| Reprodución moneda de Fantasia | |
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Autor | Mensaje |
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yuriapc UNCIA
![yuriapc](https://2img.net/u/1312/38/37/06/avatars/8752-68.jpg)
Cantidad de envíos : 16 Puntos : 3203 Fecha de inscripción : 13/11/2015
![Reprodución moneda de Fantasia Empty](https://2img.net/i/empty.gif) | Tema: Reprodución moneda de Fantasia Dom 15 Nov 2015 - 14:06 | |
| Hola. Recientemte ha llegado a mis manos esta moneda. ![Reprodución moneda de Fantasia 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) Por tamaño, 2 cm, tener la ¿cabeza de saturno? supongo que debe ser un semis de la Republica de Roma, pero no lo tengo claro. ¿Alguna ayudita? Muchas gracias. |
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![Ir abajo](https://2img.net/i/empty.gif) | |
benyusuf MODERADOR
![benyusuf](https://2img.net/u/1312/38/37/06/avatars/5863-18.jpg)
Cantidad de envíos : 16100 Edad : 58 Localización : مجريط Puntos : 21877 Fecha de inscripción : 30/04/2012
![Reprodución moneda de Fantasia Empty](https://2img.net/i/empty.gif) | Tema: Re: Reprodución moneda de Fantasia Dom 15 Nov 2015 - 15:15 | |
| ¿Cuanto pesa?. Parece un denario republicano....
Tal vez mejores fotos..... _________________ "Qvod tibi fieri non vis, alteri non feceris"
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![Ir abajo](https://2img.net/i/empty.gif) | |
Despiertus DENARIVS
![Despiertus](https://2img.net/u/1312/38/37/06/avatars/2544-19.jpg)
Cantidad de envíos : 1513 Localización : apagao o fuera de cobertura Puntos : 6949 Fecha de inscripción : 14/10/2009
![Reprodución moneda de Fantasia Empty](https://2img.net/i/empty.gif) | Tema: Re: Reprodución moneda de Fantasia Dom 15 Nov 2015 - 16:31 | |
| el reverso parece de bronce y el anverso parece un denario republicano forrado con la cabeza de Roma... |
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![Ir abajo](https://2img.net/i/empty.gif) | |
yuriapc UNCIA
![yuriapc](https://2img.net/u/1312/38/37/06/avatars/8752-68.jpg)
Cantidad de envíos : 16 Puntos : 3203 Fecha de inscripción : 13/11/2015
![Reprodución moneda de Fantasia Empty](https://2img.net/i/empty.gif) | Tema: Re: Reprodución moneda de Fantasia Dom 15 Nov 2015 - 19:56 | |
| Aqui pongo una imagen algo mejor, aunque mi capacidad como fotografo es como minimo dudosa
En la parte delantera se aprecian claramente las letras COSVI con una linea horizontal sobre las letras VI. En la parte trasera, a la derecha de la cabeza, se puede leer SA junto con dos letras que por el desgaste apenas se intuyen, podrian ser HN pero segun hagas incidir la luz y el angulo de vision podrian ser incluso RM. |
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![Ir abajo](https://2img.net/i/empty.gif) | |
yuriapc UNCIA
![yuriapc](https://2img.net/u/1312/38/37/06/avatars/8752-68.jpg)
Cantidad de envíos : 16 Puntos : 3203 Fecha de inscripción : 13/11/2015
![Reprodución moneda de Fantasia Empty](https://2img.net/i/empty.gif) | Tema: Re: Reprodución moneda de Fantasia Dom 15 Nov 2015 - 19:58 | |
| Ops, olvide la imagen. ![Reprodución moneda de Fantasia 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) 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![Ir abajo](https://2img.net/i/empty.gif) | |
benyusuf MODERADOR
![benyusuf](https://2img.net/u/1312/38/37/06/avatars/5863-18.jpg)
Cantidad de envíos : 16100 Edad : 58 Localización : مجريط Puntos : 21877 Fecha de inscripción : 30/04/2012
![Reprodución moneda de Fantasia Empty](https://2img.net/i/empty.gif) | Tema: Re: Reprodución moneda de Fantasia Dom 15 Nov 2015 - 20:13 | |
| A mi no me cuadran varias cosas en esta pieza:
El anverso, donde está la cabeza de Roma, abajo a la derecha tiene la X, (marca de valor, 10 ases) de un denario republicano, pero el reverso parece de un denario imperial, y si a esto la moneda no es de plata, me suena a una falsificación, no se si de época o moderna.......
