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Obverse legend / and po Bust typeBreak in Rev. legend Turre Campgates CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2 CONSTAN-TINVS AG B1 PROVIDEN-TIAE AVGG 2 CONSTANT-INVS AG B1 PROVIDEN-TIAE AVGG 2 FL IVL CRISPVS NOB CAES B4 PROVIDEN-TIAE CAESS 2 CONSTANTINVS IVN NOB C B3 PROVIDEN-TIAE CAESS 2 FLA CONSTANTIVS NOB C B4 PROVIDEN-TIAE CAESS 2 FL IVL CONSTANTIVS NOB B4 left PROVIDEN-TIAE CAESS 2 CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2 FL IVL CRISPVS NOB CAES B4 left PROVIDEN-TIAE AVGG 2 FL IVL CRISPVS NOB CAES B4 PROVIDEN-TIAE CAESS 2 FL IVL CRISPVS NOB CAES B4 left PROVIDEN-TIAE CAESS 2 CONSTANTINVS IVN NOB C B3 PROVIDEN-TIAE CAESS 2 CONSTANTINVS IVN NOB C B4 PROVIDEN-TIAE CAESS 2 CONSTANTINVS IVN NOB C B4 left PROVIDEN-TIAE CAESS 2 FL IVL CONSTANTIVS NOB B4 left PROVIDEN-TIAE CAESS 2 CONSTANTIVS NOB CAES B5 PROVIDEN-TIAE CAESS 2 CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2 CONSTAN-TINVS AVG B1 VIRTV-S AVGG 2 CONSTAN-TINVS AVG B1 VIRTVS-CAESS 3 FL IVL CRISPVS NOB CAES B3 PROVIDEN-TIAE CAESS 2 FL IVL CRISPVS NOB CAES B4 PROVIDEN-TIAE CAESS 2 FL IVL CRISPVS NOB CAES B4 left PROVIDEN-TIAE CAESS 2 CONSTANTINVS IVN NOB C B3 PROVIDEN-TIAE CAESS 2 CONSTANTINVS IVN NOB C B4 PROVIDEN-TIAE AVGG 2 CONSTANTINVS IVN NOB C B4 left PROVIDEN-TIAE AVGG 2 FL IVL CONSTANTIVS NOB B4 left PROVIDEN-TIAE CAESS 2 CONSTANTIVS NOB CAES B4 PROVIDEN-TIAE CAESS 2 CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2 FL IVL CRISPVS NOB CAES B4 left PROVIDEN-TIAE CAESS 2 CONSTANTINVS IVN NOB C B4 left PROVIDEN-TIAE CAESS 2 FL IVL CONSTANTIVS NOB B4 left PROVIDEN-TIAE CAESS 2 CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2 CONSTANTINVS IVN NOB C B4 left PROVIDEN-TIAE CAESS 2 FL IVL CONSTANTIVS NOB B4 left PROVIDEN-TIAE CAESS 2 CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2 CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2 FL IVL CRISPVS NOB CAES B4 left PROVIDEN-TIAE AVGG 2 FL IVL CRISPVS NOB CAES B4 left PROVIDEN-TIAE CAESS 2 FL IVL CRISPVS NOB CAES B4 left PROVIDEN-TIAE CAESS 2 CONSTANTINVS IVN NOB C B1 PROVIDEN-TIAE CAESS 2 CONSTANTINVS IVN NOB C B4 left PROVIDEN-TIAE CAESS 2 CONSTANTINVS IVN NOB C B4 left PROVIDEN-TIAE CAESS 2 FL IVL CONSTANTIVS NOB B4 left PROVIDEN-TIAE CAESS 2 FL IVL CONSTANTIVS NOB B4 left PROVIDEN-TIAE CAESS 2 CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2 CONSTANTINVS IVN NOB C B4 left PROVIDEN-TIAE CAESS 2 FL IVL CONSTANTIVS NOB B4 left PROVIDEN-TIAE CAESS 2 FL IVL CONSTANTIVS NOB B1 PROVIDEN-TIAE CAESS 2

R.I.C roman imperial coins campgates.xls

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Page 1: R.I.C roman imperial coins campgates.xls

Obverse legend / and pos. Bust type Break in Rev. legend Turret

CampgatesCONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2CONSTAN-TINVS AG B1 PROVIDEN-TIAE AVGG 2CONSTANT-INVS AG B1 PROVIDEN-TIAE AVGG 2FL IVL CRISPVS NOB CAE B4 PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B3 PROVIDEN-TIAE CAESS 2FLA CONSTANTIVS NOB C B4 PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2FL IVL CRISPVS NOB CAE B4 left PROVIDEN-TIAE AVGG 2FL IVL CRISPVS NOB CAE B4 PROVIDEN-TIAE CAESS 2FL IVL CRISPVS NOB CAE B4 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B3 PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTANTIVS NOB CAES B5 PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2CONSTAN-TINVS AVG B1 VIRTV-S AVGG 2CONSTAN-TINVS AVG B1 VIRTVS-CAESS 3FL IVL CRISPVS NOB CAE B3 PROVIDEN-TIAE CAESS 2FL IVL CRISPVS NOB CAE B4 PROVIDEN-TIAE CAESS 2FL IVL CRISPVS NOB CAE B4 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B3 PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 PROVIDEN-TIAE AVGG 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE AVGG 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTANTIVS NOB CAES B4 PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2FL IVL CRISPVS NOB CAE B4 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2FL IVL CRISPVS NOB CAE B4 left PROVIDEN-TIAE AVGG 2FL IVL CRISPVS NOB CAE B4 left PROVIDEN-TIAE CAESS 2FL IVL CRISPVS NOB CAE B4 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B1 PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB1 PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2CONSTAN-TINVS AVG E8 PROVIDEN-TIAE AVGG 2CONSTAN-TINVS AVG E9 PROVIDEN-TIAE AVGG 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2

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CONSTANTINVS IVN NOB I1 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2CONSTAN-TINVS AVG B5 PROVIDEN-TIAE AVGG 2FL IVL CRISPVS NOB CAE B4 PROVIDEN-TIAE CAESS 2FL IVL CRIS-PVS NOB C B4 PROVIDEN-TIAE CAESS 2CRISPVS-NOB CAES B4 PROVIDEN-TIAE CAESS 2CRISPVS-NOB CAES B4 left PROVIDEN-TIAE CAESS 2CRISPVS-NOB CAES B5 PROVIDEN-TIAE CAESS 2CRISPVS-NOB CAES B5 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B3 PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB3 PROVIDEN-TIAE CAESS 2FL CONSTANTIVS NOB C B3 PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2CRISPVS-NOB CAES B3 PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB3 PROVIDEN-TIAE CAESS 2FL CONSTANTIVS NOB C B3 PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2CRISPVS-NOB CAES B4 left PROVIDEN-TIAE CAESS 2CRISPVS-NOB CAES B5 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 VIRTV-S AVGG 4CRISPVS-NOB CAES B4 left VIRTVS-CAESS 4CRISPVS-NOB CAES B4 left VIRTVS-CAESS 4CONSTANTINVS IVN NOB B4 left VIRTVS-CAESS 4CONSTANTINVS IVN NOB B3 VIRTVS-CAESS 4FL IVL CONSTANTIVS NOBB3 VIRTVS-CAESS 4FL IVL CONSTANTIVS NOBB4 left VIRTVS-CAESS 4CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2CONSTAN-TINVS AVG B1 PROVIDENTIAE AVGG 4CONSTAN-TINVS AVG B5 VIRTVS AVGG 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 VIRTV-S AVGG 4CONSTANTINVS IVN NOB B4 left VIRTVS-CAESS 4FL IVL CONSTANTIVS NOBB4 left VIRTVS-CAESS 4CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE AVGG 2CONSTAN-TINVS AVG E1 PROVIDEN-TIAE AVGG 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 4CONSTAN-TINVS AVG B1 VIRTV-S AVGG 4CONSTAN-TINVS AVG E3 VIRTV-S AVGG 4CONSTANTINVS IVN NOB B4 left VIRTVS-CAESS 4FL IVL CONSTANTIVS NOBB4 left VIRTVS-CAESS 4CONSTAN-TINVS AVG E3 PROVIDEN-TIAE AVGG 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG E3 VIRTV-S AVGG 4CONSTANTINVS IVN NOB B4 left VIRTVS-CAESS 4

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FL IVL CONSTANTIVS NOBB4 left VIRTVS-CAESS 4CONSTAN-TINVS AVG E3 PROVIDEN-TIAE AVGG 2CONSTAN-TINVS AVG E8 PROVIDEN-TIAE AVGG 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B5 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG E3 VIRTV-S AVGG 4CONSTAN-TINVS AVG E8 VIRTV-S AVGG 4CONSTANTINVS IVN NOB B4 left VIRTVS-CAESS 4CONSTANTINVS IVN NOB B5 left VIRTVS-CAESS 4FL IVL CONSTANTIVS NOBB4 left VIRTVS-CAESS 4CONSTAN-TINVS AVG E3 VIRTV-S AVGG 4CONSTAN-TINVS AVG E8 VIRTV-S AVGG 4CONSTANTINVS IVN NOB B5 left VIRTVS-CAESS 4FL IVL CONSTANTIVS NOBB4 left VIRTVS-CAESS 4CONSTA-NTINVS AVG D2 VIRTV-S AVGG 3C-ONSTAN-TINVS AVG D2 VIRTV-S AVGG 3CON-STAN-TINVS AVG D2 VIRTV-S AVGG 3CON-STANT-INVS AVG D2 VIRTV-S AVGG 3CON-STANTI-NVS AVG D2 VIRTV-S AVGG 3CON-S-TANTINVS AVG D2 VIRTV-S AVGG 3CONST-ANTINVS AVG D2 VIRTV-S AVGG 3CONSTAN-TINVS AVG D2 VIRTV-S AVGG 3CONSTANT-INVS AVG D2 VIRTV-S AVGG 3CONSTANTIN-VS AVG D2 VIRTV-S AVGG 3CONSTANTINV-S AVG D2 VIRTV-S AVGG 3CONSTA-NTINVS AVG D6 VIRTV-S AVGG 3C-ONSTAN-TINVS AVG D6 VIRTV-S AVGG 3CON-STAN-TINVS AVG D6 VIRTV-S AVGG 3CON-STANT-INVS AVG D6 VIRTV-S AVGG 3CON-STANTI-NVS AVG D6 VIRTV-S AVGG 3CON-S-TANTINVS AVG D6 VIRTV-S AVGG 3CONST-ANTINVS AVG D6 VIRTV-S AVGG 3CONSTAN-TINVS AVG D6 VIRTV-S AVGG 3CONSTANT-INVS AVG D6 VIRTV-S AVGG 3CONSTANTIN-VS AVG D6 VIRTV-S AVGG 3CONSTANTINV-S AVG D6 VIRTV-S AVGG 3CONSTA-NTINVS AVG D7 VIRTV-S AVGG 3C-ONSTAN-TINVS AVG D7 VIRTV-S AVGG 3CON-STAN-TINVS AVG D7 VIRTV-S AVGG 3CON-STANT-INVS AVG D7 VIRTV-S AVGG 3CON-STANTI-NVS AVG D7 VIRTV-S AVGG 3CON-S-TANTINVS AVG D7 VIRTV-S AVGG 3CONST-ANTINVS AVG D7 VIRTV-S AVGG 3CONSTAN-TINVS AVG D7 VIRTV-S AVGG 3CONSTANT-INVS AVG D7 VIRTV-S AVGG 3CONSTANTIN-VS AVG D7 VIRTV-S AVGG 3CONSTANTINV-S AVG D7 VIRTV-S AVGG 3CONSTA-NTINVS AVG G8 left VIRTV-S AVGG 3C-ONSTAN-TINVS AVG G8 left VIRTV-S AVGG 3CON-STAN-TINVS AVG G8 left VIRTV-S AVGG 3CON-STANT-INVS AVG G8 left VIRTV-S AVGG 3CON-STANTI-NVS AVG G8 left VIRTV-S AVGG 3

