| claude II dit le gothique peut etre | |
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losterre
Nombre de messages : 43 Date d'inscription : 10/05/2012
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: claude II dit le gothique peut etre Jeu 10 Mai 2012 - 15:56 | |
| Bonjour à tous Ci joint photos d'une pièce trouvée en sol Normand en jardinant ! VIP pense à Claude II dit le gothique. Merci à tous pour vos suggestions ![claude II dit le gothique peut etre 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) 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losterre
Nombre de messages : 43 Date d'inscription : 10/05/2012
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre Jeu 10 Mai 2012 - 15:57 | |
| et l'autre face.... ![claude II dit le gothique peut etre 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H2uqe5lpbYCTqHWAu/d2e3b9D/ofuVMfIb9gDa2OLgd7wDADj7WsY36b2v2bf36/9F/hEK0tk6016sjIpe2t1oNZdu9NzAKzB2uNm129tbnNR7b8csawVtOVa8NyHvlzxA2fo3bz6n5v6RnpKgRaT6j4c8wSTpE/m/1Go1VtgfV6bZLRsHB7l30P3vekQoG2h13p3obclrJaD6L3GJn+Vs3e3eHNasjeGwCQPnC7DIxqsnGfi3ktqtaW3McB9ID9HZIO3e5zvzN//BriRjVVvLQBW9ujmzPHlI+iopDq6PK5Ljwfu/kka2sSWACedog/2o+mpba+YE/igGmok+4HznT4cOTjHYdREdwDpP8AWO5ya2X/0ueNlxEHDB/tj+KRvyATtxWAcfS/2J9+bH0ax8p/78kTnkfSYPg1Vne+rD1swmRVU2Pi7/qWrp/q1ZcelWNvbWGOte4OLXcANa7Rw/PXMkZY5vaPg1dX9XQ+z6vuqfcC4XOIB0BMtO72n81u9ENfmvkHmGzlu9Ustq3Fu0BpH0wY8IalXfdl4ZpltbamgbnHZuDSOXOdsRzSKwJHqh/80QYbyXHdt+h/xapvc2wBzuGkllYAa9+/R3HtbX+fvcpAdKc6Xdetrq6zjw22+5urWw4MbLdrvZ/M2s2u9zv8FZsVJpx3sG0Nda3QuIj4D/zNEdc5jdtYaytu5p2g/nR9MtIbZtcN7FGrY14JdrrqDpqNN272qUA6ntqxkgcIPXRaxj6zDhEgEDWQD2/wjFAPuB3bRLTJaRuBHb+bKt25D7qHUMZ6VdetjPcRvEbA727vzf8Ai/V/SozKH3YZY51YtLt7bB9LXTdtZs/Rv/m/67EuIVqjh19PRezOd1BrX3sYLXA+q4l2jv3wB7q936S39Hv/AJxQohr3E3OY0Q0SGkebdz1Upy3VvkMLg4EN3A6QPCPf+8rOQ7HbRWGEQ9m9ziSTumHN4Df7G5NlGvquB/BNY7IdjE+tUC9rTseHl4EuLGbdzmse/b/IVaoMJl7SWAgyCQCdfpfnNVcXPbW70XObSYPpsMbo+jun+c2oteSw2NYwnc4bYiRJ/eDtyeIEDut44k0TqnutFtjrAS0udMPEmfgdqepwrdr7jqWRp7tfpfQdtd/XVd1e29jnPlzvc0EaGPbu0j85TotdU6bmNewyJgOBH7zf5aBXxOv1pv3ZdTzWyx43bCccktG6Pc+vjbu3N3tXI9ax8CnqmR6ha02EWje1rpDxuDtzf++LoL7qLg5tdbaw6xp9RziXDT3h7Y2t9zPU3rG61bR9taGtDPTqY0OaZmdz9+783dvUM6ADc5Mn3CNKpzgzBP0XVhvOggA+Tt25J1OJGjm6+BOp/wA5T/QO1dDif3mgpw2kaAz8uyjdB//T5r7ReP8Aa4fwTOvyCdY/zlA5A/e+5RN481Wd9kbbvEff/sXUfVfJaOmv9W0Cxr3VMafcJfFm7b+b9Jckbp8fPRan1cz6Ksmyi+s2C4At+LZ8kmDmBcD4G3rWNHpMfYCXv9o26t2xyWbv7H0VR6gw1PBc8FvAMFsN/NYWuLtu3/BfyFcrFWSyy20uYwMaa21/RDzu2+1zmP8AzWfvsr3qnafXY42idrg0wRqHT+k2n3N3f1FJDQudNgC17HBrGkx9DXaI9zXNsBd9L+WoB7SfaNpB9s8bvmlZ05tZhjhZpAr3Dfp7jsn2f+CITX2bnMIc7yIG74N3KeBB03trZAQQdR3bDbrhLbZ2xIa7266+/cP81TdY01TUdoOmkbdQ07PpblWcHMcW7g/uRwfuj/OYp1h7w/a0kbj9GNdPc1rp3ep7v8IiYC+wQMlAg3IpqX+iWWD9OWvDth+jp++2Pz095xXAj+ZqeTDSBAcONzf5MqvRc8FwdNe8EOMxIP0ezvd/bU2PqNZ9Wv1SJDY1IcPo2f2UJR6n6LoTB2+o7MbHNGlZ1klzhJBjgt0+iiMyGGqvedJgfmiRo06fv/ykL1RLbNjiCYce41gb/wB3/qE2rnl1R2aSwEHvy3ajfEKOlA15oAETxQ9XEQJCteHuktFhc57iCZLWM5mBpx+cpMdc9p9SG7RIcDqRx7W/98UHAh7XFxnQQNSCB5naxTra57SQC9zRqQNIJ9swP3ym8WmrIIASJGl/85eQ1zA6IcNzSROjSfY3T893+esHq5ps6pkuDWwH7dBp7RHt3e5dQwjGo3W17q2j1Gu2NDS4fS9bdua5zdv7q4e22y619rnHda5zyP6x3KDIbLe5GJBlLw7V8yZrKRrsZPmJ/inbRj9yR5jT+KBtfzuPnIUg2w9xPiWn+CY6GnZ//9TlJZr7oA7SB9ygX1jkz5TChuxgJlpnt3EeOib1cb+Sq9ebu8XiFzbXPIPzSryvQtZaww+shzfkoG+ngEKJvrnQo0tJBFWHvsC4ZlOPk4paXtMwedp19Nnt/r7Wol7DbcBtMtEOb5Rt5Dt3ub/nrk+gdXbRc3Fsdtrc6aXmRteY9jj+49dfYbro9wa5wHqMIj6M+5u7b7Nv5u5NsgtDJCjW6F7d4L7LDNYD2+kwEiDt3Vhv+c/3JZOPScdr/tO0WnYN4Dd5bodj3Bu32qrYHE7nDc52u5gIAI/dKHdu9u2O/qBwBdJj9HtduYpQdRqwkWOyn+tjWg3jfWDpYIcB2a7+0g2uabw+yx7mNEVhp2QZ3e5zfbu/cuT/AGixlcVvc2QQKiIaAR74bCi8sLWudAdEua0fSHnt9jtynjK9T5aNbJAxFQ78Xq8V7ixtAewPrc8F9LxrIkjbuPtb7mPU6Mll0O2OeGDWwT7u0SNjd7UCvExnA2D6Gu5pEanh3P5qt0PGxzKGncAHjcYc7yDvo+//AKCRI1I77/8ANTAE0DQ0+Xr6fU262vsbzENAc1wgtB/eb+fz9JBssJLanOc8gT6kEHv+j53bWtTfarTUGMBdW+DJHv0+j73z/wBtpnRtmCyzu8aQNN0uUQ310ZpaRuOulhJta2GOcQ/VzSfL80ugf2kair0v0jd4a3kgRyYO13u+i7+T7EBoY6xos9rIj2we25sBTud+ic7IvFdLYNjANoGjY9Xbu/Nb+ehKQ6Cu6YY5bk8RBsdOFf6w5f2bo7mNa2x159LHsBbBJH6y8/n2OrZ+e9n0/wDCLjWPymggAgPG120nUT9F0D94InUOpW5OTNWuPUDXjh0g7Jne9nu22Wfnqsbbv3R96iLp4IcEaN2dSlD72/m886/7FIWWgyaz8iEH1rv3Eha/Sa9e2soUzX4v/9XhjbX+4fyJja3sw/gqe5yW4qPhdL3y2zcOzSm9Yfu/iqklPJ8kuFXvlsmxvGz8V0fQ/rDZe+vp2a9rQ7Su957jhjp/P/dd/hFycuUoJ5SMQdFkp8Q1fUsc2C81tJ2uloJaNAJO6IegPpEOsc32QXOB5hcl0z6zZePsqzJvoaNosH84APHUet/a966mrqlPUGsLLWXN2wACWzH+kB/m3/11GYmO7G1XbId7RYDw6YgnT/X/AAaC1ldRG/6R90caA8bVoE1xG2B4mCB+83833IJxyJLHbmggB0BwEfmqSGWrsWw5MXFRBrXWms7dYC5xDoBa14B0PI2tlKq2xj2+2RZq4QdI+kdo/eRvsNpO11sudrsaTt0Htd+KNj4jgwte4SIMx7QTrJ5ROQcJFb/ggYzxiVnTQ6fMptQ9jNxnUugkOcZ37tfzNzlJo9NxcWkkgwJ4n96P3UmsYCACRafcxwO3aR9L+z/LVLqHX8DEBx3PF11W6RUNxLj7ve6fT2ucmGV+LII1oBs27LaqWG294ZUz3OI0hvHsn6e3+SuX61137e5tOOXsxq+Tx6jp+m5n7qp9S6rl9RfNp2VD6FLSdo/8kqW0oiPdmjpql9Y/vOPnol67vEoRaQEtiNBk9yab13/vE/NL13fvH8ELYfDlPs4lKgn3Jv8A/9bad/i4+qJkDFtb/Vvs/wC/l6Ef8WX1VMwzKb8L/wD1GvFUkfT4Mg4/F9md/is+rJ4szW99LmH/AKqhR/8AGq+rYH9IzviLKj+H2deNpJelP63xfY//ABqfq/OmTneH06v/AEgpf+NX0Htl5nzdV/6QXjSSWiv1vi+yn/FX0X83Ny2/H0j/AOi2qA/xWYDHB9XU8mt4/ODK5/6OxeOpJaK/WvtrPqTn1fQ6x6w4AyMZrjH/ABlV1b0b/mnlke/JpLogem17B8dh9T3LwxJMPt+H0UPc/lwvuI+qfUA8xk0bB9AEWEzI1fDQoP8AqZ1CyW/tOulpMgV0Od/1Vta8RSQHtfytX6z+VPs1n+LRlw/WOsZLhxtZUxg/zQ9yiP8AFV0ZoE52X8hUP++FeNpJ3pSPd6fsfZf/ABrOh/8AczMntrV/6RUh/it6BGuTmn4vq/8ASC8