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What are the $100 bills that sell for $2,000?

The keys to identify these banknotes so coveted by collectors.

Hold in hands a dollar bill with a certain rarity or particularity it can be quite profitable. Among these options are those US$100 copies that can sell for US$2,000.

According to the note published by TyC Sports and taken up by As, the particularity of these tickets is that lack a green stamp. Which makes them collector’s items.

These copies are in circulation and the reality is that it is unknown how many units exist with these characteristics.

US$100 bills without a green seal can sell for up to US$2,000.


US$100 bills without a green seal can sell for up to US$2,000.

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These are not the only specimens that may have a High value for collectors. Here, a summary of other highly sought after options.

– With binary numbering

These copies have their serial registration made up only of the numbers one and zero. The possibilities can be varied and the price will depend on the rarity of the figure.

The serial number can determine the sale value of a ticket Photo REUTERS/Yuriko Nakao.


The serial number can determine the sale value of a ticket Photo REUTERS/Yuriko Nakao.

– Based on repetitive patterns

In collectors’ jargon, they are often called “repeaters.” Their resale value isn’t that high (although not negligible), since they are considered to be much easier to get. For example, for a US$1 bill with these characteristics, you can pay US$100.

– Capicúas or palindromes

Your serial number reads the same forward and backward. They only appear once every 10,000 tickets. They are associated with luck and that increases their value.

– Repeating numbers

A banknote with the number repeated throughout its series is a highly sought after rarity. Also if five of those numbers comply with this scheme. If that repeated figure is seven, associated with good luck, its valuation can go up.

– Ladder

In this case, when the sequence is perfect, the price is higher. This criterion is valid in ascending or descending sequences.

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