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<p>[QUOTE="jody526, post: 236624, member: 578"]The Sheldon Grading System Explained.</p><p><br /></p><p>From time to time we see the current 70 point grading system referred to as being developed by Dr. William H. Sheldon. For the benefit of those who are not familiar with Dr. Sheldon’s works, here’s a summary of what he did, why he did it, and the approach he took.</p><p><br /></p><p>It might help to know a little about Dr. Sheldon’s background. He was born in 1895, and based on his writings, became involved in numismatics at an early age. While still in high school, he claims to have appraised Cents for a coin dealer in his neck of the woods, and more interestingly, using a 70 point grading scale. That would be somewhere around 1910. Once you understand the system he developed in 1948, it becomes clear that given the amount of information available to him back then plus the amount of research necessary to develop the final product, chances are his original system was somewhat different than the end result. </p><p><br /></p><p>Over the years, Dr. Sheldon assembled sets of early Large Cents on three different occasions. The last collection contained all 295 of the known collectible varieties from 1793 through 1814. Everyone agrees that he was an aficionado of Cents from that era and his expertise was well respected.</p><p><br /></p><p>In 1948 he published EARLY AMERICAN CENTS which was basically the same as his later book less the updates based on new information. As much as Dr. Sheldon was respected for his expertise of the early Large Cents, his book and the concept he promoted was thought to be a “whimsical” idea. Apparently as a light hearted response to that depiction, Dr. Sheldon titled the revised edition PENNY WHIMSEY. </p><p><br /></p><p>In developing his system, Dr. Sheldon starts out by determining the value of each variety of Large Cent in what he calls “basal state”. This he defines as identifiable and not mutilated, and assigns the numerical grade 1 (one). Everything that follows is predicated on this grade one value. Based on his research, he determined that a coin in what he calls “fair” condition, was valued at twice that of basal state and therefore he assigned the numerical grade of 2 (two). A typical “fine” being valued at 12 times basal was given the numerical grade 12 (twelve), and so on down the line up through AU55. So the numerical grades he established were determined by the multiplier he needed for his system. I’ll get to the MS information later on in this post.</p><p><br /></p><p>Having determined the basal value for the various varieties of early Large Cents, and having determined the grade (and therefore the numerical equivalent), it was simply a matter of multiplying the two together in order to get the “approximate value” for a given Cent…….PROVIDED it was a common variety and readily available in that condition. Now, if it happens to be a scarce or rare coin either because of availability or condition, than you have to apply another multiplier to the system, and that is based on a set of ten “rules” that he developed. I’ll explain those within the MS grading descriptions.</p><p><br /></p><p>From “poor” or “basal state” through AU55, there really isn’t much of a problem using Dr. Sheldon’s numerical scale as it can be understood by most reasonably experienced collectors. It’s in the area of MS coins where things get interesting.</p><p><br /></p><p>Dr. Sheldon uses THREE MS grades in his system. Keep in mind that he selected the numbers 60, 65, and 70 because those were the multipliers he needed to fit his system. If the lowest possible mint state grade needed a multiplier of 80, his system might have ended up being 1-100! Here is his description for the MS grades.</p><p><br /></p><p>“Free from any trace of wear, and the color should be that of copper coin which has been kept with great care. The color will vary from mint red to light brown or light olive, according to the chemical content and moisture of the prevailing atmosphere in which the coin has been kept. The light brown and light olive colors indicate the first beginnings of a protective patina, or surface “set.” When these colors are attractively blended and permanently set on a mint state early cent, the coin is as highly prized by discerning collectors as is one of brighter color. For condition 60 a minor blemish, perhaps some microscopic injury, or light trace of discoloration may be tolerated. For condition 70, the coin must be exactly as it left the dies, except for a slight mellowing of the color. Condition 60 means Mint State. Condition 70 means PERFECT Mint State.” </p><p><br /></p><p>He doesn’t define the 65 grade.</p><p><br /></p><p>Once we have the numerical grade multiplied by the basal value, we need to figure out which of the ten rules apply to the coin in question. Before we can do that, we need to know the census for that coin as well. So, in order to use this system, we need to know the grade, the basal value, the population from the top down to about the sixth finest, and which rule to apply. For example, rule number nine states that “If full MS-60 or better, but not known to be among the first three, Value equals Condition times Basal Value times 2.”</p><p><br /></p><p>Here is an example of how the system works for a 1795 Cent, right out of his book.</p><p><br /></p><p>The condition census is 70-70-65-65-65-65. For the 65 coins, we apply rule number 10 which says to apply rule number 8 to the first 65, and rule number 9 to the other three, average the results, multiply by the numerical grade, and multiply that result by the basal value. Everybody got that? </p><p><br /></p><p>In case you didn’t notice, in that particular example there are not one, but two MS70’s. When was the last time you saw an MS70 1795 Large Cent of any variety or any other denomination dated 1795 using the standards developed by the ANA back in 1977? As you can see from the above, the only thing the current system took from Dr Sheldon’s work is the use of the numbers 1 through 70.</p><p><br /></p><p>iipnd[/QUOTE]</p><p><br /></p>