YSR9Kf13i+0/+Nf8AVwD+ezCf+NZ/6QUm/wCLP6st5OW/43Af9TUF4okj6PBX67+s+3D/ABc/VYf4LJd/18/99a1Tb/i/+qjYnEsd/Wvt/wC+uavDkkvT4I/Xf1/+c//ZOEJJTQQhAAAAAABVAAAAAQEAAAAPAEEAZABvAGIAZQAgAFAAaABvAHQAbwBzAGgAbwBwAAAAEwBBAGQAbwBiAGUAIABQAGgAbwB0AG8AcwBoAG8AcAAgAEMAUwAzAAAAAQA4QklNBAYAAAAAAAf//wAAAAEBAP/hE4todHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvADw/eHBhY2tldCBiZWdpbj0i77u/IiBpZD0iVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkIj8+IDx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iIHg6eG1wdGs9IkFkb2JlIFhNUCBDb3JlIDQuMS1jMDM2IDQ2LjI3NjcyMCwgTW9uIEZlYiAxOSAyMDA3IDIyOjQwOjA4ICAgICAgICAiPiA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPiA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp0aWZmPSJodHRwOi8vbnMuYWRvYmUuY29tL3RpZmYvMS4wLyIgeG1sbnM6eGFwPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvIiB4bWxuczpleGlmPSJodHRwOi8vbnMuYWRvYmUuY29tL2V4aWYvMS4wLyIgeG1sbnM6ZGM9Imh0dHA6Ly9wdXJsLm9yZy9kYy9lbGVtZW50cy8xLjEvIiB4bWxuczpwaG90b3Nob3A9Imh0dHA6Ly9ucy5hZG9iZS5jb20vcGhvdG9zaG9wLzEuMC8iIHhtbG5zOnhhcE1NPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvbW0vIiB4bWxuczpzdFJlZj0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL3NUeXBlL1Jlc291cmNlUmVmIyIgdGlmZjpPcmllbnRhdGlvbj0iMSIgdGlmZjpZQ2JDclBvc2l0aW9uaW5nPSIyIiB0aWZmOlhSZXNvbHV0aW9uPSIxODAwMDAwLzEwMDAwIiB0aWZmOllSZXNvbHV0aW9uPSIxODAwMDAwLzEwMDAwIiB0aWZmOlJlc29sdXRpb25Vbml0PSIyIiB0aWZmOk1ha2U9IlBhbmFzb25pYyIgdGlmZjpNb2RlbD0iRE1DLVRaMjAiIHRpZmY6TmF0aXZlRGlnZXN0PSIyNTYsMjU3LDI1OCwyNTksMjYyLDI3NCwyNzcsMjg0LDUzMCw1MzEsMjgyLDI4MywyOTYsMzAxLDMxOCwzMTksNTI5LDUzMiwzMDYsMjcwLDI3MSwyNzIsMzA1LDMxNSwzMzQzMjs5MEEyNTIwNUI0ODQyQ0Y0ODM1QjY1Rjk5OTZCOUJFRCIgeGFwOk1vZGlmeURhdGU9IjIwMTItMDUtMTBUMTQ6NTM6NTArMDI6MDAiIHhhcDpDcmVhdG9yVG9vbD0iQWRvYmUgUGhvdG9zaG9wIENTMyBXaW5kb3dzIiB4YXA6Q3JlYXRlRGF0ZT0iMjAxMi0wNS0xMFQxNDo1Mzo1MCswMjowMCIgeGFwOk1ldGFkYXRhRGF0ZT0iMjAxMi0wNS0xMFQxNDo1Mzo1MCswMjowMCIgZXhpZjpFeGlmVmVyc2lvbj0iMDIzMCIgZXhpZjpGbGFzaHBpeFZlcnNpb249IjAxMDAiIGV4aWY6Q29sb3JTcGFjZT0iMSIgZXhpZjpDb21wcmVzc2VkQml0c1BlclBpeGVsPSI0LzEiIGV4aWY6UGl4ZWxYRGltZW5zaW9uPSI0MDAiIGV4aWY6UGl4ZWxZRGltZW5zaW9uPSIzMDAiIGV4aWY6RGF0ZVRpbWVPcmlnaW5hbD0iMjAxMi0wNS0wOFQxNjoyMTozMiswMjowMCIgZXhpZjpEYXRlVGltZURpZ2l0aXplZD0iMjAxMi0wNS0wOFQxNjoyMTozMiswMjowMCIgZXhpZjpFeHBvc3VyZVRpbWU9IjEwLzgwMCIgZXhpZjpGTnVtYmVyPSI0NS8xMCIgZXhpZjpFeHBvc3VyZVByb2dyYW09IjIiIGV4aWY6RXhwb3N1cmVCaWFzVmFsdWU9IjAvMTAwIiBleGlmOk1heEFwZXJ0dXJlVmFsdWU9IjU1Ni8xMjgiIGV4aWY6TWV0ZXJpbmdNb2RlPSI1IiBleGlmOkxpZ2h0U291cmNlPSIwIiBleGlmOkZvY2FsTGVuZ3RoPSIxMDkvMTAiIGV4aWY6U2Vuc2luZ01ldGhvZD0iMiIgZXhpZjpGaWxlU291cmNlPSIzIiBleGlmOlNjZW5lVHlwZT0iMSIgZXhpZjpDdXN0b21SZW5kZXJlZD0iMCIgZXhpZjpFeHBvc3VyZU1vZGU9IjAiIGV4aWY6V2hpdGVCYWxhbmNlPSIwIiBleGlmOkRpZ2l0YWxab29tUmF0aW89IjAvMTAiIGV4aWY6Rm9jYWxMZW5ndGhJbjM1bW1GaWxtPSI2NCIgZXhpZjpTY2VuZUNhcHR1cmVUeXBlPSIwIiBleGlmOkdhaW5Db250cm9sPSIxIiBleGlmOkNvbnRyYXN0PSIwIiBleGlmOlNhdHVyYXRpb249IjAiIGV4aWY6U2hhcnBuZXNzPSIwIiBleGlmOk5hdGl2ZURpZ2VzdD0iMzY4NjQsNDA5NjAsNDA5NjEsMzcxMjEsMzcxMjIsNDA5NjIsNDA5NjMsMzc1MTAsNDA5NjQsMzY4NjcsMzY4NjgsMzM0MzQsMzM0MzcsMzQ4NTAsMzQ4NTIsMzQ4NTUsMzQ4NTYsMzczNzcsMzczNzgsMzczNzksMzczODAsMzczODEsMzczODIsMzczODMsMzczODQsMzczODUsMzczODYsMzczOTYsNDE0ODMsNDE0ODQsNDE0ODYsNDE0ODcsNDE0ODgsNDE0OTIsNDE0OTMsNDE0OTUsNDE3MjgsNDE3MjksNDE3MzAsNDE5ODUsNDE5ODYsNDE5ODcsNDE5ODgsNDE5ODksNDE5OTAsNDE5OTEsNDE5OTIsNDE5OTMsNDE5OTQsNDE5OTUsNDE5OTYsNDIwMTYsMCwyLDQsNSw2LDcsOCw5LDEwLDExLDEyLDEzLDE0LDE1LDE2LDE3LDE4LDIwLDIyLDIzLDI0LDI1LDI2LDI3LDI4LDMwOzlENzNBNzFFQTE5NTM5Rjg4MzMzMzEwMDQxMjUwQkZFIiBkYzpmb3JtYXQ9ImltYWdlL2pwZWciIHBob3Rvc2hvcDpDb2xvck1vZGU9IjMiIHBob3Rvc2hvcDpJQ0NQcm9maWxlPSJzUkdCIElFQzYxOTY2LTIuMSIgcGhvdG9zaG9wOkhpc3Rvcnk9IiIgeGFwTU06SW5zdGFuY2VJRD0idXVpZDo3MDZCMzgyOTlGOUFFMTExOTU3RkY4NEQyNTk3OTdCOSIgeGFwTU06RG9jdW1lbnRJRD0idXVpZDo2RjZCMzgyOTlGOUFFMTExOTU3RkY4NEQyNTk3OTdCOSI+IDxleGlmOklTT1NwZWVkUmF0aW5ncz4gPHJkZjpTZXE+IDxyZGY6bGk+MTYwPC9yZGY6bGk+IDwvcmRmOlNlcT4gPC9leGlmOklTT1NwZWVkUmF0aW5ncz4gPGV4aWY6Rmxhc2ggZXhpZjpGaXJlZD0iRmFsc2UiIGV4aWY6UmV0dXJuPSIwIiBleGlmOk1vZGU9IjMiIGV4aWY6RnVuY3Rpb249IkZhbHNlIiBleGlmOlJlZEV5ZU1vZGU9IkZhbHNlIi8+IDx4YXBNTTpEZXJpdmVkRnJvbSBzdFJlZjppbnN0YW5jZUlEPSJ1dWlkOjI0RUFCRkZCOUQ5QUUxMTE5NTdGRjg0RDI1OTc5N0I5IiBzdFJlZjpkb2N1bWVudElEPSJ1dWlkOkJERTczODY3ODk5QUUxMTFBQTIyRDk4RkUwMjdBRTY5Ii8+IDwvcmRmOkRlc2NyaXB0aW9uPiA8L3JkZjpSREY+IDwveDp4bXBtZXRhPiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg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) 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vip Admin
![vip](https://2img.net/u/1414/21/44/14/avatars/2-50.jpg)
Nombre de messages : 1695 Age : 54 Localisation : Hérault Date d'inscription : 25/10/2006
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre Jeu 10 Mai 2012 - 16:12 | |
| Merci Losterre, je t'ai mis un petit mot, sur les deux présentation, Finalement, je me suis bien trompé, Le côté ou je voyais un buste est le revers de la monnaie, ce n'est pas un buste, le buste se trouve sur la première photo qui est l'avers et je ne pense pas que ce soit Claude II. C'est très difficile à voir, la monnaie ayant subi les effet du temps. ![claude II dit le gothique peut etre Index10](https://i.servimg.com/u/f40/09/00/18/19/index10.jpg) D'autres avis seraient le bienvenue _________________ "... Soyez réaliste, demandez l'impossible..."