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CON-S-TANTINVS AVG G8 left VIRTV-S AVGG 3CONST-ANTINVS AVG G8 left VIRTV-S AVGG 3CONSTAN-TINVS AVG G8 left VIRTV-S AVGG 3CONSTANT-INVS AVG G8 left VIRTV-S AVGG 3CONSTANTIN-VS AVG G8 left VIRTV-S AVGG 3CONSTANTINV-S AVG G8 left VIRTV-S AVGG 3IMP LI-CINIVS AVG D2 with vis VIRTV-S AVGG 3IMP LIC-INIVS AVG D2 with vis VIRTV-S AVGG 3CRISPVS-NOB CAES B4 VIRTV-S AVGG 3CRISPVS NOB CAES B4 VIRTV-S AVGG 3C-RISPVS NOB CAES B4 VIRTV-S AVGG 3CR-ISPVS NOB CAES B4 VIRTV-S AVGG 3CRISPVS-NOB CAES G8 left VIRTV-S AVGG 3CRISPVS NOB CAES G8 left VIRTV-S AVGG 3C-RISPVS NOB CAES G8 left VIRTV-S AVGG 3CR-ISPVS NOB CAES G8 left VIRTV-S AVGG 3LICINIVS IVN NOB C B4 VIRTV-S AVGG 3CONSTANTINVS IVN NOB B4 VIRTV-S AVGG 3CONSTANTINVS IVN-NOB B4 VIRTV-S AVGG 3CONSTANTINVS IVN NOB G1 left VIRTV-S AVGG 3CONSTANTINVS IVN-NOB G1 left VIRTV-S AVGG 3CONSTA-NTINVS AVG B1 VIRTV-S AVGG 3C-ONSTAN-TINVS AVG B1 VIRTV-S AVGG 3CON-STAN-TINVS AVG B1 VIRTV-S AVGG 3CON-STANT-INVS AVG B1 VIRTV-S AVGG 3CON-STANTI-NVS AVG B1 VIRTV-S AVGG 3CON-S-TANTINVS AVG B1 VIRTV-S AVGG 3CONST-ANTINVS AVG B1 VIRTV-S AVGG 3CONSTAN-TINVS AVG B1 VIRTV-S AVGG 3CONSTANT-INVS AVG B1 VIRTV-S AVGG 3CONSTANTIN-VS AVG B1 VIRTV-S AVGG 3CONSTANTINV-S AVG B1 VIRTV-S AVGG 3CONSTA-NTINVS AVG D6 VIRTV-S AVGG 3C-ONSTAN-TINVS AVG D6 VIRTV-S AVGG 3CON-STAN-TINVS AVG D6 VIRTV-S AVGG 3CON-STANT-INVS AVG D6 VIRTV-S AVGG 3CON-STANTI-NVS AVG D6 VIRTV-S AVGG 3CON-S-TANTINVS AVG D6 VIRTV-S AVGG 3CONST-ANTINVS AVG D6 VIRTV-S AVGG 3CONSTAN-TINVS AVG D6 VIRTV-S AVGG 3CONSTANT-INVS AVG D6 VIRTV-S AVGG 3CONSTANTIN-VS AVG D6 VIRTV-S AVGG 3CONSTANTINV-S AVG D6 VIRTV-S AVGG 3CONSTA-NTINVS AVG G8 left VIRTV-S AVGG 3C-ONSTAN-TINVS AVG G8 left VIRTV-S AVGG 3CON-STAN-TINVS AVG G8 left VIRTV-S AVGG 3CON-STANT-INVS AVG G8 left VIRTV-S AVGG 3CON-STANTI-NVS AVG G8 left VIRTV-S AVGG 3CON-S-TANTINVS AVG G8 left VIRTV-S AVGG 3CONST-ANTINVS AVG G8 left VIRTV-S AVGG 3CONSTAN-TINVS AVG G8 left VIRTV-S AVGG 3CONSTANT-INVS AVG G8 left VIRTV-S AVGG 3CONSTANTIN-VS AVG G8 left VIRTV-S AVGG 3CONSTANTINV-S AVG G8 left VIRTV-S AVGG 3

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CONSTA-NTINVS AVG H4 left VIRTV-S AVGG 3C-ONSTAN-TINVS AVG H4 left VIRTV-S AVGG 3CON-STAN-TINVS AVG H4 left VIRTV-S AVGG 3CON-STANT-INVS AVG H4 left VIRTV-S AVGG 3CON-STANTI-NVS AVG H4 left VIRTV-S AVGG 3CON-S-TANTINVS AVG H4 left VIRTV-S AVGG 3CONST-ANTINVS AVG H4 left VIRTV-S AVGG 3CONSTAN-TINVS AVG H4 left VIRTV-S AVGG 3CONSTANT-INVS AVG H4 left VIRTV-S AVGG 3CONSTANTIN-VS AVG H4 left VIRTV-S AVGG 3CONSTANTINV-S AVG H4 left VIRTV-S AVGG 3IMP LIC-INIVS AVG D2 VIRTV-S AVGG 3IMP LI-CINIVS AVG D2 VIRTV-S AVGG 3CRISPVS-NOB CAES G8 left VIRTV-S AVGG 3CRISPVS NOB CAES G8 left VIRTV-S AVGG 3C-RISPVS NOB CAES G8 left VIRTV-S AVGG 3CR-ISPVS NOB CAES G8 left VIRTV-S AVGG 3CRISPVS-NOB CAES H4 left VIRTV-S AVGG 3CRISPVS NOB CAES H4 left VIRTV-S AVGG 3C-RISPVS NOB CAES H4 left VIRTV-S AVGG 3CR-ISPVS NOB CAES H4 left VIRTV-S AVGG 3LICINIVS IVN NOB C B4 VIRTV-S AVGG 3CONSTANTINVS IVN NOB B4 VIRTV-S AVGG 3CONSTANTINVS IVN-NOB B4 VIRTV-S AVGG 3CONSTA-NTINVS AVG D2 VIRTV-S AVGG 4C-ONSTAN-TINVS AVG D2 VIRTV-S AVGG 4CON-STAN-TINVS AVG D2 VIRTV-S AVGG 4CON-STANT-INVS AVG D2 VIRTV-S AVGG 4CON-STANTI-NVS AVG D2 VIRTV-S AVGG 4CON-S-TANTINVS AVG D2 VIRTV-S AVGG 4CONST-ANTINVS AVG D2 VIRTV-S AVGG 4CONSTAN-TINVS AVG D2 VIRTV-S AVGG 4CONSTANT-INVS AVG D2 VIRTV-S AVGG 4CONSTANTIN-VS AVG D2 VIRTV-S AVGG 4CONSTANTINV-S AVG D2 VIRTV-S AVGG 4CONSTA-NTINVS AVG D6 VIRTV-S AVGG 4C-ONSTAN-TINVS AVG D6 VIRTV-S AVGG 4CON-STAN-TINVS AVG D6 VIRTV-S AVGG 4CON-STANT-INVS AVG D6 VIRTV-S AVGG 4CON-STANTI-NVS AVG D6 VIRTV-S AVGG 4CON-S-TANTINVS AVG D6 VIRTV-S AVGG 4CONST-ANTINVS AVG D6 VIRTV-S AVGG 4CONSTAN-TINVS AVG D6 VIRTV-S AVGG 4CONSTANT-INVS AVG D6 VIRTV-S AVGG 4CONSTANTIN-VS AVG D6 VIRTV-S AVGG 4CONSTANTINV-S AVG D6 VIRTV-S AVGG 4CONSTA-NTINVS AVG D7 VIRTV-S AVGG 4C-ONSTAN-TINVS AVG D7 VIRTV-S AVGG 4CON-STAN-TINVS AVG D7 VIRTV-S AVGG 4CON-STANT-INVS AVG D7 VIRTV-S AVGG 4CON-STANTI-NVS AVG D7 VIRTV-S AVGG 4CON-S-TANTINVS AVG D7 VIRTV-S AVGG 4CONST-ANTINVS AVG D7 VIRTV-S AVGG 4CONSTAN-TINVS AVG D7 VIRTV-S AVGG 4

