1878 $3 MS64 认证号50059778, PCGS号8000

拥有者评论

CAC approved

专家评论

Ron Guth

Thanks to the data we now have in 2015, the 1878 is the most common date in the entire series of Three Dollar Gold pieces, and it is the most common by a wide margin over the 1854 and 1874.  PCGS alone has certified thousands of this date in Mint State from MS62 to MS64.  In MS65 and better, the populations drop off dramatically until MS67, where 1878 becomes a true-condition rarity.  The finest example is a single PCGS MS67+.

The 1878 is known for its frosty luster which, on high grade pieces, has a shimmering effect that is simply lovely..  The strike is usually good, but sometimes weak on the knot at the base of the wreath.  This date has been heavily counterfeited, so beware of raw examples offered in the marketplace.


David Akers (1975/88)

Although this date has a significantly lower mintage than the 1854, it is by a slight margin the most common date in the series, and by far the most common in uncirculated condition. The two Beck sales alone contained 30 uncirculated pieces, and this is the one date in the series that is reasonably available in choice condition.
PCGS #
8000
设计师
James Barton Longacre
边缘
Reeded
直径
20.50 毫米
重量
5.02 克
铸币数量
82304
金属成分
90% Gold, 10% Copper
更高评级数量
403
评级较低的钱币数量
5651
地区
The United States of America
价格指南
PCGS 数量报告
拍卖 - PCGS 评级的
拍卖 - NGC 评级的

稀有性和存量估计 了解更多

评级
所有评级 25000 R-2.7 41 / 41 41 / 41
60或以上 6000 R-3.8 40 / 41 40 / 41
65或以上 400 R-6.2 31 / 41 31 / 41
所有评级 25000
60或以上 6000
65或以上 400
所有评级 R-2.7
60或以上 R-3.8
65或以上 R-6.2
所有评级 41 / 41
60或以上 40 / 41
65或以上 31 / 41
所有评级 41 / 41
60或以上 40 / 41
65或以上 31 / 41

状况普查 了解更多

位置 评级 缩略图 家谱和历史
1 MS67+ PCGS grade MS67+ PCGS grade
1 MS67+ PCGS grade MS67+ PCGS grade
1 MS67+ PCGS grade
4 MS67 PCGS grade MS67 PCGS grade

Legend Rare Coin Auctions 9//2015:308, $47,000

4 MS67 PCGS grade
MS67+ PCGS grade #1 MS67+ PCGS grade
MS67+ PCGS grade #1 MS67+ PCGS grade
#1 MS67+ PCGS grade
MS67 PCGS grade #4 MS67 PCGS grade

Legend Rare Coin Auctions 9//2015:308, $47,000

#4 MS67 PCGS grade