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.

      Sat types

      Every rare sat type and category this site tracks: how a sat qualifies, how many exist, and where to find them.

      Rarity tiers

      • Common Any sat that is not the first sat of its block: the base rarity tier of ordinal theory, which raresats.net does not track as a category of its own.
      • Uncommon The first sat of a block: the lowest rarity tier above common in ordinal theory, one per block bar the few whose first sat ranks higher.
      • Rare The first sat of each difficulty adjustment period: the first sat of a block whose height is a multiple of 2,016, other than every 1,260,000th.
      • Epic The first sat of each halving epoch: the first sat of a block whose height is a multiple of 210,000, other than every 1,260,000th.
      • Legendary The first sat of each cycle: the first sat of a block whose height is a multiple of 1,260,000, other than block 0. Five will ever exist.
      • Mythic Sat 0, the first sat of the genesis block: the only mythic sat, at the top of ordinal theory's rarity ladder.

      Black sats

      • Black The last sat of a block's subsidy, the sat just before the next block's first sat; the mirror image of uncommon at the end of every block.
      • Black rare The last sat of a difficulty adjustment period: the last sat of a block whose next block's height is a multiple of 2,016, other than at a halving.
      • Black epic The last sat of a halving epoch: the last sat of a block whose next block's height is a multiple of 210,000. 33 will ever exist.

      Milestone sats

      • Kilosat uncommon The first sat of every 1,000th bitcoin: a sat number divisible by 100,000,000,000 but not by 1,000,000,000,000, nearly always a block's first sat.
      • Decasat uncommon The first sat of every 10,000th bitcoin: a sat number divisible by 1,000,000,000,000 but not by 10,000,000,000,000, nearly always a block's first sat.
      • Centasat uncommon The first sat of every 100,000th bitcoin: a sat number divisible by 10,000,000,000,000 but not by 100,000,000,000,000; each opens a block.
      • Megasat uncommon The first sat of every millionth bitcoin: a sat number divisible by 100,000,000,000,000. Sat 0 and twenty more, each the first sat of a block.
      • Kilosat black The last sat of every 1,000th bitcoin: a sat s where s + 1 is divisible by 100,000,000,000 but not by 1,000,000,000,000, nearly always a block's last sat.
      • Decasat black The last sat of every 10,000th bitcoin: a sat s where s + 1 is divisible by 1,000,000,000,000 but not by 10,000,000,000,000.
      • Centasat black The last sat of every 100,000th bitcoin: a sat s where s + 1 is divisible by 10,000,000,000,000 but not by 100,000,000,000,000; each closes a block.
      • Megasat black The last sat of every millionth bitcoin: a sat s where s + 1 is divisible by 100,000,000,000,000. Twenty will ever exist, each a block's last sat.

      Alphas & omegas

      • Alpha The first sat of a whole bitcoin: a sat whose number is divisible by 100,000,000. On its own it is not a category; combined with others it is.
      • Omega The last sat of a whole bitcoin: a sat s where s + 1 is divisible by 100,000,000. On its own it is not a category; combined with others it is.
      • Alpha uncommon A block's first sat that is also the first sat of a whole bitcoin: uncommon and alpha at once, a sat number divisible by 100,000,000.
      • Black omega A block's last sat that is also the last sat of a whole bitcoin: black and omega at once, a sat s where s + 1 is divisible by 100,000,000.

      Palindromes

      • Palindrome A sat whose number reads the same forwards and backwards in decimal, such as sat 1,221 or sat 12,321; sat 0 is not counted as one.
      • 1D palindrome A sat number made of one digit repeated, such as 7, 55 or 1,111,111,111,111,111; there are only 136 of them, and all are already mined.
      • 2D palindrome A palindromic sat number that uses exactly two distinct digits, such as 101, 1,221 or 9,889: one of the palindrome categories the site tracks everywhere.
      • 3D palindrome A palindromic sat number that uses exactly three distinct digits, such as 12,321; the site tracks them inside the Silk Road auction coins.
      • 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.
      • Paliblock The first or last sat of a block whose height is a palindrome, such as block 1,001, when that sat is a plain uncommon or black with no historic type.