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CONSTANT-INVS AVG D7 VIRTV-S AVGG 4CONSTANTIN-VS AVG D7 VIRTV-S AVGG 4CONSTANTINV-S AVG D7 VIRTV-S AVGG 4CONSTA-NTINVS AVG H8 left VIRTV-S AVGG 4C-ONSTAN-TINVS AVG H8 left VIRTV-S AVGG 4CON-STAN-TINVS AVG H8 left VIRTV-S AVGG 4CON-STANT-INVS AVG H8 left VIRTV-S AVGG 4CON-STANTI-NVS AVG H8 left VIRTV-S AVGG 4CON-S-TANTINVS AVG H8 left VIRTV-S AVGG 4CONST-ANTINVS AVG H8 left VIRTV-S AVGG 4CONSTAN-TINVS AVG H8 left VIRTV-S AVGG 4CONSTANT-INVS AVG H8 left VIRTV-S AVGG 4CONSTANTIN-VS AVG H8 left VIRTV-S AVGG 4CONSTANTINV-S AVG H8 left VIRTV-S AVGG 4IMP LIC-INIVS AVG D2 VIRTV-S AVGG 4IMP LI-CINIVS AVG D2 VIRTV-S AVGG 4LICINIVS IVN NOB C B4 VIRTV-S AVGG 4CONSTA-NTINVS AVG D7 long creVIRTV-S AVGG 4C-ONSTAN-TINVS AVG D7 long creVIRTV-S AVGG 4CON-STAN-TINVS AVG D7 long creVIRTV-S AVGG 4CON-STANT-INVS AVG D7 long creVIRTV-S AVGG 4CON-STANTI-NVS AVG D7 long creVIRTV-S AVGG 4CON-S-TANTINVS AVG D7 long creVIRTV-S AVGG 4CONST-ANTINVS AVG D7 long creVIRTV-S AVGG 4CONSTAN-TINVS AVG D7 long creVIRTV-S AVGG 4CONSTANT-INVS AVG D7 long creVIRTV-S AVGG 4CONSTANTIN-VS AVG D7 long creVIRTV-S AVGG 4CONSTANTINV-S AVG D7 long creVIRTV-S AVGG 4CRISPVS-NOB CAES G8 left VIRTV-S AVGG 4CRISPVS NOB CAES G8 left VIRTV-S AVGG 4C-RISPVS NOB CAES G8 left VIRTV-S AVGG 4CR-ISPVS NOB CAES G8 left VIRTV-S AVGG 4LICINIVS IVN NOB C B4 VIRTV-S AVGG 4CONSTANTINVS IVN NOB B4 VIRTV-S AVGG 4CONSTANTINVS IVN-NOB B4 VIRTV-S AVGG 4CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2FL IVL CRISPVS NOB CAE B4 PROVIDEN-TIAE CAESS 2FL IVL CRISPVS NOB CAE B4 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL VAL CONSTANTIVS NOBB3 PROVIDEN-TIAE CAESS 2FL VAL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2FL IVL CRISPVS NOB CAE B4 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL VAL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL VAL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL VAL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 DN CONSTANTINI MAX AVG 2CONSTANTINVS PF AVG B5 VIRTVS-CAESS 4CONSTANTINVS IVN NOB B4 DN CONSTANTINI MAX AVG 2CONSTANTINVS IVN NOB B4 PROVIDEN-TIAE CAESS 2

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FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 DN CONSTANTINI MAX AVG 2CRISPVS-NOB CAES B1 DN CONSTANTINI MAX AVG 2CONSTANTINVS IVN NOB B4 PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2IVL CRIS-PVS NOB C B1 PROVIDEN-TIAE AVGG 2IVL CRIS-PVS NOB C B1 PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B1 PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2IVL CRIS-PVS NOB C B1 PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B1 PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2IVL CRIS-PVS NOB C B1 PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B1 PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2CONSTANTI-NVS MAX AVGE8 PROVIDEN-TIAE AVGG 2CONSTANTINVS IVN NOB B1 PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2CONSTAN-TINVS AVG E8 PROVIDEN-TIAE AVGG 2IVL CRIS-PVS NOB C B5 PROVIDEN-TIAE CAESS 2IVL CRIS-PVS NOB C B4 PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG E8 PROVIDEN-TIAE AVGG 2CONSTANTI-NVS MAX AVGE8 PROVIDEN-TIAE AVGG 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 PROVIDEN-TIAE CAESS 2IMP LICI-NIVS AVG J1 left PROVIDENT-IAE AVGG 3IMP LICI-NIVS AVG J1 left PROVIDEN-TIAE AVGG 3IMP CONSTA-NTINVS AVG J1 left PROVIDEN-TIAE AVGG 3IMP CONSTA-NTINVS AVG J1 left PROVIDEN-TIAE AVGG 3IMP LICI-NIVS AVG J1 left PROVIDEN-TIAE AVGG 3IMP LICI-NIVS AVG J1 left PROVIDEN-TIAE AVGG 3DN FL IVL CRISPVS NOB J1 left PROVIDEN-TIAE CAESS 3DN VAL LICIN LICINIVS NO J1 left PROVIDEN-TIAE CAESS 3DN FL CL CONSTANTINVS J1 left PROVIDEN-TIAE CAESS 3DN VAL LICIN LICINIVS NO J1 left PROVIDEN-TIAE CAESS 3DN VAL LICIN LICINIVS NO J1 left PROVIDEN-TIAE CAESS 3DN FL IVL CRISPVS NOB J1 left PROVIDEN-TIAE CAESS 3DN VAL CONST LICINIVS J1 left PROVIDEN-TIAE CAESS 3DN VAL LICIN LICINIVS NO J1 left PROVIDEN-TIAE CAESS 3DN FL CL CONSTANTINVS J1 left PROVIDEN-TIAE CAESS 3DN VAL LICIN LICINIVS NO J1 left PROVIDEN-TIAE CAESS 3IMP CONSTA-NTINVS AVG J1 left PROVIDEN-TIAE AVGG 3IMP LICI-NIVS AVG J1 left PROVIDEN-TIAE AVGG 3DN FL IVL CRISPVS NOB J1 left PROVIDEN-TIAE CAESS 3DN VAL LICIN LICINIVS NO J1 left PROVIDEN-TIAE CAESS 3DN FL CL CONSTANTINVS J1 left PROVIDEN-TIAE CAESS 3IMP CONSTA-NTINVS AVG J1 left PROVIDEN-TIAE AVGG 3

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IMP LICI-NIVS AVG J1 left PROVIDEN-TIAE AVGG 3DN FL IVL CRISPVS NOB J1 left PROVIDEN-TIAE CAESS 3DN VAL LICIN LICINIVS NO J1 left PROVIDEN-TIAE CAESS 3DN FL CL CONSTANTINVS J1 left PROVIDEN-TIAE CAESS 3IMP CONSTA-NTINVS AVG J1 left PROVIDEN-TIAE AVGG 3IMP LICI-NIVS AVG J1 left PROVIDEN-TIAE AVGG 3DN FL IVL CRISPVS NOB J1 left PROVIDEN-TIAE CAESS 3DN VAL LICIN LICINIVS NO J1 left PROVIDEN-TIAE CAESS 3IMP CONSTA-NTINVS AVG J1 left PROVIDEN-TIAE AVGG 3IMP LICI-NIVS AVG J1 left PROVIDEN-TIAE AVGG 3DN FL IVL CRISPVS NOB J1 left PROVIDEN-TIAE CAESS 3DN VAL LICIN LICINIVS NO J1 left PROVIDEN-TIAE CAESS 3DN FL CL CONSTANTINVS J1 left PROVIDEN-TIAE CAESS 3IMP LICI-NIVS AVG J1 left PROVIDEN-TIAE AVGG 3IMP LICI-NIVS AVG J1 PROVIDEN-TIAE AVGG 3IMP LICI-NIVS AVG J1 left PROVIDEN-TIAE AVGG 3DN VAL LICIN LICINIVS NO J1 right PROVIDEN-TIAE CAESS 3DN FL CL CONSTANTIVS NB4 left PROVIDEN-TIAE CAESS 3CONSTANTINVS IVN NOB B4 PROVIDEN-TIAE CAESS 3DN FL CL CONSTANTIVS NB4 left PROVIDEN-TIAE CAESS 3CRISPVS-NOB CAES B4 left PROVIDEN-TIAE CAESS 2CRISPVS-NOB CAES B4 PROVIDEN-TIAE CAESS 2CRISPVS-NOBIL C B4 PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2CRISPVS NOB CAES B4 PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B5 PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B5 PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2FL IVL CRISPVS NOB CAE B4 left PROVIDEN-TIAE CAESS 2FL IVL CRIS-PVS NOB C B4 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2FL IVL CRIS-PVS NOB C B4 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2

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FL IVL CRIS-PVS NOB C B4 left PROVIDEN-TIAE CAES dot 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAES dot 2CONSTANTINVS IVN NOB B4 PROVIDEN-TIAE CAES dot 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAES dot 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAES 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE AVGG 2CONSTANTINVS IVN NOB B4 PROVIDEN-TIAE CAES dot 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAES dot 2CONSTAN-TINVS AVG E3 PROVIDEN-TIAE AVGG 2CONSTAN-TINVS AVG E1 PROVIDEN-TIAE AVGG 2CONSTAN-TINVS AVG E2 PROVIDEN-TIAE AVGG 2CONSTANTI-NVS MAX AVGE8 PROVIDEN-TIAE AVGG 2CONSTANTINVS IVN NOB B4 PROVIDEN-TIAE CAES dot 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAES dot 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2FL IVL CRISPVS NOB CAE B4 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE CAESS 2FL IVL CRISPVS NOB CAE B4 left PROVIDEN-TIAE CAESS 2FL IVL CRIS-PVS NOB CAEB4 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2FL IVL CRISPVS NOB CAE B4 left PROVIDEN-TIAE CAESS 2FL IVL CRIS-PVS NOB CAEB4 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG E1 PROVIDEN-TIAE AVGG 2CONSTAN-TINVS AVG E2 PROVIDEN-TIAE AVGG 2CONSTAN-TINVS AVG E4 PROVIDEN-TIAE AVGG 2CONSTAN-TINVS AVG E3 PROVIDEN-TIAE AVGG 2CONSTANTI-NVS MAX AVGB4 PROVIDEN-TIAE AVGG 2CONSTANTI-NVS MAX AVGE7 PROVIDEN-TIAE AVGG 2CONSTANTI-NVS MAX AVGE8 PROVIDEN-TIAE AVGG 2CONSTANTI-NVS MAX AVGE9 PROVIDEN-TIAE AVGG 2CONSTANTINVS IVN NOB B5 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB5 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2FL IVL CRISPVS NOB CAE B4 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2FL IVL CRISPVS NOB CAE B4 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG E2 PROVIDEN-TIAE AVGG 2CONSTAN-TINVS AVG E1 PROVIDEN-TIAE AVGG 2CONSTAN-TINVS AVG E2 PROVIDEN-TIAE AVGG 2