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vip Admin
![vip](https://2img.net/u/1414/21/44/14/avatars/2-50.jpg)
Nombre de messages : 1695 Age : 54 Localisation : Hérault Date d'inscription : 25/10/2006
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre Jeu 10 Mai 2012 - 16:22 | |
| Pour les données, c'est bien 32mm et 17g? cela pourrait correspondre au diamètre d'un sesterce, bien que je trouve le poids un peu léger. _________________ "... Soyez réaliste, demandez l'impossible..."
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vip Admin
![vip](https://2img.net/u/1414/21/44/14/avatars/2-50.jpg)
Nombre de messages : 1695 Age : 54 Localisation : Hérault Date d'inscription : 25/10/2006
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre Jeu 10 Mai 2012 - 16:32 | |
| J'ai du mal à voir avec l'usure et les concrétions. Le personnage à t'il une barbe ou est ce l'effet de mon imagination. _________________ "... Soyez réaliste, demandez l'impossible..."
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vip Admin
![vip](https://2img.net/u/1414/21/44/14/avatars/2-50.jpg)
Nombre de messages : 1695 Age : 54 Localisation : Hérault Date d'inscription : 25/10/2006
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre Jeu 10 Mai 2012 - 16:48 | |
| Il me semble y voir un personnage ailée au revers ![claude II dit le gothique peut etre Revers10](https://i.servimg.com/u/f40/09/00/18/19/revers10.jpg) _________________ "... Soyez réaliste, demandez l'impossible..."
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losterre
Nombre de messages : 43 Date d'inscription : 10/05/2012
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre Jeu 10 Mai 2012 - 17:33 | |
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vip Admin
![vip](https://2img.net/u/1414/21/44/14/avatars/2-50.jpg)
Nombre de messages : 1695 Age : 54 Localisation : Hérault Date d'inscription : 25/10/2006
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre Jeu 10 Mai 2012 - 17:37 | |
| Certainement une victoire Ailée, pour l'avers, pour le revers, j'y vois bien un buste, mais je n'arrive pas à voir si celui ci est barbu. Faut déjà trouver le bon sens pour le revers, en le tournant légèrement sur la droite ce devrait être pas trop mal. _________________ "... Soyez réaliste, demandez l'impossible..."
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vip Admin
![vip](https://2img.net/u/1414/21/44/14/avatars/2-50.jpg)
Nombre de messages : 1695 Age : 54 Localisation : Hérault Date d'inscription : 25/10/2006
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre Jeu 10 Mai 2012 - 17:54 | |
| Pour la monnaie, Losterre, dans l'idée, je pense à une monnaie du genre du lien ci dessous http://www.sacra-moneta.com/Monnaies-romaines-et-byzantines/MARC-AURELE-Sesterce-de-Marc-Aurele-R-Victoire-ailee.html Pour l'attribution à un empereur ou autres, c'est pas gagné _________________ "... Soyez réaliste, demandez l'impossible..."
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losterre
Nombre de messages : 43 Date d'inscription : 10/05/2012
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre Jeu 10 Mai 2012 - 17:55 | |
| oui c'est bien 32 mm et 17g Ann johnston que vous devez connaitre fait mention de ces dimensions dans son ouvrage DENOMINATIONS ET SYSTEMES MONETAIRES EN ASIE MINEURE A L’EPOQUE ROMAINE... si ça peut vous aider
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vip Admin
![vip](https://2img.net/u/1414/21/44/14/avatars/2-50.jpg)
Nombre de messages : 1695 Age : 54 Localisation : Hérault Date d'inscription : 25/10/2006
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre Jeu 10 Mai 2012 - 18:03 | |
| http://independent.academia.edu/MargueriteSpoerri/Papers/343423/Denomination_et_systemes_monetaires_en_Asie_Mineure_a_lepoque_romaine_A_propos_de_Greek_Imperial_Denominations_et_des_colonies_romaines Je met le lien de cet ouvrage afin que les autres membres se fasse également une idée _________________ "... Soyez réaliste, demandez l'impossible..."
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losterre
Nombre de messages : 43 Date d'inscription : 10/05/2012
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre Jeu 10 Mai 2012 - 18:37 | |
| dur dur n'est ce pas? souhaitez vous d'autres clichés? différents angles ? |
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vip Admin
![vip](https://2img.net/u/1414/21/44/14/avatars/2-50.jpg)
Nombre de messages : 1695 Age : 54 Localisation : Hérault Date d'inscription : 25/10/2006
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre Jeu 10 Mai 2012 - 21:52 | |
| Oui, vraiment difficile. D'autres clichés ne seraient pas de refus, en espérant que l'on puisse aller plus loin dans l'identification de cette monnaie, ce qui n'est pas sur. _________________ "... Soyez réaliste, demandez l'impossible..."