      Vintage & historic blocks

      • Vintage Any sat mined in the first 1,000 blocks (heights 0 to 999): sats 0 to 4,999,999,999,999, the first 50,000 bitcoin ever mined.
      • Vintage uncommon The first sat of each of blocks 1 to 999: an uncommon sat that is also vintage, 999 in all, since block 0's first sat is mythic.
      • Vintage black The last sat of each of the first 1,000 blocks (heights 0 to 999): a black sat that is also vintage, 1,000 in all.
      • Vintage alpha A vintage sat that starts a bitcoin: a multiple of 100,000,000 below 5,000,000,000,000, mined in blocks 0 to 999. 50,000 exist.
      • Vintage omega A vintage sat that ends a bitcoin: one less than a multiple of 100,000,000, below 5,000,000,000,000 (blocks 0 to 999). 50,000 exist.
      • Block 9 Any of the 5,000,000,000 sats mined in block 9, sats 45,000,000,000 to 49,999,999,999: the block whose bitcoin went into the first transaction.
      • 450x The first 100,000,000 sats of block 9, sats 45,000,000,000 to 45,099,999,999, whose numbers all begin 450: the first bitcoin of the first transaction.
      • Block 9, 1st tx The first 10 BTC of block 9, sats 45,000,000,000 to 45,999,999,999: the sats of the first bitcoin transaction, a label within Block 9.
      • Block 9 alpha A block 9 sat that starts a bitcoin: 45,000,000,000 + k × 100,000,000 for k from 0 to 49, fifty sats in all.
      • Block 9 omega A block 9 sat that ends a bitcoin: 45,099,999,999 + k × 100,000,000 for k from 0 to 49, up to block 9's last sat. Fifty exist.
      • Block 9 palindrome A block 9 sat whose number reads the same backwards, such as 45,000,000,054: 50,000 of block 9's 5,000,000,000 sats.
      • Block 78 Any sat mined in block 78, sats 390,000,000,000 to 394,999,999,999: the block mined by Hal Finney. Its alphas, omegas and palindromes are tracked.
      • Block 78 alpha A block 78 sat that starts a bitcoin: 390,000,000,000 + k × 100,000,000 for k from 0 to 49, fifty sats in all.
      • Block 78 omega A block 78 sat that ends a bitcoin: 390,099,999,999 + k × 100,000,000 for k from 0 to 49, up to block 78's last sat. Fifty exist.
      • Block 78 palindrome A block 78 sat whose number reads the same backwards, such as 390,000,000,093: 5,000 of block 78's 5,000,000,000 sats.
      • Block 286 Any sat mined in block 286, sats 1,430,000,000,000 to 1,434,999,999,999: a block mined by Satoshi Nakamoto. Its alphas, omegas and palindromes are tracked.
      • Block 286 alpha A block 286 sat that starts a bitcoin: 1,430,000,000,000 + k × 100,000,000 for k from 0 to 49, fifty sats in all.
      • Block 286 omega A block 286 sat that ends a bitcoin: 1,430,099,999,999 + k × 100,000,000 for k from 0 to 49, up to block 286's last sat. Fifty exist.
      • Block 286 palindrome A block 286 sat whose number reads the same backwards, such as 1,430,000,000,341: 5,000 of block 286's 5,000,000,000 sats.
      • Block 666 Any sat mined in block 666, sats 3,330,000,000,000 to 3,334,999,999,999. Its alphas, omegas and palindromes are tracked one by one.
      • Block 666 alpha A block 666 sat that starts a bitcoin: 3,330,000,000,000 + k × 100,000,000 for k from 0 to 49, fifty sats in all.
      • Block 666 omega A block 666 sat that ends a bitcoin: 3,330,099,999,999 + k × 100,000,000 for k from 0 to 49, up to block 666's last sat. Fifty exist.
      • Block 666 palindrome A block 666 sat whose number reads the same backwards, such as 3,330,000,000,333: 5,000 of block 666's 5,000,000,000 sats.

      Nakamoto

      • Nakamoto Any sat mined in one of 19 early blocks the site attributes to Satoshi Nakamoto, from block 9 to block 29,097: 950 BTC of sats in all.
      • Nakamoto uncommon The first sat of each of the 19 Nakamoto blocks, sat h × 5,000,000,000 for block h: nineteen uncommon sats in all.
      • Nakamoto black The last sat of each of the 19 Nakamoto blocks, sat h × 5,000,000,000 + 4,999,999,999 for block h: nineteen black sats in all.
      • Nakamoto alpha A Nakamoto sat that starts a bitcoin: a multiple of 100,000,000 inside one of the 19 Nakamoto blocks, 50 per block, 950 in all.
      • Nakamoto omega A Nakamoto sat that ends a bitcoin: one less than a multiple of 100,000,000, inside one of the 19 Nakamoto blocks. 950 exist.
      • Nakamoto palindrome A sat from one of the 19 Nakamoto blocks whose number reads the same backwards, such as 45,000,000,054 in block 9.