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CONSTAN-TINVS AVG E8 PROVIDEN-TIAE AVGG 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2FL IVL CRISPVS NOB CAE B4 left PROVIDEN-TIAE CAESS 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG B1 PROVIDEN-TIAE AVGG 2CONSTAN-TINVS AVG E8 PROVIDEN-TIAE AVGG 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2CONSTAN-TINVS AVG E8 PROVIDEN-TIAE AVGG 2CONSTANTINVS IVN NOB B4 left PROVIDEN-TIAE CAESS 2FL IVL CONSTANTIVS NOBB4 left PROVIDEN-TIAE CAESS 2DN VALENTINIANVS PF AVC left GLORIA REI-PVBLICE not stDN VALENTINIANVS PF AVC left GLORIA REI-PVBLICE not stDN VALENTINI-ANVS PF A C left GLORIA REI-PVBLICE not stDN VALENTINI-ANVS PF A C left GLORIA REI-PVBLICE not stDN ARCADIVS PF AVG C left GLORIA REI-PVBLICE not stDN ARCADIVS PF AVG C left GLORIA REI-PVBLICE not stDN VALENTINIANVS PF AVE7 GLORIA REI-PVBLICE not stDN VALENTINIANVS PF AVE7 GLORIA REI-PVBLICE not stDN THEO-DOSIVS PF AVG E7 GLORIA REI-PVBLICE 2DN THEO-DOSIVS PF AVG E7 GLORIA REI-PVBLICE 2DN ARCADIVS PF AVG E7 GLORIA REI-PVBLICE not stDN ARCADIVS PF AVG E7 GLORIA REI-PVBLICE not stDN VALENTINI-ANVS PF A E7 GLORI-A ROMA-NORVM 2DN VALEN-S PF AVG E7 GLORI-A ROMA-NORVM 2DN VALEN-S PF AVG E7 left GLORI-A ROMA-NORVM 2DN GRATIANVS PF AVG E7 GLORI-A ROMA-NORVM 2DN MAG MA-XIMVS PF AV E7 SPES RO-MANORVM 2DN MAG MAX-IMVS PF AV E7 SPES RO-MANORVM 2DN FL VIC-TOR PF AVG E7 SPES RO-MA-NORVM 2DN MAG MAXI-MVS PF AV E7 SPES RO-MA-NORVM 2DN FL VIC-TOR PF AVG E7 SPES RO-MA-NORVM 2DN MAG MA-XIMVS PF AV E7 SPES RO-MA-NORVM 2DN FL VIC-TOR PF AVG E7 SPES RO-MA-NORVM 2DN FL VIC-TOR PF AVG E7 SPES RO-MA-NORVM 2DN MAG MA-XIMVS PF AV E7 SPES RO-MA-NORVM 2DN VALENS-PF AVG E7 GLORI-A ROMA-NORVM not st

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Layers Star a open doors Mintmark Left right RIC Officina p

5 to 6 yes no PLON London 293 this only5 to 6 yes no PLON London 294 this only5 to 6 yes no PLON London 294 this only5 to 6 yes no PLON London 295 this only5 to 6 yes no PLON London 296 this only5 to 6 yes no PLON London 297 this only5 to 6 yes no PLON London 298 this only

6 yes no PLG Lyons 225 this only6 yes no PLG Lyons 226 this only6 yes no PLG Lyons 227 this only6 yes no PLG Lyons 228 this only6 yes no PLG Lyons 229 this only6 yes no PLG Lyons 230 this only6 yes no PLG Lyons 231 this only6 yes no PLG Lyons 232 this only6 yes no PLG Lyons 233 this only

almost always 6 yes no PTR Trier 449 P Snot stated yes no PTR Trier 449 var this onlynot stated 2 stars no PTR Trier 449 var this onlyalmost always 6 yes no PTR Trier 450 P Salmost always 6 yes no PTR Trier 451 P Salmost always 6 yes no PTR Trier 452 P Salmost always 6 yes no STR Trier 453 this onlyalmost always 6 yes no PTR Trier 454 P Salmost always 6 yes no PTR Trier 455 P Salmost always 6 yes no PTR Trier 456 P Salmost always 6 yes no PTR Trier 457 P Snot stated yes no PTR crescent Trier 461 P Snot stated yes no PTR crescent Trier 462 P Snot stated yes no PTR crescent Trier 463 P Snot stated yes no STR crescent Trier 464 this onlynot stated yes no dot PTR crescent Trier 461 P Snot stated yes no dot PTR crescent Trier 463 P Snot stated yes no dot STR crescent Trier 464 this onlynot stated yes no PTR dot-in-crescent Trier 475 P Snot stated yes no dot PTR dot-in-crescent Trier 475 P Snot stated yes no STR dot-in-crescent Trier 476 this onlynot stated yes no PTR dot-in-crescent Trier 477 P Snot stated yes no dot PTR dot-in-crescent Trier 477 P Snot stated yes no STR dot-in-crescent Trier 478 this onlynot stated yes no PTR dot-in-crescent Trier 479 P Snot stated yes no dot PTR dot-in-crescent Trier 479 P Snot stated yes no PTR dot-in-crescent Trier 480 P Snot stated yes no dot PTR dot-in-crescent Trier 480 P Snot stated yes no PTRE Trier 504 P Snot stated yes no PTRE Trier 505 P Snot stated yes no PTRE Trier 506 P Snot stated yes no STRE Trier 507 this onlynot stated yes no dot PTRE Trier 509 P Snot stated yes no dot PTRE Trier 510 this onlynot stated yes no dot PTRE Trier 511 this onlynot stated yes no dot PTRE Trier 512 P S

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not stated yes no dot PTRE Trier 513 this onlynot stated yes no dot PTRE Trier 514 P Susually 6, sometimes 5, byes no P*AR Arles 264 P Susually 6, sometimes 5, byes no P*AR Arles 265 P Susually 6, sometimes 5, byes no S*AR Arles 266 this onlyusually 6, sometimes 5, byes no P*AR Arles 267 S Tusually 6, sometimes 5, byes no T*AR Arles 268 this onlyusually 6, sometimes 5, byes no T*AR Arles 269 this onlyusually 6, sometimes 5, byes no T*AR Arles 270 this onlyusually 6, sometimes 5, byes no T*AR Arles 271 this onlyusually 6, sometimes 5, byes no Q*AR Arles 272 this onlyusually 6, sometimes 5, byes no T*AR Arles 273 this onlyusually 6, sometimes 5, byes no Q*AR Arles 274 this onlyusually 6, sometimes 5, byes no Q*AR Arles 275 this onlyusually 6, sometimes 5, byes no Q*AR Arles 276 this onlyusually 6, sometimes 5, byes no S*AR dot Arles 280 this onlyusually 6, sometimes 5, byes no S*AR dot Arles 281 this onlyusually 6, sometimes 5, byes no Q*AR dot Arles 282 this onlyusually 6, sometimes 5, byes no Q*AR dot Arles 283 this onlyusually 6, sometimes 5, byes no Q*AR dot Arles 284 this only5 to 12 yes no PA crescent RL Arles 286 P S5 to 12 yes no TA crescent RL Arles 287 this only5 to 12 yes no TA crescent RL Arles 288 this only5 to 12 yes no TA crescent RL Arles 289 this only5 to 12 yes no QA crescent RL Arles 290 this only5 to 12 yes yes PA crescent RL Arles 291 P S5 to 12 yes yes TA crescent RL Arles 292 this only5 to 12 yes yes TA crescent RL Arles 293 this only5 to 12 yes yes TA crescent RL Arles 294 T Q5 to 12 yes yes TA crescent RL Arles 295 this only5 to 12 yes yes QA crescent RL Arles 296 this only5 to 12 yes yes TA crescent RL Arles 297 T Q5 to 12 yes no PARL S F Arles 301 P Snot stated ? no PARL Arles 301 var this onlynot stated ? no SARL Arles 301 var this only5 to 12 yes no TARL S F Arles 302 this only5 to 12 yes no TARL S F Arles 303 T Q5 to 12 yes yes PARL S F Arles 304 P S5 to 12 yes yes PARL S F Arles 305 T Q5 to 12 yes yes QARL S F Arles 306 this only5 to 12 yes no ARLP S F Arles 309 P S T5 to 12 yes no ARLP S F Arles 309 var this only5 to 12 yes no ARLP S F Arles 310 P S5 to 12 yes no ARLP S F Arles 311 T Q5 to 12 yes yes ARLQ S F Arles 312 this only5 to 12 yes yes ARLP S F Arles 313 P S5 to 12 yes yes ARLP S F Arles 314 P S5 to 12 yes yes ARLT S F Arles 315 this only5 to 12 yes yes ARLQ S F Arles 316 this only5 to 7 yes no, but many vari PCONST S F Arles 318 P S5 to 7 yes no, but many vari TCONST S F Arles 319 this only5 to 7 yes no, but many vari PCONST S F Arles 320 T Q5 to 7 yes yes PCONST S F Arles 321 P S5 to 7 yes yes PCONST S F Arles 322 T Q

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5 to 7 yes yes PCONST S F Arles 323 T Q5 to 7 yes no PCONST T F Arles 325 this only5 to 7 yes no PCONST T F Arles 326 this only5 to 7 yes no PCONST T F Arles 327 this only5 to 7 yes no PCONST T F Arles 328 P S5 to 7 yes no PCONST T F Arles 329 P S5 to 7 yes no PCONST T F Arles 330 P S5 to 7 yes yes PCONST T F Arles 331 this only5 to 7 yes yes PCONST T F Arles 332 P S5 to 7 yes yes PCONST T F Arles 333 this only5 to 7 yes yes PCONST T F Arles 334 this only5 to 7 yes yes PCONST T F Arles 335 this only5 to 7 yes no PCONST T F Arles 336 this only5 to 7 yes no PCONST T F Arles 337 P S5 to 7 yes no PCONST T F Arles 338 this only5 to 7 yes no PCONST T F Arles 339 P S6 to 12 no no RP P R Rome 165 P S T6 to 12 no no RP P R Rome 165 P S T6 to 12 no no RP P R Rome 165 P S T6 to 12 no no RP P R Rome 165 P S T6 to 12 no no RP P R Rome 165 P S T6 to 12 no no RP P R Rome 165 P S T6 to 12 no no RP P R Rome 165 P S T6 to 12 no no RP P R Rome 165 P S T6 to 12 no no RP P R Rome 165 P S T6 to 12 no no RP P R Rome 165 P S T6 to 12 no no RP P R Rome 165 P S T6 to 12 no no RP P R Rome 166 T Q6 to 12 no no RP P R Rome 166 T Q6 to 12 no no RP P R Rome 166 T Q6 to 12 no no RP P R Rome 166 T Q6 to 12 no no RP P R Rome 166 T Q6 to 12 no no RP P R Rome 166 T Q6 to 12 no no RP P R Rome 166 T Q6 to 12 no no RP P R Rome 166 T Q6 to 12 no no RP P R Rome 166 T Q6 to 12 no no RP P R Rome 166 T Q6 to 12 no no RP P R Rome 166 T Q6 to 12 no no RP P R Rome 167 S T6 to 12 no no RP P R Rome 167 S T6 to 12 no no RP P R Rome 167 S T6 to 12 no no RP P R Rome 167 S T6 to 12 no no RP P R Rome 167 S T6 to 12 no no RP P R Rome 167 S T6 to 12 no no RP P R Rome 167 S T6 to 12 no no RP P R Rome 167 S T6 to 12 no no RP P R Rome 167 S T6 to 12 no no RP P R Rome 167 S T6 to 12 no no RP P R Rome 167 S T6 to 12 no no RT P R Rome 168 this only6 to 12 no no RT P R Rome 168 this only6 to 12 no no RT P R Rome 168 this only6 to 12 no no RT P R Rome 168 this only6 to 12 no no RT P R Rome 168 this only

