Chau ebay solo 2 compras por año

El mismo objetivo: desalentar la fuga de dólares. Un día después de que la Administración Federal de Ingresos Públicos (AFIP) oficializara las trabas para las compras en los sitios internacionales online, que incluyen la presentación de una declaración jurada para quienes compren mercancías por esa vía , las restricciones se amplían. A partir de hoy […]

Diferenciacion de año de impresión

Tengo una moneda heredada de 50 centavos de patacon, 188? la misma tiene un orificio donde fue colocado un eslabon para colgar… la mala suerte que quien hizo el orificio acerto justo al ultimo numero del año… Hay alguna forma de diferenciar esta monedas para saber de que año era? Es decir.. si es año […]

Felicidades

hola a todos amigos… bueno como creo que voy a publicar el ultimos post del año 2013 en CONUVI quiero desearles a todos un muy FELIZ 2014 para todos , en especial para mi gente querida de Cordoba y a mis nuevos amigos de Buenos Aires que conoci en julio de este año en las […]

Feliz Año Nuevo

https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQLsMkXmhhw2sCPiJygOe2Fty7Ndxkr4-luTNFxFSSE_GCye7NC ¡¡¡ FELIZ AÑO NUEVO PARA TODOS !!! 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

Pregunta para los que saben de romanas

Hola gente, como estan? Navegando por eBay se me dio por las arqueologicas (que le venia teniendo ganas a mi primer arqueologica) Bueno, vi una subasta que estaba por finalizar y solo estaba en £5GBP de un usuario con muchas ventas y un feedback de 99.9 positivo… Asi que no podia desconfiar… Pero exactamente no […]

¿Coleccionar por año o sólo por km#?

Gente, no me defino. Les cuento que todavía estoy acomodando/catalogando/encarpetando las monedas que fui juntando durante muchos años. Por ahora fui guardando por año y me empecé a preguntar si eso tenía algún sentido, ya que por otro lado estoy perdiendo poder de recambio. Obvio que con las Argentinas sí lo haré y quizás algunas […]

Mis monedas de distintos años

Hola! Les quería mostrar parte de mi colección, con una moneda de cada año que tengo: s. XIX: 13, 35, 45, 51, 53, 55, 57, 60, 66, 71-73, 79-81, 83, 85-88, 92-96, 98, 99 s. XX: 02-11, 13, 15-29, 32-72, 74-99 s. XXI: 00-12 En total 133 años distintos