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1918/7-D 5C --Minor Lamination Reverse--MS64 PCGS. Fiva

Currency:USD Category:Coins & Paper Money Start Price:8.00 USD Estimated At:1.00 - 1,000,000.00 USD
1918/7-D 5C --Minor Lamination Reverse--MS64 PCGS. Fiva
<B>1918/7-D<5C>--Minor Lamination Reverse--MS64 PCGS.</B></I> Fivaz Collection. The best explanation how this major rarity occurred is seen on pages 102-103 of David Lange's <I>Complete Guide to Buffalo Nickels:</B></I> "The obverse die for this variety was actually manufactured during the latter quarter of 1917 at the Philadelphia Mint...In sinking a working die, two or more impressions had to be taken from a working hub. Between each impression, the developing die was taken to the furnace to be annealed, or softened, since the first impression caused the metal to become work-hardened. It was then ready for another impression. Amid the haste to produce new dies, a working die that had already been impressed with a hub dated 1917 was then either inadvertently or intentionally given another impression from a hub dated 1918. The result was an overdate."<BR> Probably somewhere around 50 individual coins are known today in all grades of Uncirculated, but only a couple of dozen are extant in MS64 or better condition. All genuine examples come from the same set of dies and all show the same die characteristics. The diagonal of the underdigit is straight, not curved; the designer's initial resembles a P rather than an F; and on all but the earliest die state a tiny die crack is present just above the knot of the Indian's braid.<BR> This is an especially attractive coin that shows a sharp underdigit. The striking details are also strongly defined, especially on the reverse. The surfaces display even, satiny mint luster and light lilac and golden toning is seen over each side. Technically an error, and labeled as such on the PCGS insert, there is a shallow, discolored planchet lamination through the FI in FIVE on the lower reverse. One of the finest examples of an overdate nickel available on the market today, and undoubtedly the finest known with any type of error associated with it.