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<p>[QUOTE="Publius2, post: 26694251, member: 105571"]To succinctly answer the OP's question: Generally all R values are estimates. The exceptions are for quite rare coins in the range of R-6 to R-8 plus unique survivors. The estimates range from fairly credible to not very credible at all. Depends on the issue and the amount of serious collector attention over time. This is where deep dives into the specifics of collecting a particular issue pays off.</p><p><br /></p><p>JRCS regularly conducts census surveys of the various denominations of the silver denominations from 1794 to 1837. Admittedly, these are only surveys of those who choose to reply (mostly JRCS members) and do not include all survivors. Many raw and unattributed coins are not identified. But the surveys are not just numerical counts, they are leavened with the knowledge and experience of the members. Thus, sometimes previous census rarities are changed, usually reducing the rarity, say from an R-5 to an R-4 as new known survivors are identified.</p><p><br /></p><p>The same, more or less, can be said of EAC for early US copper and C4 for pre-Federal and Colonial issues. </p><p><br /></p><p>As for the 1823 dime in the OP's post, there is no way that a coin with 150 known survivors has been assigned a rarity of R-7. The Sheldon scale (both the original from 1949 and more modern versions) assigns R-7 to a known survivorship of 4 to 12 examples.</p><p><br /></p><p>My references list only three die marriages for 1823. JR-1, R-3. JR-2, R-4. JR-3, R-2. The large E (E of STATES) varieties are either JR-2 or JR-3 both using Reverse W.</p><p><br /></p><p>R-2 is 501-1000 survivors.</p><p>R-3 is 201-500 survivors.</p><p>R-4 is 76-200 survivors.</p><p><br /></p><p>Now, sometimes a coin might be a very common R-1 but have a conditional rarity in grades above or below a certain point. There are even particular coins or series where circulated coins are rarer than uncirculated coins. But if someone claims a R value for a conditional rarity, they need to specify that it's a conditional rarity otherwise it's just a lie.</p><p><br /></p><p>I'm familiar with the URS scale and I see its logic but I fail to see the need for it. I have the same feelings for it as I do for the NGCX decimal grading scale - OK but why? All these scales are arbitrary anyway except for the original genesis by Dr. Sheldon of his R scale which was designed to arithmetically "fit" his intended pricing scheme.</p><p><br /></p><p>Anyway, hope this sheds some light and no confusion.[/QUOTE]</p><p><br /></p>
[QUOTE="Publius2, post: 26694251, member: 105571"]To succinctly answer the OP's question: Generally all R values are estimates. The exceptions are for quite rare coins in the range of R-6 to R-8 plus unique survivors. The estimates range from fairly credible to not very credible at all. Depends on the issue and the amount of serious collector attention over time. This is where deep dives into the specifics of collecting a particular issue pays off. JRCS regularly conducts census surveys of the various denominations of the silver denominations from 1794 to 1837. Admittedly, these are only surveys of those who choose to reply (mostly JRCS members) and do not include all survivors. Many raw and unattributed coins are not identified. But the surveys are not just numerical counts, they are leavened with the knowledge and experience of the members. Thus, sometimes previous census rarities are changed, usually reducing the rarity, say from an R-5 to an R-4 as new known survivors are identified. The same, more or less, can be said of EAC for early US copper and C4 for pre-Federal and Colonial issues. As for the 1823 dime in the OP's post, there is no way that a coin with 150 known survivors has been assigned a rarity of R-7. The Sheldon scale (both the original from 1949 and more modern versions) assigns R-7 to a known survivorship of 4 to 12 examples. My references list only three die marriages for 1823. JR-1, R-3. JR-2, R-4. JR-3, R-2. The large E (E of STATES) varieties are either JR-2 or JR-3 both using Reverse W. R-2 is 501-1000 survivors. R-3 is 201-500 survivors. R-4 is 76-200 survivors. Now, sometimes a coin might be a very common R-1 but have a conditional rarity in grades above or below a certain point. There are even particular coins or series where circulated coins are rarer than uncirculated coins. But if someone claims a R value for a conditional rarity, they need to specify that it's a conditional rarity otherwise it's just a lie. I'm familiar with the URS scale and I see its logic but I fail to see the need for it. I have the same feelings for it as I do for the NGCX decimal grading scale - OK but why? All these scales are arbitrary anyway except for the original genesis by Dr. Sheldon of his R scale which was designed to arithmetically "fit" his intended pricing scheme. Anyway, hope this sheds some light and no confusion.[/QUOTE]
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Question on survival estimates and those "R" numbers
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