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losterre
Nombre de messages : 43 Date d'inscription : 10/05/2012
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: autre cliché... Ven 11 Mai 2012 - 12:01 | |
| Bonjour à tous voici d'autres clichés ![claude II dit le gothique peut etre 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Wx9KrbsP5+5+/eqNTrXsa+6v0TY2X08CR7Yd/J/krczXm1rfBjQGgaAa7W/50LMvc0ucXjcCTtBBhpmdG/wCE/cTYyY5RvQ7MKsu3Hp+zNcCxsiuxoAsDvpbPVj+0rL8q+6528NFoY2kOraG7y1u47Wjb/nf4RVMmpteW8ljq2uIDKvDT3tLnfno7qfWey6wBtT3t2gOiAB+mue795s+xSCIoeLCZGyKNDZNRXtudiu9WqstB/QR9LVvqXN+n6VbSrWJ0vPy2XX4FZtocHUj2ti6AWvNNLj6vq0u93qbf7aqOuy7LrMm3+ceTtePb6zHex1drGfQ431qzi5prwL8VosZW6trr3B5BDnGNjf3aslv0/agQm0dZrdZU4OdhEj9EbWuNbntGx3pXAfnWiz8z/g02UzFruFVb3XtDtLGNcBMH3bXS9ql0/OycPBxsT1ftWIHvezGtEtFVulmI+fc36HqVWM/mblN/UqW4+Pj2YwY9tZDrayQ4Nk+r7foOynNrbcy3/Tf8GlRtVhr2Eb2teDXjta119chrt0b6mN273fo/5z+Wp9Qv2P3saWssafVY0+3e1rX1WGtm5tTfpolApLH1ueWVscX7zqff7XOeXH/i01LWOpsxnHZaJdXvHttbLQGN0Dm7P+m9Kq6K6VaPKuNuzIeS8u90kyQT7vVdz+cnpsttrHrum07oe0AAumPVb+b9JBu9ZtLKmxYGtgAcnnj+o1iLRjProrLPea5ILSCHE7u7f+j/AFE+wRSzhkJWE7Lyf0ZqMhvDfzg36alazftra7cdGgcyCJbuePaq7vRaPWL2hrR7zr/alrf81WGV47SbXbrDq8TIYQ8H3HYW7dv5iaaqwvHFdGvMMG2NoohrTuaSxu32uLTt9n8r3e5auMzNowLM5zabamTRebmtO4l/rerVp+l9PId7PW/PWffQ32Q73sa0vadDDS4/Rdud/U/rq90+vMyce6ik7mj07cgMj1HAObtxm6bXu2u3/pP5u1NkNrXQN3pTrdL6Zb1F5zqgaKrHS+kaAPAHqODf3bHfpV1NWJUxgBG4juSsv6uiml+RjsD6y3aDW/UywbbLfU+i/duZ9D/g/wDSLbU2OI4QaWZJEnfZ/9Pee0tM91k9Zw6RYzqgr3vpAZkAaONc+yzd+9ju/wC3K1uvbJkiPH+CC+prmljxua4QR4giHKiXTIsPOO9J1ZD3F1Lmh9b9JB+ju3fQf6n5/tYsvJex3puDoYQ2HHWP7P530fctV1FeFjvx73RY1zoeyHFzToyv0Y2t9Rrf+tLLyZ19SGiRtYCS3x9s/mpQa8rY33uudde4E3P2moEkx+a/+z+dWtPAoqoc05cemQ15IbvIIbDK3VO+i587/c3096ybiyotsrJLhHYw3xD4/rK3R9l3vstY4ixhLbJ5JA9MsJ/mvpe9/wDPKXoxbFPfkVje4MftkCskCXEaTa6va3f+5+YqLy5znOf7Q0wANPaCN0n9xv7qu768i1zSddwcGua0uaeIc7/0Zs/SM/nFUpqNjTBArBbXt5c8tY973enHuZ7U4V1WG7ZUt3PYw+0PdJjsJAbtZ+bXv96PRiv6jf6T3toqEkWOHJHu9LT6O1x+knqqpDwXF91riw17SACxkfonB7fzv0nt/cU7K2C29gc0uMvbUIcwVu9zWt9IuZu/tIk9ECOtpK8e5tYfWQ91AAc5hElsuIfW1w/Pd7HMQKXvfYy97W2MrLv0T3EgwBY9jHt/e9v6bcrjrb7scVtLiHHbNhbBefob9Gv3NZ+f/wCk1RsLKWse0l9VbiKy0SXGHFjmNP0vznoC9QUkCwQkc+vJDiA4NhwsrES0iSWb3fuJqmNbWKmWAOAaKtCWDaJtLrNHtexDrzHNDh7X1veHue0QDLfTGz6O7f8ARqu/wabGcL3bHNP0SYc4BrWs4L7HfyT/AG0eHwRxC9+iVranXM2j1CCLGh3IAMudAPvf/hXLTxrSKMjbBd/MsD27mOafTu3/AEf5ynb+haz+c96pUsdZlMtZLGtcA0cHwob/ACXfv/6RWMTKDHnJh9jrWmKSdrN0xW5m3a/1KP8AhU2Vr8dVSE0lzhZOsau4Ib9L3n9/2+xqtUspt9Mh20UODtYaK2e3fY76W/3e+z+c9n+kQGkNyGOcZdue50dobp9IfnP/ANWK1gi37c9zw2t19bTU+yWFpZO30nDd6fqOf7k2R2XRABPi9F9Vsiw3ip7nuEOLGgzU1jvezb7f567bv2Mf6PpLqFyn1at9XNYy1hFtTA5hJ0DXNPrNaz/S22uba9dWpsXyBjyfM//U6p7TMnQgSOxOvihPbPHPCkyxr28mR4a/gU3iANCZjzCpF0gXH6zju31WV17/AFA6txbyHH3MdtH0voLDz6jVaHtadtgD2PIIkH6e1p/lO/M9i6/Jp9Wh7J2yJkT218Wrlb2D0w92lbARJHHuc530vbU/1H/Q+ghE0WHKNXM3FpLOWwIngz47UfAOTjes01uLBW4vZY2RNnsa17XfRbs9lezYo247Me0FtrXMd7mOgloPLdP3mfuK5+0cf7NssYfUGwOLoLI/Ne/Tfu/PZ+k2ep+j9NS321YfPRL0/IrJdVeym0vY0bnVCWtYSzcHVbPSdVW/1P8ACsv/AJuxVMV1tbnlriW2WPbY86khv0ds/n+5vsc5W8UU4bftFNh+17LA+QRsYfz2Ob7fdv8AzFTxHhpbaCRbY2LYOmoD9r2/R+g7d6iI30Wnx3ULHsdG2YBsYJh0uG+w7m/nta5HxHNoduDxFe50GCwtcNj9zPpPrf8ApPZvVfJcAxtrQHk6MeAfoj3fRH0f0nt9yawvLy0wfThuzzcQ9uoP0HOP5qfV7MZkRv8ARum1no/9x7GtcAWauJLnQ2T/AKT/AFYqN1trRujfS1+79GC7