINFONÍA DE BEETHOVEN

Miniatura     Miniatura     Miniatura    Miniatura


Miniatura

Herbert von Karajan fue uno de los directores de orquesta más célebres, tal vez el más importante en todo el siglo XX y tratándose de Beethoven sus direcciones eran simplemente fuera de serie.
 Estas interpretaciones son  su testamento final de la Novena Sinfonía de Beethoven. Karajan confunde a los espectadores con un trabajo tan comúnmente atrapado en su propia reputación. Karajan hace honor a la fuerza fundamental y original de esta grandiosa sinfonía, con su rigor, sentimiento  y excelente interpretación .
La interpretación del gran genio alemán Ludwig van Beethoven es realizada por la Orquesta Filarmónica de Berlín, contando con las voces de Lella Cuberli, soprano; Helga Müller Molinari, alto; Vinson Cole, tenor y Franz Grundherber, barítono.
La grabación fue realizada entre el 21 y 28 de septiembre de 1983 en Berlín y fue una producción de Telemondial .



CLASICA



UN RECORRIDO POR LAS SINFONIAS DE BEETHOVEN :

1800 - Sinfonía nº 1 -  1º Mov.  3º Mov.  4º Mov.

Sinfonía nº 1, 1800

Sinfonía nº 1, 1800

Sinfonía nº 1, 1800


1802 - Sinfonía nº 2 -  2º Mov.

Sinfonía nº 2, 1802


1803 - Sinfonía nº 3 -  1º Mov.  2º Mov.  3º Mov.

Sinfonía nº 3, 1803 

Sinfonía nº 3, 1803


Sinfonía nº 3, 1803

 

1808 - Sinfonía nº 5 -  1º Mov.  2º Mov.  3º Mov.  4º Mov.

Sinfonía nº 5, 1808 


1808 - Sinfonía nº 6 -  1º Mov.  2º Mov.  3º Mov.  4º Mov.  5º Mov.

Sinfonía nº 6, 1808

Sinfonía nº 6, 1808

Sinfonía nº 6, 1808

Sinfonía nº 6, 1808




1812 - Sinfonía nº 7 -  2º Mov.  3º Mov.  4º Mov.


Sinfonía nº 7, 1812

Sinfonía nº 7, 1812

Sinfonía nº 7, 1812

Sinfonía nº 7, 1812






1812 - Sinfonía nº 8 -  2º Mov.

Sinfonía nº 8, 1812



1824 - Sinfonía nº 9 -  1º Mov.  2º Mov.  3º Mov.  4º Mov. Himno a la alegría 

Sinfonía nº 9, 1824

Sinfonía nº 9, 1824

Sinfonía nº 9, 1824

Sinfonía nº 9, 1824


http://3.bp.blogspot.com/_-O9qswpostY/SjeBcZmEzhI/AAAAAAAABPU/fvuGlA0W_Ys/s400/beethoven.jpg


Beethoven, Symphony No 7.

Op. 92: II. Allegretto . Herbert von Karajan, Orquesta Filarmónica de Berlín .



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