[QUOTE="jody526, post: 236624, member: 578"]The Sheldon Grading System Explained. From time to time we see the current 70 point grading system referred to as being developed by Dr. William H. Sheldon. For the benefit of those who are not familiar with Dr. Sheldon’s works, here’s a summary of what he did, why he did it, and the approach he took. It might help to know a little about Dr. Sheldon’s background. He was born in 1895, and based on his writings, became involved in numismatics at an early age. While still in high school, he claims to have appraised Cents for a coin dealer in his neck of the woods, and more interestingly, using a 70 point grading scale. That would be somewhere around 1910. Once you understand the system he developed in 1948, it becomes clear that given the amount of information available to him back then plus the amount of research necessary to develop the final product, chances are his original system was somewhat different than the end result. Over the years, Dr. Sheldon assembled sets of early Large Cents on three different occasions. The last collection contained all 295 of the known collectible varieties from 1793 through 1814. Everyone agrees that he was an aficionado of Cents from that era and his expertise was well respected. In 1948 he published EARLY AMERICAN CENTS which was basically the same as his later book less the updates based on new information. As much as Dr. Sheldon was respected for his expertise of the early Large Cents, his book and the concept he promoted was thought to be a “whimsical” idea. Apparently as a light hearted response to that depiction, Dr. Sheldon titled the revised edition PENNY WHIMSEY. In developing his system, Dr. Sheldon starts out by determining the value of each variety of Large Cent in what he calls “basal state”. This he defines as identifiable and not mutilated, and assigns the numerical grade 1 (one). Everything that follows is predicated on this grade one value. Based on his research, he determined that a coin in what he calls “fair” condition, was valued at twice that of basal state and therefore he assigned the numerical grade of 2 (two). A typical “fine” being valued at 12 times basal was given the numerical grade 12 (twelve), and so on down the line up through AU55. So the numerical grades he established were determined by the multiplier he needed for his system. I’ll get to the MS information later on in this post. Having determined the basal value for the various varieties of early Large Cents, and having determined the grade (and therefore the numerical equivalent), it was simply a matter of multiplying the two together in order to get the “approximate value” for a given Cent…….PROVIDED it was a common variety and readily available in that condition. Now, if it happens to be a scarce or rare coin either because of availability or condition, than you have to apply another multiplier to the system, and that is based on a set of ten “rules” that he developed. I’ll explain those within the MS grading descriptions. From “poor” or “basal state” through AU55, there really isn’t much of a problem using Dr. Sheldon’s numerical scale as it can be understood by most reasonably experienced collectors. It’s in the area of MS coins where things get interesting. Dr. Sheldon uses THREE MS grades in his system. Keep in mind that he selected the numbers 60, 65, and 70 because those were the multipliers he needed to fit his system. If the lowest possible mint state grade needed a multiplier of 80, his system might have ended up being 1-100! Here is his description for the MS grades. “Free from any trace of wear, and the color should be that of copper coin which has been kept with great care. The color will vary from mint red to light brown or light olive, according to the chemical content and moisture of the prevailing atmosphere in which the coin has been kept. The light brown and light olive colors indicate the first beginnings of a protective patina, or surface “set.” When these colors are attractively blended and permanently set on a mint state early cent, the coin is as highly prized by discerning collectors as is one of brighter color. For condition 60 a minor blemish, perhaps some microscopic injury, or light trace of discoloration may be tolerated. For condition 70, the coin must be exactly as it left the dies, except for a slight mellowing of the color. Condition 60 means Mint State. Condition 70 means PERFECT Mint State.” He doesn’t define the 65 grade. Once we have the numerical grade multiplied by the basal value, we need to figure out which of the ten rules apply to the coin in question. Before we can do that, we need to know the census for that coin as well. So, in order to use this system, we need to know the grade, the basal value, the population from the top down to about the sixth finest, and which rule to apply. For example, rule number nine states that “If full MS-60 or better, but not known to be among the first three, Value equals Condition times Basal Value times 2.” Here is an example of how the system works for a 1795 Cent, right out of his book. The condition census is 70-70-65-65-65-65. For the 65 coins, we apply rule number 10 which says to apply rule number 8 to the first 65, and rule number 9 to the other three, average the results, multiply by the numerical grade, and multiply that result by the basal value. Everybody got that? In case you didn’t notice, in that particular example there are not one, but two MS70’s. When was the last time you saw an MS70 1795 Large Cent of any variety or any other denomination dated 1795 using the standards developed by the ANA back in 1977? As you can see from the above, the only thing the current system took from Dr Sheldon’s work is the use of the numbers 1 through 70. iipnd[/QUOTE]
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