1876 $3 (Proof)

Series: Indian Princess $3 1854-1889

PCGS PR62

PCGS PR62

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PCGS PR61

PCGS PR61

PCGS PR58

PCGS PR58

PCGS #:
8040
Designer:
James Barton Longacre
Edge:
Reeded
Diameter:
20.50 millimeters
Weight:
5.02 grams
Mintage:
45
Mint:
Philadelphia
Metal:
90% Gold, 10% Copper
Current Auctions - PCGS Graded
Current Auctions - NGC Graded
For Sale Now at Collectors Corner - PCGS Graded
For Sale Now at Collectors Corner - NGC Graded

Rarity and Survival Estimates Learn More

Grades Survival
Estimate
Numismatic
Rarity
Relative Rarity
By Type
Relative Rarity
By Series
All Grades 38 R-8.7 28 / 37 28 / 37
60 or Better 33 R-8.8 28 / 37 28 / 37
65 or Better 10 R-9.5 27 / 37 TIE 27 / 37 TIE
Survival Estimate
All Grades 38
60 or Better 33
65 or Better 10
Numismatic Rarity
All Grades R-8.7
60 or Better R-8.8
65 or Better R-9.5
Relative Rarity By Type All Specs in this Type
All Grades 28 / 37
60 or Better 28 / 37
65 or Better 27 / 37 TIE
Relative Rarity By Series All Specs in this Series
All Grades 28 / 37
60 or Better 28 / 37
65 or Better 27 / 37 TIE

Condition Census What Is This?

Pos Grade Image Pedigree and History
1 PR65 PCGS grade
1 PR65 PCGS grade
1 PR65 PCGS grade
1 PR65 PCGS grade
1 PR65 PCGS grade
1 PR65 PCGS grade
7 PR64 PCGS grade
7 PR64 PCGS grade
7 PR64 PCGS grade
7 PR64 PCGS grade
#1 PR65 PCGS grade
#1 PR65 PCGS grade
#1 PR65 PCGS grade
#1 PR65 PCGS grade
#1 PR65 PCGS grade
#1 PR65 PCGS grade
#7 PR64 PCGS grade
#7 PR64 PCGS grade
#7 PR64 PCGS grade
#7 PR64 PCGS grade
David Akers (1975/88): Next to the 1875, this is the most in-demand date in the series. Since it is a proof only issue, the 1876 brings substantially more than the rarer proofs of dates that are also available in other grades, such as the 1861, 1874, or 1878. As one can see from the total of 49 appearances of this date in our 238 catalog auction survey (surprisingly, the highest number of offerings in proof of any date in the entire series!), the 1876 is somewhat overrated as a rarity, although many of the proofs are impaired and so gem quality proofs are certainly difficult to obtain. Nevertheless, many of the dates in this series are far more rare in proof than this one.