A ver que opinan los compañeros.
Un saludo _________________ "Qvod tibi fieri non vis, alteri non feceris"
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![Ir abajo](https://2img.net/i/empty.gif) | |
yuriapc UNCIA
![yuriapc](https://2img.net/u/1312/38/37/06/avatars/8752-68.jpg)
Cantidad de envíos : 16 Puntos : 3203 Fecha de inscripción : 13/11/2015
![Reprodución moneda de Fantasia Empty](https://2img.net/i/empty.gif) | Tema: Re: Reprodución moneda de Fantasia Dom 15 Nov 2015 - 20:38 | |
| Quizas sea de plata, eso no lo tengo seguro porque al no tener bascula no puedo averiguar su peso. Su medida exacata son 19 mm. |
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![Ir abajo](https://2img.net/i/empty.gif) | |
Grillo Soy OMNIvoro !
![Soy OMNIvoro ! Soy OMNIvoro !](https://2img.net/i/itest/ranks/stars/stars6.gif)
![Grillo](https://2img.net/u/1312/38/37/06/avatars/1046-54.jpg)
Cantidad de envíos : 11378 Puntos : 17590 Fecha de inscripción : 08/07/2008
![Reprodución moneda de Fantasia Empty](https://2img.net/i/empty.gif) | Tema: Re: Reprodución moneda de Fantasia Dom 15 Nov 2015 - 21:04 | |
| No se corresponde con ninguna pieza republicana. |
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![Ir abajo](https://2img.net/i/empty.gif) | |
yuriapc UNCIA
![yuriapc](https://2img.net/u/1312/38/37/06/avatars/8752-68.jpg)
Cantidad de envíos : 16 Puntos : 3203 Fecha de inscripción : 13/11/2015
![Reprodución moneda de Fantasia Empty](https://2img.net/i/empty.gif) | Tema: Re: Reprodución moneda de Fantasia Miér 18 Nov 2015 - 13:50 | |
| Una pregunta.
El animal representado es una vaca, un buey, un toro...
Muchas gracias a todos. |
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![Ir abajo](https://2img.net/i/empty.gif) | |
Despiertus DENARIVS
![Despiertus](https://2img.net/u/1312/38/37/06/avatars/2544-19.jpg)
Cantidad de envíos : 1513 Localización : apagao o fuera de cobertura Puntos : 6949 Fecha de inscripción : 14/10/2009
![Reprodución moneda de Fantasia Empty](https://2img.net/i/empty.gif) | Tema: Re: Reprodución moneda de Fantasia Miér 18 Nov 2015 - 16:25 | |
| En esta foto aunque pequeña, se aprecian los bordes afilados, no creo que eso sea ni siquiera antigua. |
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![Ir abajo](https://2img.net/i/empty.gif) | |
yuriapc UNCIA
![yuriapc](https://2img.net/u/1312/38/37/06/avatars/8752-68.jpg)
Cantidad de envíos : 16 Puntos : 3203 Fecha de inscripción : 13/11/2015
![Reprodución moneda de Fantasia Empty](https://2img.net/i/empty.gif) | Tema: Re: Reprodución moneda de Fantasia Miér 18 Nov 2015 - 17:20 | |
| - Despiertus escribió:
- En esta foto aunque pequeña, se aprecian los bordes afilados, no creo que eso sea ni siquiera antigua.