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6 to 12 no no RT P R Rome 168 this only6 to 12 no no RT P R Rome 168 this only6 to 12 no no RT P R Rome 168 this only6 to 12 no no RT P R Rome 168 this only6 to 12 no no RT P R Rome 168 this only6 to 12 no no RT P R Rome 168 this only5 to 12 no no RP P R Rome 169 S Q5 to 12 no no RP P R Rome 169 S Q5 to 12 no no RP P R Rome 170 unknown5 to 12 no no RP P R Rome 170 unknown5 to 12 no no RP P R Rome 170 unknown5 to 12 no no RP P R Rome 170 unknown5 to 12 no no RP P R Rome 171 P S5 to 12 no no RP P R Rome 171 P S5 to 12 no no RP P R Rome 171 P S5 to 12 no no RP P R Rome 171 P S5 to 12 no no RP P R Rome 172 P S T Q5 to 12 no no RQ P R Rome 173 this only5 to 12 no no RQ P R Rome 173 this only5 to 12 no no RS P R Rome 174 this only5 to 12 no no RS P R Rome 174 this only5 to 12 no no, gate closed RP P R Rome 175 this only5 to 12 no no, gate closed RP P R Rome 175 this only5 to 12 no no, gate closed RP P R Rome 175 this only5 to 12 no no, gate closed RP P R Rome 175 this only5 to 12 no no, gate closed RP P R Rome 175 this only5 to 12 no no, gate closed RP P R Rome 175 this only5 to 12 no no, gate closed RP P R Rome 175 this only5 to 12 no no, gate closed RP P R Rome 175 this only5 to 12 no no, gate closed RP P R Rome 175 this only5 to 12 no no, gate closed RP P R Rome 175 this only5 to 12 no no, gate closed RP P R Rome 175 this only5 to 12 no no, gate closed, gRP P R Rome 176 P S T Q5 to 12 no no, gate closed, gRP P R Rome 176 P S T Q5 to 12 no no, gate closed, gRP P R Rome 176 P S T Q5 to 12 no no, gate closed, gRP P R Rome 176 P S T Q5 to 12 no no, gate closed, gRP P R Rome 176 P S T Q5 to 12 no no, gate closed, gRP P R Rome 176 P S T Q5 to 12 no no, gate closed, gRP P R Rome 176 P S T Q5 to 12 no no, gate closed, gRP P R Rome 176 P S T Q5 to 12 no no, gate closed, gRP P R Rome 176 P S T Q5 to 12 no no, gate closed, gRP P R Rome 176 P S T Q5 to 12 no no, gate closed, gRP P R Rome 176 P S T Q5 to 12 no no, gate closed RS P R Rome 177 this only5 to 12 no no, gate closed RS P R Rome 177 this only5 to 12 no no, gate closed RS P R Rome 177 this only5 to 12 no no, gate closed RS P R Rome 177 this only5 to 12 no no, gate closed RS P R Rome 177 this only5 to 12 no no, gate closed RS P R Rome 177 this only5 to 12 no no, gate closed RS P R Rome 177 this only5 to 12 no no, gate closed RS P R Rome 177 this only5 to 12 no no, gate closed RS P R Rome 177 this only5 to 12 no no, gate closed RS P R Rome 177 this only5 to 12 no no, gate closed RS P R Rome 177 this only

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5 to 12 no no, gate closed RP P R Rome 178 this only5 to 12 no no, gate closed RP P R Rome 178 this only5 to 12 no no, gate closed RP P R Rome 178 this only5 to 12 no no, gate closed RP P R Rome 178 this only5 to 12 no no, gate closed RP P R Rome 178 this only5 to 12 no no, gate closed RP P R Rome 178 this only5 to 12 no no, gate closed RP P R Rome 178 this only5 to 12 no no, gate closed RP P R Rome 178 this only5 to 12 no no, gate closed RP P R Rome 178 this only5 to 12 no no, gate closed RP P R Rome 178 this only5 to 12 no no, gate closed RP P R Rome 178 this only5 to 12 no no, gate closed RP P R Rome 179 this only5 to 12 no no, gate closed RP P R Rome 179 this only5 to 12 no no, gate closed RP P R Rome 180 this only5 to 12 no no, gate closed RP P R Rome 180 this only5 to 12 no no, gate closed RP P R Rome 180 this only5 to 12 no no, gate closed RP P R Rome 180 this only5 to 12 no no, gate closed RP P R Rome 181 this only5 to 12 no no, gate closed RP P R Rome 181 this only5 to 12 no no, gate closed RP P R Rome 181 this only5 to 12 no no, gate closed RP P R Rome 181 this only5 to 12 no no, gate closed RP P R Rome 182 P S T Q5 to 12 no no, gate closed RP P R Rome 183 S T Q5 to 12 no no, gate closed RP P R Rome 183 S T Q5 to 12 no no RP P R Rome 184 P Q5 to 12 no no RP P R Rome 184 P Q5 to 12 no no RP P R Rome 184 P Q5 to 12 no no RP P R Rome 184 P Q5 to 12 no no RP P R Rome 184 P Q5 to 12 no no RP P R Rome 184 P Q5 to 12 no no RP P R Rome 184 P Q5 to 12 no no RP P R Rome 184 P Q5 to 12 no no RP P R Rome 184 P Q5 to 12 no no RP P R Rome 184 P Q5 to 12 no no RP P R Rome 184 P Q5 to 12 no no, gate poss. wi RP P R Rome 185 S T5 to 12 no no, gate poss. wi RP P R Rome 185 S T5 to 12 no no, gate poss. wi RP P R Rome 185 S T5 to 12 no no, gate poss. wi RP P R Rome 185 S T5 to 12 no no, gate poss. wi RP P R Rome 185 S T5 to 12 no no, gate poss. wi RP P R Rome 185 S T5 to 12 no no, gate poss. wi RP P R Rome 185 S T5 to 12 no no, gate poss. wi RP P R Rome 185 S T5 to 12 no no, gate poss. wi RP P R Rome 185 S T5 to 12 no no, gate poss. wi RP P R Rome 185 S T5 to 12 no no, gate poss. wi RP P R Rome 185 S T5 to 12 no no, gate poss. wi RS P R Rome 186 this only5 to 12 no no, gate poss. wi RS P R Rome 186 this only5 to 12 no no, gate poss. wi RS P R Rome 186 this only5 to 12 no no, gate poss. wi RS P R Rome 186 this only5 to 12 no no, gate poss. wi RS P R Rome 186 this only5 to 12 no no, gate poss. wi RS P R Rome 186 this only5 to 12 no no, gate poss. wi RS P R Rome 186 this only5 to 12 no no, gate poss. wi RS P R Rome 186 this only

Page 16: R.I.C roman imperial coins campgates.xls

5 to 12 no no, gate poss. wi RS P R Rome 186 this only5 to 12 no no, gate poss. wi RS P R Rome 186 this only5 to 12 no no, gate poss. wi RS P R Rome 186 this only5 to 12 no no RQ P R Rome 187 this only5 to 12 no no RQ P R Rome 187 this only5 to 12 no no RQ P R Rome 187 this only5 to 12 no no RQ P R Rome 187 this only5 to 12 no no RQ P R Rome 187 this only5 to 12 no no RQ P R Rome 187 this only5 to 12 no no RQ P R Rome 187 this only5 to 12 no no RQ P R Rome 187 this only5 to 12 no no RQ P R Rome 187 this only5 to 12 no no RQ P R Rome 187 this only5 to 12 no no RQ P R Rome 187 this only5 to 12 no no RQ P R Rome 188 this only5 to 12 no no RQ P R Rome 188 this only5 to 12 no no RQ P R Rome 189 this only5 to 12 no no RQ P R Rome 190 this only5 to 12 no no RQ P R Rome 190 this only5 to 12 no no RQ P R Rome 190 this only5 to 12 no no RQ P R Rome 190 this only5 to 12 no no RQ P R Rome 190 this only5 to 12 no no RQ P R Rome 190 this only5 to 12 no no RQ P R Rome 190 this only5 to 12 no no RQ P R Rome 190 this only5 to 12 no no RQ P R Rome 190 this only5 to 12 no no RQ P R Rome 190 this only5 to 12 no no RQ P R Rome 190 this only5 to 12 no yes RS P R Rome 191 this only5 to 12 no yes RS P R Rome 191 this only5 to 12 no yes RS P R Rome 191 this only5 to 12 no yes RS P R Rome 191 this only5 to 12 no yes RP P R Rome 192 S Q5 to 12 no yes RP P R Rome 193 P S5 to 12 no yes RP P R Rome 193 P S6 to 11 yes no RP 0 to 4 dRome 264 P S Q6 to 11 yes no RS Rome 265 this only6 to 11 yes no RP 0 to 3 dRome 266 S T Q6 to 11 yes no RP 0 to 4 dRome 267 T Q6 to 11 yes no RQ 0 to 2 dRome 268 this only6 to 11 yes no RQ 0 to 3 dRome 269 this only6 to 11 yes no R wreath P Rome 287 P S6 to 11 yes no R wreath P Rome 288 T Q6 to 11 yes no R wreath P 0 or 1 dRome 289 T Q6 to 11 yes no R wreath P Rome 290 T Q6 to 11 yes no RFT Rome 3236 to 11 yes no RFP Rome 324 T Q6 to 11 yes no leaf RFT leaf Rome 325 this only6 to 11 yes no leaf RFP leaf Rome 326 T Qnot stated yes no PT Ticinum 189 P S Q6 to 7 with row of dots i yes no P crescent T Ticinum 198 P S T Qunknown no yes T crescent T Ticinum 198 var6 to 7, can have row of yes no P crescent T Ticinum 1996 to 7, can have row of yes no P crescent T Ticinum 200 P S T Q

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6 to 10, poss. with row o yes no P crescent T Ticinum 201 P S T Q6 to 7, arches with dots yes no P leaf T Ticinum 205 P T Q6 to 7, can have arches wyes no P leaf T Ticinum 2066 to 8, can have arches wyes no P leaf T Ticinum 207 P S T6 to 7, can have arches wyes no P leaf T Ticinum 208 P S Q6 to 7, can have arches wyes no ASIS Siscia 183 B Gamma