a5+6G7DPp10/yP31Zb69ry57mtBO9gP0gW6N+gP8I/6f76Ba2trw5/sZcS/ZJnd9BztsbvalQQZGlNL7HjHrcXsrgF0zt/wuOxmjX+l6v07Hf4RRp9M76A1o9IQHj3E7RLtrPzm73f8ApRNdTtsc6iwxa1x4O0B36PUz/wCBqTGWmGOrB2sYG7WlsH3PY9rfpMs+mkBaieA7eGjdrftrc94IZXvmfpaNLWte8F359m/996livrsZ7ordI/ShxBEjd67tp9v0v/JqpXuc14AbU/0y4WTq4+53v/Mc9rXeiz2/zaKwMrpY95c4sM+mAAB/KdP0mNd+YkRZPRdEkRFC+4bOxwJa5sOLg2X6HaRDpj85m38xv/Bq/itqDf1yu07mONVjQRMn22WssG/0mt+h/plScXXl1dlkuadHFsOH0dLN3uf7kTAqtvyvTLXBoBFuwiQXH2NLnlv6Pc3ft+mopijTLDWNjr3em+qVLvtdtk/QrAsa0QwEkelwfdZ6bH/m/QXVLM+r4uPT22Wva9ri70HNG2apOx7m/v2e5/8AU9NaasYxUR9rHI2X/9XcpuL9SBPeNFYDx2HIgeQWbi2tMD8FeBJMnVZ4k6R0LYbrpyOFy+WK3OfQxwL2HYWEa7g4s2M3P9zW/pGfzfs/f/ml0ofAXBdV6pd0/rmWdgtptuLgH8CWt3taiASdGKdNyzFrtaa2EB7fdDjqdxG1teg/t/6PegjHdtBfrU0RaG/SiR2H5u7ZvZ/6MVim9vUKrdgkW/p9zfaAAffVBDW79Pbsd/1lBxTY8ekC4PYzeGwJa4OH0pb/ANcrY/6FicCxkJLmvo6dkMIBa39FW9wO9pt3OBr19uz8+p//AH9BqFVmSDUNjYDGA8n6I3f2rGv3rQzK21b6LjXYL/0exp9Qh4j0zH09rmt9tzXKqca6xoqa4vYWgGQ02uh7mD0D+js9P1G7Pc/1f7CdGQG62QRYrtmRa2H7w0FkEDa5rv0rnN2+7ciWVVVH1GHaWk3MERoR/N67/d9FBuw312Ase4hzQ4FsFxgeA+n6jf7alTsvIfZ72t+nBj3f4FrB+fY//Ru2KTiDGY30XF9tOQHOcGlzgWWTO0h2u7/O9+9SyK6a3Ma2w2PbtNTWdoAta1rfpNq37kZleTY9tbNnrW+1kQHV6mrfY1gd+b/4KreDk9Lppv8ASO4Fk/aAHA+qBpU9jh/NVu3vZlfTu/4P6CBmbVwaEd2iMTKZk1tLiywta9lYcGlrXO9jh+b7f3P+ESxrA2wPP0Xy02ROocW+6fc3Y5GvpcKQ7cBkVuDLG7hu936Wtzdvs2e78x2xVbci2qwBu0OLw1rdoDXF3tb638r/AIX/AMCRB+qa2rSkt7W147dxltg22gRLHD2eof8Arb2J+mvtkNf72saK9riAdg+k5n/VIuTS3Y57SYa7b7oDg4ne0W+4+/8ANdWpUVMY4NY8VWuBhjSS1276bf5Nmr0SRS2IleuzYyGMx3tuqJDSXUuYQJd+f9NsbnN27Hfvq90Sq+jJy8F1ezMz2sbTaQd1Yf8Az30h/ov0n0feqXpHKorp27JJ9MbtfUGtez6Lv5P+jeut+qmLknBpysprmGHljHO3Euef0mR9Frq9+3bVT+ZWmRHFMUyH0x1d2mqumplNQ211NDGDwa0bWhTTJ1ZYbf/W08cVugOHP0SOytglvtdyFk4tpjUrQNvta49wqFfg3ZGj5pLbA1p107lcRmNZl33ueJba8u/H2uaf3l0HVctwqNVf0n6Ejs3usUMjhS440LWyLmC/N6VY303b6DMaCDPIM/4Rq3MTOxcjDZkBoO1wY97huIaRuhw3b3Pp971UsqZYw1vaHNdyCqP2XJxQ8Y59Spxk18OkAhv/ABm3cnSgDtoVnFXk72VXZW1noE2Y7w0eq5oIYd37wH0NoduTX2Vfo76P5y0B23lgNkR6O73ez/A/4RUaut0X9OrwbmvZm1EQY2h0+w/uva79xn/GfQVurJbjYNAbDmg7bgKmvJEO2D3Br9mx/wC//hN/87WouEg6puxo3crp2Xg1NGZYxl5a57tmrwDsbXv/AO4/v3f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) 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losterre
Nombre de messages : 43 Date d'inscription : 10/05/2012
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: une autre? Ven 11 Mai 2012 - 12:04 | |
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Ced FONDATEUR
![Ced](https://2img.net/u/1414/21/44/14/avatars/1.jpg)
Nombre de messages : 1714 Date d'inscription : 25/10/2006
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre Ven 11 Mai 2012 - 12:18 | |
| Vu les autres clichés j'avais plutôt l'impression que c'était une 2 sols au faisceau de Louis XVI... mais difficile, vraiment difficile... _________________ | Site Web de la Revue de Numismatique OMNI : Cliquez ici |
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losterre
Nombre de messages : 43 Date d'inscription : 10/05/2012
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre Ven 11 Mai 2012 - 12:20 | |
| ![claude II dit le gothique peut etre 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) un vrai challenge ! lol |
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![Aller en bas](https://2img.net/i/empty.gif) | |
losterre
