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124-127). It must, therefore, have preceded the issue of Mithradates. I am ready to admit the probabilitythat all the issues from No. 82 to No. 96 were struck before Mithradates. A harder question to answer is whether there are or were also others that belong there. The latter phase of the question is answered by Kambanis by pointing out that although Beule had had some 1,900 coins available, whereas he himself had inspected some 7,500, nothing had been added to Beule's list except at the very beginning and at the very end.
TIMOTPATOIIOIHS struck in the month N. Now Pritchett and Meritt give 118/7 certainly as an ordinary year, while 119/8 appears to be intercalary (from the evidence of the calendar equation in the inscription published by Peek as Keramneikos,III, no. 3) and 116/5 certainly so. I cannot control their conclusions, nor do I see how they can be brought into conformity with the coins. The only way to bring No. 66 to 119/8 is to move back the whole group from No. 57 on, presumably by displacing No. 56, but this would be a doubtful advantage, for the correspondence gained for No.
But we know this is impossible. No. -AIONTJIOj must precede No. 71 APIXTIQN-NDIAnN,even if we disallow Kambanis' belief that No. 72 APOIIO-MNAIArOPAj followed them, and No. 42 A0POAIJI-AIIOAHSI must precede No. 43 ETPTKART-APIAPA. Our greatest possible concession to Weil, therefore, would be as follows: No. 73. AIIEAAIKQN-rOPrIAS 92/1 No. 42. APO:AISI-AHOAHEI 91/0 No. 43. 90/89 EYPYKAEI-APIAPA No. 70. AIONYSIOS No. 71. API=TIfN-IAQ2N 89/8 88/7 APINTIBN 87/6 No. 97. PAAATHS- This is not the succession that Weil constructed, though I dare say his theory could be modified to fit it, but at what a cost is it produced!