11 yes no Epsilon SIS Siscia 183 var this onlynot stated yes no ASIS Siscia 184 Delta Epsilnot stated yes no ASIS Siscia 185 Delta Epsilnot stated yes no Delta SIS Siscia 186 this onlynot stated yes no Gamma SIS wreath Siscia 193 this onlynot stated yes no Delta SIS wreath Siscia 194 this onlynot stated yes no ASIS wreath Siscia 195 Delta Epsil5 to 10 (exceptionally 1 yes no dot ASIS dot Siscia 200 A B Gamma 5 to 10 (exceptionally 1 yes no dot ASIS dot Siscia 201 Delta Epsil5 to 10 (exceptionally 1 yes no dot ASIS dot Siscia 202 Delta Epsil5 to 10 (exceptionally 1 yes no dot ASIS dot Siscia 203 Delta Epsil6 to 16, all with dots or yes no ASIS double crescent Siscia 214 A B Gamma6 to 16, all with dots or yes no ASIS double crescent Siscia 215 A B Gamm6 to 16, all with dots or yes no ASIS double crescent Siscia 216 Delta Epsil6 to 16, all with dots or yes no ASIS double crescent Siscia 217 Delta Epsil7 to 8 yes no SIRM Sirmium 53 this only6 to 8, rarely more yes no SMTSA dot Thessalonica 153A B Gamma not stated, poss 6 to 8 yes no SMTSA dot Thessalonica 154A Gamma Enot stated, poss 6 to 8 yes no SMTSA Thessalonica 155Gamma Epsnot stated, poss 6 to 8 yes no SMTS gamma Thessalonica 156this onlynot stated, poss 6 to 8 yes no SMTSA Thessalonica 157B Gamma Enot stated, poss 6 to 8 yes no SMTSA Thessalonica 158B Gamma E6 to 8 yes no SMTS A Thessalonica 169A Gamma E6 to 8 yes no SMTS A Thessalonica 170this only6 to 8 yes no SMTS Delta Thessalonica 171this only6 to 8 yes no SMTS B Thessalonica 172this onlynot stated no no HTA B Heraclea 14 this only5 to 8 no no HTA Heraclea 15 A B Gamma usually 6 but can vary no no MHTA Heraclea 16 B Epsilonnot stated no no MHTA /\ Heraclea 16 var B Epsilon6 or 7 no no MHTA /\ Heraclea 16 var B Epsilon6 to 8 no no MHTA Heraclea 17 A B Gamma 6 or 7 no no MHT gamma Heraclea 18 this only5 to 7 no no MHTA Heraclea 19 Delta Epsil5 to 7 no no MHTA Heraclea 20 A Epsilonnot stated no no dot MHT delta Heraclea 21 this onlynot stated no no MH delta dot Heraclea 22 this onlynot stated no no dot MHT gamma dot Heraclea 23 this onlynot stated no no dot MHT delta dot Heraclea 24 this onlynot stated no no dot MHT delta dot Heraclea 25 this onlynot stated no no dot MHT epsilon dot Heraclea 26 this onlynot stated no no MHT delta dot Heraclea 27 this only5 to 7 no no SMHB dot Heraclea 28 this only5 to 7 no no SMHA dot Heraclea 29 A Delta5 to 7 no no SMH gamma dot Heraclea 30 this only5 to 7 no no SMH delta dot Heraclea 31 this only5 to 7 no no SMH gamma dot Heraclea 32 this only5 to 7 no no SMHB dot ove Heraclea 33 this only

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5 to 7 no no SMHA dot ove Heraclea 34 this only5 to 7 no no SMH gamma dot ove Heraclea 35 this only5 to 7 no no SMHA dot ove Heraclea 36 Gamma, Del5 to 7 no no SMH Epsilon dot ove Heraclea 37 this only5 to 7 no no SMHB Heraclea 38 this only5 to 7 no no SMHA Heraclea 39 A B5 to 7 no no SMH gamma Heraclea 40 this only5 to 7 no no SMHA Heraclea 41 Gamma, Ep5 to 7 no no dot SMHB Heraclea 42 this only5 to 7 no no dot SMHB Heraclea 43 this only5 to 7 no no dot SMH gamma Heraclea 44 this only5 to 7 no no dot SMHA Heraclea 45 Gamma, De5 to 7 no no dot SMHA Heraclea 46 A Delta5 to 7 no no SMHB dot Heraclea 47 this only5 to 7 no no SMHA /\ Heraclea 48 A B5 to 7 no no SMHA /\ Heraclea 48 unknown5 to 7 no no SMH gamma /\ Heraclea 49 this onlynot stated no no SMH gammstar (centre) Heraclea 65 this onlynot stated no no dot SMHA star (centre) Heraclea 67 A B Gammanot stated no no dot SMHA star (centre) Heraclea 68 B Delta5 to 6 yes no SMHA Heraclea 74 Gamma Del5 to 6 yes no SMH gamma Heraclea 75 this onlynot stated yes no SMH gamma Heraclea 76 this only5 to 9 yes no SMHA Heraclea 77 A B Gamma not stated yes no SMHA Heraclea 78 B Gamma Denot stated yes no SMHA dot Heraclea 83 A B Gamma not stated yes no SMHA dot Heraclea 84 A B Gamma not stated yes no dot SMHA dot Heraclea 88 A Gamma D6 to 9 yes no SMHA dot Heraclea 96 A B Gamma not stated yes no SMHA dot Heraclea 97 A B Gamma not stated yes no SMH delta dot Heraclea 98 this onlynot stated yes no SMHA dot aboHeraclea 98 var this onlynot stated yes no SMH Epsilon dot in a Heraclea 98 var this only7 to 10 no no SMHA * Heraclea 107 A B Gamma not stated possibly 7 to no no SMHA * Heraclea 108 B Gamma De6 to 10 yes no CONS A Constantinople 7 A B6 to 8, with base (off B) yes no CONS A Constantinople 8 A B6 to 10, sometimes with yes no CONS A Constantinople 9 this onlypossibly 6 to 10 yes no CONS A Constantinople 1 this onlynot stated yes no CONS Gamma Constantinople 2 this onlynot stated yes no CONS A Constantinople 2 A Gamma6 to 7, regularly with ba yes no CONS Gamma Constantinople 2 this only6 to 7, regularly with ba yes no CONS S Constantinople 2 this only6 to 9, with base, supersyes no CONS* gamma Constantinople 3 this only6 to 8, no base, row of doyes no CONS* S Constantinople 4 this only6 to 8, some coins with yes no SMNA Nicomedia 90 A B Gamma 6 to 8, some coins with yes no SMNA Nicomedia 91 B Gamma6 to 8, some coins with yes no SMNA Nicomedia 92 A B S6 to 8, some coins with yes no SMNA Nicomedia 93 A B Gamma6 to 8, some coins with yes no SMNA Nicomedia 94 B Delta5 to 9 yes no MNA Nicomedia 121 A B Gamma 5 to 9 yes no MNB Nicomedia 122 this only5 to 9 yes no MN gamma Nicomedia 123 this only5 to 9 yes no MNA Nicomedia 124 B Gamma D

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5 to 9 yes no MNA Nicomedia 125 B Delta5 to 9 yes no MN gamma Nicomedia 126 this only5 to 9 yes no MNA Nicomedia 127 B Gamma 5 to 9 yes no MNA Nicomedia 128 A B Gamma5 to 9 yes no MNA Nicomedia 128 vaDelta S5 to 7 yes no NA Nicomedia 144 A B Delta E5 to 7 yes no N Delta Nicomedia 145 this only5 to 7 yes no N gamma Nicomedia 146 this only5 to 7 yes no NA Nicomedia 147 B Gamma D5 to 8 yes no SMNA Nicomedia 153 A B Gamma 5 to 8 yes no SMNA Nicomedia 154 A Epsilon 5 to 8 yes no SMNA Nicomedia 155 Gamma Delt5 to 8 yes no SMNA Nicomedia 156 A B Gamma 5 to 8 yes no SMNA Nicomedia 157 A B Gamma 5 to 8 yes no SMNA Nicomedia 158 B Delta Eps6 to 9 yes no SMKA Cyzicus 24 A B Gamma 6 to 9 yes no SMKA Cyzicus 25 A B Gamma6 to 9 yes no SMKA Cyzicus 26 A B Gamma 6 to 9 yes no SMKA Cyzicus 27 A B Gamma

6 yes no SMKA dot Cyzicus 34 A B Gamma 6 yes no SMKB dot Cyzicus 35 this only6 yes no SMKA dot Cyzicus 36 A B Delta6 yes no SMKA dot Cyzicus 37 A B Gamma 6 yes no SMKA dot Cyzicus 38 A B Gamma

not stated yes no dot SMKA dot Cyzicus 44 Gamma Delnot stated yes no dot SMKA dot Cyzicus 45 Gamma Delnot stated yes no dot SMKA dot Cyzicus 46 Gamma Delnot stated yes no dot SMKA dot Cyzicus 47 Gamma Delnot stated yes no dot SMKA dot Cyzicus 48 Gamma Delnot stated yes no SMKA dot Cyzicus 51 A B Gamma not stated yes no SMKA dot Cyzicus 52 A B Gamma not stated yes no SMKA dot Cyzicus 53 A B Gamm

7 yes no SMKA dot Cyzicus unlisted (?not stated yes no SMKA dot Cyzicus 55 A B Gamma not stated yes no SMK gamma dot Cyzicus 56 this onlynot stated yes no SMKA dot Cyzicus 57 B Delta Epsnot stated yes no SMKA Cyzicus 58 Beta Gamnot stated yes no SMKA Cyzicus 59 A B Gammanot stated yes no SMKA Cyzicus 60 Gamma Snot stated yes no SMKA Cyzicus 61 A B Gamma not stated yes no SMKA Cyzicus 62 this onlynot stated yes no SMKA Cyzicus 63 Gamma Epsnot stated yes no SMKA Cyzicus 64 Gamma Delt5 to 10 yes no SMANTA Antioch 63 A B Gamma 5 to 7 yes no SMANTA Antioch 64 Gamma Delt5 to 15 (see notes) yes no SMANTA Antioch 65 A B Gamma 5 to 12 (see notes) yes no SMANTA Antioch 66 A Gamma De6 to 13 yes no SMANTA dot (in centre) Antioch 71 A B Gamma 6 to 9 yes no SMANTA dot (in centre) Antioch 72 B Delta Eps7 to 12 yes no SMANTA dot (in centre) Antioch 73 A B Gamma 6 to 14 yes no SMANTA dot (in centre) Antioch 74 A Delta S Z8 to 12 yes no SMANTA Antioch 78 A B Gamma 8 to 12 yes no SMANTA Antioch 79 Delta-Epsil8 to 13 yes no SMANTA dot (in centre) Antioch 81 A B Gamma

