| Antoniniano de Galieno. APOLLINI CONS AVG?. Roma | |
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tamujas AVREVS
![tamujas](https://2img.net/u/1312/38/37/06/avatars/4073-48.jpg)
Cantidad de envíos : 4021 Puntos : 11467 Fecha de inscripción : 05/01/2011
![Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Empty](https://2img.net/i/empty.gif) | Tema: Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Mar 13 Oct 2020 - 23:38 | |
| hola que me podeis decir de esta moneda mide 19mm y pesa 2,5 gramos ![Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Img_1628](https://i.servimg.com/u/f32/19/61/66/90/img_1628.jpg) ![Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Img_1629](https://i.servimg.com/u/f32/19/61/66/90/img_1629.jpg) |
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![Ir abajo](https://2img.net/i/empty.gif) | |
Ivlivs82 Soy OMNIvoro !
![Soy OMNIvoro ! Soy OMNIvoro !](https://2img.net/i/itest/ranks/stars/stars6.gif)
![Ivlivs82](https://2img.net/u/1312/38/37/06/avatars/6276-36.jpg)
Cantidad de envíos : 7859 Edad : 59 Localización : En el secaero Puntos : 13032 Fecha de inscripción : 12/10/2012
![Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Empty](https://2img.net/i/empty.gif) | Tema: Re: Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Miér 14 Oct 2020 - 10:53 | |
| Parece un antoniniano de Galieno, lo curioso es el animal, lo más parecido que he encontrado es la pantera, pero parece más un raposo. |
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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
![Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Empty](https://2img.net/i/empty.gif) | Tema: Re: Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Miér 14 Oct 2020 - 16:28 | |
| A mi me parece un gripho, de la 4ª oficina de la ceca de Roma: ![Antoniniano de Galieno. APOLLINI CONS AVG?. Roma 5532257.m](https://www.acsearch.info/media/images/archive/127/5424/5532257.m.jpg) Pero no descarto cuño no oficial o bárbaro.... _________________ "Qvod tibi fieri non vis, alteri non feceris"
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![Ir abajo](https://2img.net/i/empty.gif) | |
Ivlivs82 Soy OMNIvoro !
![Soy OMNIvoro ! Soy OMNIvoro !](https://2img.net/i/itest/ranks/stars/stars6.gif)
![Ivlivs82](https://2img.net/u/1312/38/37/06/avatars/6276-36.jpg)
Cantidad de envíos : 7859 Edad : 59 Localización : En el secaero Puntos : 13032 Fecha de inscripción : 12/10/2012
![Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Empty](https://2img.net/i/empty.gif) | Tema: Re: Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Miér 14 Oct 2020 - 17:04 | |
| Creo que el animal es ese. |
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![Ir abajo](https://2img.net/i/empty.gif) | |
Carles Martí Garcia QUADRANS
![Carles Martí Garcia](https://i.servimg.com/u/f30/09/00/67/92/revist12.jpg)
Cantidad de envíos : 58 Puntos : 3169 Fecha de inscripción : 20/01/2016
![Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Empty](https://2img.net/i/empty.gif) | Tema: Re: Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Miér 14 Oct 2020 - 17:23 | |
| Hola, Puede ser esta; es de Galieno, de la ceca de Roma: RIC V.1, Gallienus 229 o 230 ![Antoniniano de Galieno. APOLLINI CONS AVG?. Roma F7a8gN8LW17A74UtL+B3wX8AzQqoPE0xxysAAAAASUVORK5CYII=](data:image/png;base64,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) 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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
![Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Empty](https://2img.net/i/empty.gif) | Tema: Re: Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Miér 14 Oct 2020 - 23:05 | |
| No creo que sea la pantera, además la marca de oficina intuyo una Δ y no B........ _________________ "Qvod tibi fieri non vis, alteri non feceris"
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![Ir abajo](https://2img.net/i/empty.gif) | |
Carles Martí Garcia QUADRANS
![Carles Martí Garcia](https://i.servimg.com/u/f30/09/00/67/92/revist12.jpg)
Cantidad de envíos : 58 Puntos : 3169 Fecha de inscripción : 20/01/2016
![Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Empty](https://2img.net/i/empty.gif) | Tema: Re: Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Jue 15 Oct 2020 - 15:20 | |
| Hola, La marca de oficina tanto de la moneda 239 como de la 230 puede ser una A o una B. Yo he puesto la foto que he conseguido encontrar. |
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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
![Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Empty](https://2img.net/i/empty.gif) | Tema: Re: Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Jue 15 Oct 2020 - 16:44 | |
| La pantera sólo tiene la marca B (2ª oficina):
http://www.fredericweber.com/GALLIEN/emission_du_bestiaire/page6.htm _________________ "Qvod tibi fieri non vis, alteri non feceris"
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![Ir abajo](https://2img.net/i/empty.gif) | |
Carles Martí Garcia QUADRANS
![Carles Martí Garcia](https://i.servimg.com/u/f30/09/00/67/92/revist12.jpg)
Cantidad de envíos : 58 Puntos : 3169 Fecha de inscripción : 20/01/2016
![Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Empty](https://2img.net/i/empty.gif) | Tema: Re: Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Jue 15 Oct 2020 - 18:05 | |
| No sé, pero según el RIC en la ceca de Roma el reverso con pantera tiene como marcas o una A o una B en el exergo, no me lo invento. |
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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
![Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Empty](https://2img.net/i/empty.gif) | Tema: Re: Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Jue 15 Oct 2020 - 22:22 | |
| San RIC y sus "errores"..... _________________ "Qvod tibi fieri non vis, alteri non feceris"
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![Ir abajo](https://2img.net/i/empty.gif) | |
tamujas AVREVS
![tamujas](https://2img.net/u/1312/38/37/06/avatars/4073-48.jpg)
Cantidad de envíos : 4021 Puntos : 11467 Fecha de inscripción : 05/01/2011
![Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Empty](https://2img.net/i/empty.gif) | Tema: Re: Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Vie 16 Oct 2020 - 13:23 | |
| muchas gracias compañeros saludos |
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![Ir abajo](https://2img.net/i/empty.gif) | |
Contenido patrocinado
![Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Empty](https://2img.net/i/empty.gif) | Tema: Re: Antoniniano de Galieno. APOLLINI CONS AVG?. Roma ![Antoniniano de Galieno. APOLLINI CONS AVG?. Roma Empty](https://2img.net/i/empty.gif) | |
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![Ir abajo](https://2img.net/i/empty.gif) | |
| Antoniniano de Galieno. APOLLINI CONS AVG?. Roma | |
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