raresats.net

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Market

Circulating supply

Circulating supply per row. Select a row for its history and top holders; select a column header to sort.

Notable transfers

Why notable?

    Notable extractions

    Why notable?

      Sales

      About these prices

      Each point is one sale of tracked sats, found on chain by the fork: a marketplace listing or an accepted offer paid in the same transaction. Its price is the marketplace's: on Magisat the listing price, the seller's payment plus Magisat's 0.5% seller fee since September 2024 (the buyer's fee is not in it), and for an accepted Magisat offer the payment plus half the fee output; elsewhere the seller's payment plus the marketplace's fees. Sales with no marketplace fee in the transaction (OKX's, among others) are Unknown.

      The unit price is the price less the sold output's own value, per sat of a row. Each sale is of one row, the rarest that holds all the sats it sold, so rows don't overlap: Uncommon is plain uncommons (a 2012 uncommon is an Alpha uncommon, a rare sat a Rare), Block 9 is block 9 chunks (a 450x chunk is 450x). A bundle that mixes rows is of its rarest row. A label row, such as Block 9, 1st tx (a label within Block 9), has no market of its own: it lists the sales lying in it, each as its own row. Include rarer sub-categories also shows a row's rarer sub-categories, such as the alpha uncommons under Uncommon: lighter, priced per sat of the row, named by their own, and outside its median and market numbers. A sale that splits sats out of an output counts only the sats it sold. A sale for no more than the output's own value has no unit price above zero: it is in the table, not on the chart.

      The line is the row's median unit price over the 30 days up to each sale. Outliers, drawn hollow, sold for over 10 times or under a tenth of the median of the row's previous seven sales: a fat finger, a wash trade, something else in the output. They are left out of the line and the row's market numbers. Inscribed sats carry an inscription, whose value is not the rare sat's: hidden unless you include them, and never in the line.

      Perfect palinception

      A palindromic sat number made of a shorter palindrome, with at least two distinct digits, repeated two or more times, such as 101,101 or 12,211,221.

      How a sat qualifies

      A perfect palinception is a palindrome made of palindromes. The rule (isPerfectPalinception in the site's rules) takes the sat's decimal digits and looks for a group of them, a unit, that, repeated, makes up the whole number:

      1. the unit's length divides the number's length, and the unit is repeated at least twice;
      2. the unit is itself a palindrome;
      3. the unit has at least two distinct digits.

      Any such number is a palindrome as a whole. Examples: 101,101 is 101 twice; 12,211,221 is 1,221 twice; 121,121,121 is 121 three times.

      What does not qualify

      • The unit needs two distinct digits, and every two-digit palindrome (11, 22, …) has one, so the unit is at least three digits long. The shortest perfect palinception has six digits, and the smallest is sat 101,101.
      • Repeating a single digit does not count: 111,111 is a 1D palindrome, never a palinception.
      • 1,212,121 is a palindrome but not a palinception: seven digits can only split into one-digit units.
      • The unit must be a palindrome: 123,123 repeats 123, but neither it nor the whole number reads the same reversed.

      Overlaps

      The palindrome types are assigned independently. A palinception with two distinct digits, such as 101,101, is also a 2D palindrome and counts in both categories; one with three, such as 123,321,123,321, is also a 3D palindrome. Units of up to eight digits fit in a sat number, so a palinception has at most four distinct digits.

      How many

      Will ever exist: 13,168. Mined so far: 13,079. Addresses holding one: 9,844. Extracted, held alone in small outputs: 569.

      Supply and market

      CategoryWill existMinedExtractedLast saleFloor
      Perfect palinception13,16813,079569720,000 sats489,670 sats

      As of block 972,427. Prices are per sat.