Page 20: R.I.C roman imperial coins campgates.xls

8 to 12 yes no SMANTA Antioch 84 A B Gamma 5 to 8 yes no SMALA poss. dot above ar Alexandria 34 A Bnot stated yes no SMALA poss. dot above ar Alexandria 35 A Bnot stated yes no SMALA Alexandria 36 A Bnot stated yes no SMALA Alexandria 37 A Bnot stated yes no SMALA wreath Alexandria 41 this onlynot stated yes no SMALA wreath Alexandria 42 this onlynot stated yes no SMALA wreath Alexandria 43 this onlynot stated yes no SMAL wreath A Alexandria 45 A Bnot stated yes no SMAL wreath A Alexandria 46 A Bnot stated yes no SMAL wreath A Alexandria 47 A Bnot stated yes no SMAL wreath I Alexandria 49 I or II7 to 9 yes no SMAL wreath I Alexandria 50 I or II8 to 12 yes no SMAL wreath I Alexandria 51 I or IInot stated yes no SMAL wreath I Alexandria 52 I or IInot stated yes no SMAL dot wreath I Alexandria 54 I or IInot stated yes no SMAL dot wreath I Alexandria 55 I or IInot stated yes no SMAL dot wreath I Alexandria 56 I or IInot stated not sta not stated TES Chi-Rho above RIC IX Thessalonthis onlynot stated not sta not stated TES A left, Chi-Rho ab RIC IX Thessalonthis onlynot stated not sta not stated TES B left, Chi-Rho ab RIC IX Thessalonthis onlynot stated not sta not stated TES Delta left, Chi-Rho RIC IX Thessalonthis onlynot stated not sta not stated TES Chi-Rho above RIC IX Thessalonthis onlynot stated not sta not stated TES Gamma left, Chi-R RIC IX Thessalonthis onlynot stated not sta not stated TES RIC IX Thessalonthis onlynot stated not sta not stated TES A left RIC IX ThessalonA,delta left5 to 6 not sta not stated TES RIC IX Thessalonthis only5 to 6 not sta not stated TES B left RIC IX ThessalonB,gamma,denot stated not sta not stated TES RIC IX ThessalonB,gamma,denot stated not sta not stated TES B left RIC IX Thessalonthis onlynot stated not sta not stated SMTR S between turrets RIC IX Trier 29a this onlynot stated not sta not stated SMTR S between turrets RIC IX Trier 29b this onlynot stated not sta not stated SMTR S between turrets RIC IX Trier 29c this onlynot stated not sta not stated SMTR S between turrets RIC IX Trier 29d this onlynot stated not sta not stated SMTR S between turrets RIC IX Trier 87a this onlynot stated not sta not stated SMTR S between turrets RIC IX Trier 87b this onlynot stated not sta not stated SMTR S between turrets RIC IX Trier 87c this onlynot stated not sta not stated PCON * between turrets RIC IX Arles 29a S Tnot stated not sta not stated PCON * between turrets RIC IX Arles 29b S Tnot stated not sta not stated SMAQS * between turrets RIC IX Aquileia 5 this onlynot stated not sta not stated SMAQ * between turrets RIC IX Aquileia 5 this onlynot stated not sta not stated SMAQS * between turrets RIC IX Aquileia 5 this onlynot stated not sta not stated RP * between turrets RIC IX Rome 59 B T Q Epsinot stated not sta not stated CONSA S above RIC IX Constanti this only

Page 21: R.I.C roman imperial coins campgates.xls

Rarity (RICSize where given + notes

R3R1R1C3C3R2R2R3R5R3R3R3R5R1R4R5R3R5 (1 in London)R5 (1 in Berlin)S R4R4 SR3R5SC1 R1S C1R3 R4R4 R5 see notesR4R3 R4 see notesR4 see notesR4 R5 see notesR3 R4 see notesR4 see notesC3214 known see notesR5C322+ known see notesR5C3113 known see notesC3157 known see notesC3C3C3R5C2R5R5C2 S

Page 22: R.I.C roman imperial coins campgates.xls

R5C1 SR3R4R3R4 R5R4R2R3R4R4R3R3R3R2R2R5R4R4R4SR5R5SSC1 SR1R5C1 R4R5R5R5 R1R4Possibly barbaric, ViennaPossibly barbaric, LondonR4R5 R4R3R2 R5R3S S R5R5 1 known (Vienna)R2 SR2 R4C1R1 SR3 R2C1C1C1C1R5 C1C1C1 R5

Page 23: R.I.C roman imperial coins campgates.xls

R4 C2R5R3R4R5 R4R5 R4R3 R4R5R5R5R4R4R5R1 R5R4R1R5 R5 R4R5 R5 R4R5 R5 R4R5 R5 R4R5 R5 R4R5 R5 R4R5 R5 R4R5 R5 R4R5 R5 R4R5 R5 R4R5 R5 R4R5 R4R5 R4R5 R4R5 R4R5 R4R5 R4R5 R4R5 R4R5 R4R5 R4R5 R4R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5

Page 24: R.I.C roman imperial coins campgates.xls

R5R5R5R5R5R5R4R4R5R5R5R5R5 R4R5 R4R5 R4R5 R4R4 R4 R5 R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R4 R4 R5 R5R4 R4 R5 R5R4 R4 R5 R5R4 R4 R5 R5R4 R4 R5 R5R4 R4 R5 R5R4 R4 R5 R5R4 R4 R5 R5R4 R4 R5 R5R4 R4 R5 R5R4 R4 R5 R5R5R5R5R5R5R5R5R5R5R5R5

Page 25: R.I.C roman imperial coins campgates.xls

R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R4 R3 R5 R5R4 R3 R4R4 R3 R4R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5

Page 26: R.I.C roman imperial coins campgates.xls

R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5R5S R3 R2R4R1 R2 R3S R5R3C1C1 C2R2 R1C2 R3R3 C2C2R5 R4R1R5C1C1C2C1 1R5 (1 in London)R2R4 R3 R4 R5

Page 27: R.I.C roman imperial coins campgates.xls

R2 R3 R3 R2R4 R4 R5CC1R1R3 R4R5 (1 known)R4 R5R5 R4R3R4R4R5C3 C3 C3 R2 R5R1 SR2 C3C3 R3C3 C3 C3 R4S S R2R3 C3C3 R5R1C3 C3 C3 C2 C3C3 C1 C2S R5R5R5 C3 R5C3 R1 SR1 R2 R1R5R2R1R5R2 R1 R2 R1 R2C1 R5R5 (1 known)R5 (1 known)S R2 R2 R2 R4C2C2 R5R5 C2R4R4R3R5R5R5R5R1R2 R5R1R2R2R5

Page 28: R.I.C roman imperial coins campgates.xls

R3R3R5 R3 R5R4R5R4R3R5 R2R3R4R3R3 R4R4R5C2 C1 see notesvery rare, see notesR4R5R4 R4 R5 see notesR4 R5C2 R5R4R3R1 R3 C1 C2 R1R2 C2 S R3R4 R4 R2 R5 R3R5 R2 C1 R1 R2R5C3 C3 C2 S C3R5 R1 C1 C1 SR5R5 (1 in Vienna)R5 (1 in Vienna)S R2 R3 R1 R2R4 R2 R4 R3S R2R4R2R4 R2R3R4 R4 see notesR1R1R3R3C1 R1 R2 R1 R1 R4R2 R5R5 R1 R5R5 R4 S R4R5 R1C1 R3 R4 R3 SR3R4R3 R5 S R4

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R4 R5R4R4 R1 R3R5 C1 R4 C1 SR4R1 R5 R4 R1R5r4R4 R5 R1 R2S C1 S C1 yesR5 yesR5R5 R3 R3 R4R2 R4 R5 R5 R3 R1R2 R1 R4 SS S S S R4yesR1 R2 R1 R3R1 R2 S R1 R3 R3R3 R2 R2 R2 R5 R5C3 C3 C3 yesR5R2 R2 R5S R1 C1 R2 R2 R2C2 C2 S S R1 SR3R5R3 R4S R1 yesR1 S yesR2 R1 R1 S R2R4 R3 R3 yesR3 R4 R4 yes? yesS S R3 R3 yesR5R5 R4 R5R5 yesR5 R5 R4 R3 R5R5R2 R2 R2 R3 R3 R2R5R4 R5 R5R5S R2 R1 R yesR5 R4 R2 R4 R1 R4 R3R5 R5 R5 R2R4 R4 R4 R5 R4 R2 R3R3 R2 R2 R2 R2 R1 R2R5 R3 R5 R3 R5R4 R3 R5 R1 R5 R2 R2 R3R4 R5 R4 R5 R4 R3R3 R4 R4 R3 R3 R4R5R5 R5 R4 R4 R4 R3

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R4 R5 R4 R4 R3 R5S C1R1R2R2R3R4R3R2R3R3R4 R3R3R3 R4R3 R4R4R4 R5R4S AE3S AE3S AE3S AE3S AE3S AE3S AE4S AE4S AE4S AE4S AE4S AE4R2 AE2R2 AE2R2 AE2R2 AE2S 12-13 mmR 12-13 mmR 12-13 mmR 14-16 mmR 14-16 mmS 12-13 mmR2 12-13 mmS S 12-13 mmall R 12-13 mmR5 AE2 possibly a medallion

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B1 LaureateB3 Laureate, draped, cuirassed, seen from backB4 laureate, draped, cuirassed.B5 laureate, cuirassedD2 helmeted, cuirassedD6 laureate, helmeted, cuirassedD7 high crested helmet (bowl shaped), cuirassedE1 plain diademE2 rosette diademE3 pearl-diademE7 plain diadem, draped, cuirassedE8 rosette-diadem, draped, cuirassedE9 pearl-diadem, draped, cuirassedG1 laureate, draped, spear across right shoulderG3 laureate, draped with shieldG8 cuirassed, spear pointing forwards, shield on left armH4 helmeted, cuirassed, spear pointing forwards, shieldH8 laureate, helmeted, cuirassed, spear pointing forwards, shield on left armI1 left laureate, draped, with victory on globe in right hand, mappa (small roll of cloth) in left handJ1 laureate, draped, globe and sceptre in left hand, mappa in right handC (RIC IX) facing left, pearl diademed, draped in imperial mantle, holding mappa and sceptre

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laureate, draped, with victory on globe in right hand, mappa (small roll of cloth) in left hand