Es efecto optico, en la mano se nota que los bordes son suaves, aunque ciertamente es una moneda muy rara. Aunque por lo que me costo. La compre en un viaje a un pais arabe por dos euros, el que la vendia tenia un monton de trastos viejos de todo tipo ademas de unas 10 monedas variadas. No creo que sea falsa moderna, pero quizas si una falsificacion en su epoca. |
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Despiertus DENARIVS
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Cantidad de envíos : 1513 Localización : apagao o fuera de cobertura Puntos : 6949 Fecha de inscripción : 14/10/2009
![Reprodución moneda de Fantasia Empty](https://2img.net/i/empty.gif) | Tema: Re: Reprodución moneda de Fantasia Miér 18 Nov 2015 - 18:26 | |
| En la primera foto, la cara de Roma en la foto si que daba la impresión de denario forrado, pero un denario hibrido... republicano-imperial con 2-3 siglos de diferencia... y una acuñación conmemorativa de ese tipo... Pero a todo eso le añades lo de los dos euros... es un souvenir para turista. |
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yuriapc UNCIA
![yuriapc](https://2img.net/u/1312/38/37/06/avatars/8752-68.jpg)
Cantidad de envíos : 16 Puntos : 3203 Fecha de inscripción : 13/11/2015
![Reprodución moneda de Fantasia Empty](https://2img.net/i/empty.gif) | Tema: Re: Reprodución moneda de Fantasia Miér 18 Nov 2015 - 19:28 | |
| - Despiertus escribió:
- En la primera foto, la cara de Roma en la foto si que daba la impresión de denario forrado, pero un denario hibrido... republicano-imperial con 2-3 siglos de diferencia... y una acuñación conmemorativa de ese tipo...
Pero a todo eso le añades lo de los dos euros... es un souvenir para turista. Al que se lo compre de venta para turistas no tenia nada. Iba con una chica del pais y en la calle donde la compre era el unico occidental y no creo que pasen muchos por esa zona. Era como un tenderete de los del rastro de Madrid de hace años, el hombre vendia barras de camas viejas, lamparas de techo con años de uso, televisores del año de a tana... ¡hasta tenia una herrumbrosa plancha de carbon! Vamos, que todo lo que conseguia lo ponia a la venta. Ya digo como un puesto de esos del rastro de tipo chatarrero. Me extrañaria que un sitio asi, por donde no pasan turistas, vendiese algo de este tipo, mas daba la impresion de que lo que encontraba en casas de derribo lo ponia alli a la venta. Aunque todo podria ser. Creo que este hilo no da mas de si. Lo dicho, gracias por las aportaciones |
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Espartaco MODERADOR
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Cantidad de envíos : 2789 Localización : Madrid Puntos : 6937 Fecha de inscripción : 15/12/2014
![Reprodución moneda de Fantasia Empty](https://2img.net/i/empty.gif) | Tema: Re: Reprodución moneda de Fantasia Miér 18 Nov 2015 - 20:56 | |
| Con todo el respeto.... opino igual que los compañeros. Saludos. |
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Despiertus DENARIVS
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Cantidad de envíos : 1513 Localización : apagao o fuera de cobertura Puntos : 6949 Fecha de inscripción : 14/10/2009
![Reprodución moneda de Fantasia Empty](https://2img.net/i/empty.gif) | Tema: Re: Reprodución moneda de Fantasia Miér 18 Nov 2015 - 23:46 | |
| Cualquier cosa puede ir a parar a un rastrillo (como el rastro de Madrid), y es más probable que lleguen allí monedas con escaso o nulo valor que monedas raras y caras. Si desmantelan un piso o una buhardilla y aparecen monedas, no te preocupes que llamaran a alguién para enterarse de su valor. |
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Despiertus DENARIVS
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Cantidad de envíos : 1513 Localización : apagao o fuera de cobertura Puntos : 6949 Fecha de inscripción : 14/10/2009
![Reprodución moneda de Fantasia Empty](https://2img.net/i/empty.gif) | Tema: Re: Reprodución moneda de Fantasia Dom 29 Nov 2015 - 9:46 | |
| En facebook esta mañana he visto otra reproducción con el mismo reverso (creo) pero con la cara de emperador en anverso. |
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Despiertus DENARIVS
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Cantidad de envíos : 1513 Localización : apagao o fuera de cobertura Puntos : 6949 Fecha de inscripción : 14/10/2009
![Reprodución moneda de Fantasia Empty](https://2img.net/i/empty.gif) | |
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Contenido patrocinado
![Reprodución moneda de Fantasia Empty](https://2img.net/i/empty.gif) | Tema: Re: Reprodución moneda de Fantasia ![Reprodución moneda de Fantasia Empty](https://2img.net/i/empty.gif) | |
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| Reprodución moneda de Fantasia | |
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