Nombre de messages : 43 Date d'inscription : 10/05/2012
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre Ven 11 Mai 2012 - 12:35 | |
| Suis allez voir les 2 sols ..... c'est magnifique ! |
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![Aller en bas](https://2img.net/i/empty.gif) | |
losterre
Nombre de messages : 43 Date d'inscription : 10/05/2012
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre Ven 11 Mai 2012 - 13:01 | |
| Allez courage... lol ![claude II dit le gothique peut etre 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) 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losterre
Nombre de messages : 43 Date d'inscription : 10/05/2012
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre Ven 11 Mai 2012 - 13:17 | |
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losterre
Nombre de messages : 43 Date d'inscription : 10/05/2012
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre Ven 11 Mai 2012 - 13:30 | |
| Ça ne peut surement pas changer grand chose mais la pièce est un peu écrasée donc pas parfaitement cylindrique au plus large elle mesure 33mm et 32 au plus étroit |
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vip Admin
![vip](https://2img.net/u/1414/21/44/14/avatars/2-50.jpg)
Nombre de messages : 1695 Age : 54 Localisation : Hérault Date d'inscription : 25/10/2006
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre Ven 11 Mai 2012 - 14:13 | |
| j'y ai pensé à la deux sol, mais cette monnaie fait 17g, les deux sols 24,475g théoriquement. Vraiment très très difficile, cette identification.. _________________ "... Soyez réaliste, demandez l'impossible..."
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vip Admin
![vip](https://2img.net/u/1414/21/44/14/avatars/2-50.jpg)
Nombre de messages : 1695 Age : 54 Localisation : Hérault Date d'inscription : 25/10/2006
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre Ven 11 Mai 2012 - 14:38 | |
| J'ai fusionné les deux sujet, _________________ "... Soyez réaliste, demandez l'impossible..."
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losterre
Nombre de messages : 43 Date d'inscription : 10/05/2012
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre Ven 11 Mai 2012 - 14:44 | |
| Merci VIP désolé encore.... lol une question: pensez vous que je puisse procéder à une électrolyse ?? pour nettoyer la pièce? |
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vip Admin
![vip](https://2img.net/u/1414/21/44/14/avatars/2-50.jpg)
Nombre de messages : 1695 Age : 54 Localisation : Hérault Date d'inscription : 25/10/2006
![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre Ven 11 Mai 2012 - 14:52 | |
| On peu toujours, mais je doute que l'on y vois mieux, la monnaie est déjà pas mal nettoyée et usée par le temps. Peut être que cela enlèvera le reste de concrétions et fera ressortir un peu de relief?
_________________ "... Soyez réaliste, demandez l'impossible..."
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![claude II dit le gothique peut etre Empty](https://2img.net/i/empty.gif) | Sujet: Re: claude II dit le gothique peut etre ![claude II dit le gothique peut etre Icon_minitime](https://2img.net/i/fa/icon_minitime.gif) | |
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