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Updated 31 Dec 03 (Thessalonica 62 a,b,c corrected)Rarity rating Where several ratings are given, these refer to the mintmarks in the same order, so if the possible mintmarks are, A B Gamma and rarity ratings of C1 R2 R5 are shown, this means mintmark A is C1, mintmark B is R2 and mintmark Gamma is R5. If there are several possible mintmarks but only one rarity rating given, it is the same rating for them all.Antioch 63 Officina B, Delta and H: laurel resembling triple pearl diademAntioch 65 Number of layers may have a chronological significance. Delta: 9 to 13 layers, S: 5 to 12 layers, I: 5 to 13 layers. Delta may have been reserved for Constantius after Crispus' death, and S and I for Constantine II. Officina A may possibly be in reality HAntioch 66 Number of layers recorded by RIC as a guide: Delta: 10-12 layers, H: 6-10 layers, I: 5-11 layers, A: 6 layers, Epsilon: 7 layers Constantinople 21 RIC states that this coin could be the same as RIC 10, even though the rating is different. You pays your AEs and takes your choice :-)Cyzicus 24, 34, 47, 4 laurel often resembles pearl diademCyzicus 55 3 different main types of diadem associated with this bust: 1) Plain ladder-shaped diadem with a) dots, no end rosette b) annulets (small rings), no end rosette, c) annulets with a dot inside them, end rosette same size as annulet. 2) Plain diadem decorated with X-shaped crosses a) with end rosette b) with alternating crosses and annulets-with-dots. Sometimes annulets without dots. 3) rosette diadem with large end rosette, rosettes without central dot but separated by leaves. There are other varieties e.g. with plain annulets, arrow heads (>>>) though these may be supposed to be leaves.Cyzicus 58 ladder-shaped diadem with dot in each segmentCyzicus unlisted (1) Possibly a mule, discovered by jdholds of the Forvm Ancient Coins (December 2003)Heraclea 48 Although RIC describes this coin as bust type J1 left, this seems to be an error in RIC, as most Heraclea 48 appear to be bust right.Heraclea 67 Although RIC does not list officina B, one coin with this logical officina letter (very clear) is in the possession of "jdbaran", a member of the Forum Ancient Coins. FAC member "Arles" writes "They are fairly scarce from all officina, and B had just not been found yet when RIC was written."Nicomedia 153 triple pearl diadem with rosette at frontNicomedia 154 Officina A: plain diadem, Epsilon: band diadem with pearl string within and small end rosette, S: ladder shaped diadem with single dots in the divisions and large end rosette)Rome, several Note that some obverses have up to 11 different obverse breaks possible!Thessalonica 153 Early: not decorated: Later: row of dots in top layer and campgate has a base (A Gamma Epsilon only)Thessalonica 154 All have row of arches in top layer of camp gate with base. Diadem is early type, a band decorated with jewels. Oxford has 1 coin with diadem vertically divided into alternating squares and rectanglesTrier 461, 463, 464 Possible dot before mintmark, RIC reference remains the same, as dot uncertainTrier 475 Bahrfeld gives 214 known of this mm (130 with P, 84 with S)Trier 477 Bahrfeld gives at least 22 known of this mm (22 with P, unspecified with S)Trier 479 Bahrfeld gives 113 known of this mm (40 with P, 73 with S)Trier 480 Bahrfeld gives 157 known of this mm (68 with P, 89 with S)

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Where several ratings are given, these refer to the mintmarks in the same order, so if the possible mintmarks are, A B Gamma and rarity ratings of C1 R2 R5 are shown, this means mintmark A is C1, mintmark B is R2 and mintmark Gamma is R5. If there are several possible mintmarks but only one rarity rating given, it is the same rating for them all.

Number of layers may have a chronological significance. Delta: 9 to 13 layers, S: 5 to 12 layers, I: 5 to 13 layers. Delta may have been reserved for Constantius after Crispus' death, and S and I for Constantine II. Officina A may possibly be in reality HNumber of layers recorded by RIC as a guide: Delta: 10-12 layers, H: 6-10 layers, I: 5-11 layers, A: 6 layers, Epsilon: 7 layers RIC states that this coin could be the same as RIC 10, even though the rating is different. You pays your AEs and takes your choice :-)

3 different main types of diadem associated with this bust: 1) Plain ladder-shaped diadem with a) dots, no end rosette b) annulets (small rings), no end rosette, c) annulets with a dot inside them, end rosette same size as annulet. 2) Plain diadem decorated with X-shaped crosses a) with end rosette b) with alternating crosses and annulets-with-dots. Sometimes annulets without dots. 3) rosette diadem with large end rosette, rosettes without central dot but separated by leaves. There are other varieties e.g. with plain annulets, arrow heads (>>>) though these may be supposed to be leaves.

Possibly a mule, discovered by jdholds of the Forvm Ancient Coins (December 2003)Although RIC describes this coin as bust type J1 left, this seems to be an error in RIC, as most Heraclea 48 appear to be bust right.Although RIC does not list officina B, one coin with this logical officina letter (very clear) is in the possession of "jdbaran", a member of the Forum Ancient Coins. FAC member "Arles" writes "They are fairly scarce from all officina, and B had just not been found yet when RIC was written."

Officina A: plain diadem, Epsilon: band diadem with pearl string within and small end rosette, S: ladder shaped diadem with single dots in the divisions and large end rosette)

Early: not decorated: Later: row of dots in top layer and campgate has a base (A Gamma Epsilon only)All have row of arches in top layer of camp gate with base. Diadem is early type, a band decorated with jewels. Oxford has 1 coin with diadem vertically divided into alternating squares and rectanglesPossible dot before mintmark, RIC reference remains the same, as dot uncertain

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Where several ratings are given, these refer to the mintmarks in the same order, so if the possible mintmarks are, A B Gamma and rarity ratings of C1 R2 R5 are shown, this means mintmark A is C1, mintmark B is R2 and mintmark Gamma is R5. If there are several possible mintmarks but only one rarity rating given, it is the same rating for them all.

Number of layers may have a chronological significance. Delta: 9 to 13 layers, S: 5 to 12 layers, I: 5 to 13 layers. Delta may have been reserved for Constantius after Crispus' death, and S and I for Constantine II. Officina A may possibly be in reality H

3 different main types of diadem associated with this bust: 1) Plain ladder-shaped diadem with a) dots, no end rosette b) annulets (small rings), no end rosette, c) annulets with a dot inside them, end rosette same size as annulet. 2) Plain diadem decorated with X-shaped crosses a) with end rosette b) with alternating crosses and annulets-with-dots. Sometimes annulets without dots. 3) rosette diadem with large end rosette, rosettes without central dot but separated by leaves. There are other varieties e.g. with plain annulets, arrow heads (>>>) though these may be supposed to be leaves.

Although RIC does not list officina B, one coin with this logical officina letter (very clear) is in the possession of "jdbaran", a member of the Forum Ancient Coins. FAC member "Arles" writes "They are fairly scarce from all officina, and B had just not been found yet when RIC was written."

All have row of arches in top layer of camp gate with base. Diadem is early type, a band decorated with jewels. Oxford has 1 coin with diadem vertically divided into alternating squares and rectangles

Page 36: R.I.C roman imperial coins campgates.xls

Where several ratings are given, these refer to the mintmarks in the same order, so if the possible mintmarks are, A B Gamma and rarity ratings of C1 R2 R5 are shown, this means mintmark A is C1, mintmark B is R2 and mintmark Gamma is R5. If there are several possible mintmarks but only one rarity rating given, it is the same rating for them all.

3 different main types of diadem associated with this bust: 1) Plain ladder-shaped diadem with a) dots, no end rosette b) annulets (small rings), no end rosette, c) annulets with a dot inside them, end rosette same size as annulet. 2) Plain diadem decorated with X-shaped crosses a) with end rosette b) with alternating crosses and annulets-with-dots. Sometimes annulets without dots. 3) rosette diadem with large end rosette, rosettes without central dot but separated by leaves. There are other varieties e.g. with plain annulets, arrow heads (>>>) though these may be supposed to be leaves.

Although RIC does not list officina B, one coin with this logical officina letter (very clear) is in the possession of "jdbaran", a member of the Forum Ancient Coins. FAC member "Arles" writes "They are fairly scarce from all officina, and B had just not been found yet when RIC was written."

Page 37: R.I.C roman imperial coins campgates.xls

3 different main types of diadem associated with this bust: 1) Plain ladder-shaped diadem with a) dots, no end rosette b) annulets (small rings), no end rosette, c) annulets with a dot inside them, end rosette same size as annulet. 2) Plain diadem decorated with X-shaped crosses a) with end rosette b) with alternating crosses and annulets-with-dots. Sometimes annulets without dots. 3) rosette diadem with large end rosette, rosettes without central dot but separated by leaves. There are other varieties e.g. with plain annulets, arrow heads (>>>) though these may be supposed to be leaves.

Page 38: R.I.C roman imperial coins campgates.xls

3 different main types of diadem associated with this bust: 1) Plain ladder-shaped diadem with a) dots, no end rosette b) annulets (small rings), no end rosette, c) annulets with a dot inside them, end rosette same size as annulet. 2) Plain diadem decorated with X-shaped crosses a) with end rosette b) with alternating crosses and annulets-with-dots. Sometimes annulets without dots. 3) rosette diadem with large end rosette, rosettes without central dot but separated by leaves. There are other varieties e.g. with plain annulets, arrow heads (>>>) though these may be supposed to be leaves.

Page 39: R.I.C roman imperial coins campgates.xls

3 different main types of diadem associated with this bust: 1) Plain ladder-shaped diadem with a) dots, no end rosette b) annulets (small rings), no end rosette, c) annulets with a dot inside them, end rosette same size as annulet. 2) Plain diadem decorated with X-shaped crosses a) with end rosette b) with alternating crosses and annulets-with-dots. Sometimes annulets without dots. 3) rosette diadem with large end rosette, rosettes without central dot but separated by leaves. There are other varieties e.g. with plain annulets, arrow heads (>>>) though these may be supposed to be leaves.

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For those who wish to make the corrections themselves to lists they have already downloaded and perhaps customised, I will be including the corrections again here (as well as integrating them into the main sheet) from 31.12.

12/31/2003 Replace all RIC IX Thessalonica 62a,62b and 62c with the following 6 linesDN VALENTE7 GLORIA REnot stated not stated not stated not stated TESDN VALENTE7 GLORIA REnot stated not stated not stated not stated TES A leftDN THEO-DE7 GLORIA RE 2 5 to 6 not stated not stated TESDN THEO-DE7 GLORIA RE 2 5 to 6 not stated not stated TES B leftDN ARCADIE7 GLORIA REnot stated not stated not stated not stated TESDN ARCADIE7 GLORIA REnot stated not stated not stated not stated TES B left

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For those who wish to make the corrections themselves to lists they have already downloaded and perhaps customised, I will be including the corrections again here (as well as integrating them into the main sheet) from 31.12.

RIC IX Thethis only S AE4RIC IX TheA,delta left S AE4RIC IX Thethis only S AE4RIC IX TheB,gamma,deS AE4RIC IX TheB,gamma,deS AE4RIC IX Thethis only S AE4

Page 42: R.I.C roman imperial coins campgates.xls

For those who wish to make the corrections themselves to lists they have already downloaded and perhaps customised, I will be including the corrections again here (as well as integrating them into the main sheet) from 31.12.