e-mendicidad 2: el reparto de premios

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e-mendicidad 2: el reparto de premios | Tweet

Published in Spain - Financial analysis - 6 - 30 Sep 19 08:17

En mi ultimo articulo propuse una timba entre los endorsers, una forma mas de escribir un articulo sobre economia para los Quests, este segundo articulo tiene la misma motivacion

Hubo 3 endorsers de 25 ESP y 1 endorser de 5 ESP, un total de 80 ESP recaudados

Por las normas del sorteo, el 10%, 8 ESP iran directamente a Shekart como unico participante

En la categoria de los endorsers de 10cc no hubo nadie, asi que queda desierto.

y 40 ESP iran a uno de los 3 participantes segun el siguiente sorteo

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

y el 2Âº participante fue Yokohama88, que se llevara 40 ESP.

Enhorabuena a los agraciados y no duden en volver a participar en la proxima timba

Support

Yokohama88 2jzGTE

Comments (6)

30 Sep 19 08:37

Shekart

ouh yeah pago 5 me llevo 8!

30 Sep 19 10:31

Kubat Pultev

Joder ya esta el puto yoko manipulando sorteos, asÃ yo tambiÃ©n me subo la org

30 Sep 19 13:31

Yokohama88

noobi no me seas catalan

30 Sep 19 17:58

Unicornio Patriota

Aclaro que este articulo no es una nueva timba, los endorses realizados no participan en ningun sorteo Y si alguien hubiera hecho un endorse de 10 se habria llevado 16 si hubiera sido el unico participante Supongo que lo volvere a hacer cuando me salga otro Quest de escribir un articulo de economia y no se me ocurra nada

30 Sep 19 23:39

2jzGTE

lo importante es participar

02 Oct 19 00:16

Unicornio Patriota

a los que estais endorsando este articulo, no hay sorteo en este articulo, los premios son relativos a otro articulo anterior. El proximo sorteo saldra cuando me vuelvan a pedir un quest de un articulo de economia

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