      Pizza, JPEG, Hitman & Silk Road

      • Pizza The 1,000,000,000,000 sats (10,000 BTC) that paid for the pizzas, listed as 825 sat ranges mined in blocks 24,097 to 56,787.
      • Pizza uncommon A pizza sat that is also the first sat of its block: one of the 201 uncommon sats inside the 10,000 BTC that paid for the pizzas.
      • Pizza black A pizza sat that is also the last sat of its block: one of the black sats inside the 10,000 BTC that paid for the pizzas.
      • Pizza alpha A pizza sat that is also the first sat of a bitcoin: its sat number is a multiple of 100,000,000 inside the pizza ranges.
      • Pizza omega A pizza sat that is also the last sat of a bitcoin: its sat number ends in 99,999,999 inside the pizza ranges.
      • Pizza palindrome A pizza sat whose sat number reads the same forwards and backwards, such as 120,485,000,584,021.
      • JPEG The 50,000,000,000 sats (500 BTC) of the first JPEG trade: the whole subsidies of ten blocks mined between 30,340 and 32,952.
      • JPEG uncommon The first sat of one of the ten blocks whose whole 50 BTC went into the first JPEG trade: ten sats in all.
      • JPEG alpha The first sat of a whole bitcoin inside the 500 BTC of the first JPEG trade: 50 in each of its ten blocks, 500 in all.
      • JPEG omega The last sat of a whole bitcoin inside the 500 BTC of the first JPEG trade: 50 in each of its ten blocks, 500 in all.
      • JPEG palindrome A JPEG sat whose sat number reads the same forwards and backwards, such as 151,700,000,007,151 in block 30,340.
      • Hitman The 167,000,000,000 sats (1,670 BTC) paid for a murder for hire on Silk Road, listed as 6,200 sat ranges mined in blocks 809 to 200,848.
      • Hitman uncommon A hitman sat that is also the first sat of its block: one of the few uncommon sats inside the 1,670 BTC Hitman list.
      • Hitman black A hitman sat that is also the last sat of its block: one of the few black sats inside the 1,670 BTC Hitman list.
      • Hitman alpha A hitman sat that is also the first sat of a bitcoin: a sat number divisible by 100,000,000 inside the Hitman list.
      • Hitman omega A hitman sat that is also the last sat of a bitcoin: a sat number ending in 99,999,999 inside the Hitman list.
      • Hitman palindrome A hitman sat whose sat number reads the same forwards and backwards, such as 4,074,788,874,704 in block 814.
      • Silk Road The 29,656.51306529 BTC sold at the first auction of the bitcoin seized from Silk Road, listed as 405,534 sat ranges mined in blocks 78 to 295,666.
      • Silk Road uncommon A Silk Road sat that is also the first sat of its block: an uncommon sat inside the bitcoin sold at the first Silk Road auction.
      • Silk Road black A Silk Road sat that is also the last sat of its block: a black sat inside the bitcoin sold at the first Silk Road auction.
      • Silk Road alpha A Silk Road sat that is also the first sat of a bitcoin: a sat number divisible by 100,000,000 inside the Silk Road list.
      • Silk Road omega A Silk Road sat that is also the last sat of a bitcoin: a sat number ending in 99,999,999 inside the Silk Road list.
      • Silk Road 3D palindrome A Silk Road sat whose number is a palindrome of exactly three distinct digits, such as 1,177,779,119,777,711.

      2009

      • 2009 sats Sats mined in 2009, blocks 0 to 32,489: shown on the site through the year filter, e.g. Uncommon, Black or 2D palindrome with ?year=2009.
      • Black 2009 The last sat of each block mined in 2009 (heights 0 to 32,489), black rares excepted: 32,474 black sats, shown on the site as Black with ?year=2009.
      • 2D palindrome 2009 A sat mined in 2009 (blocks 0 to 32,489) whose number is a palindrome of exactly two distinct digits, such as 10,000,000,001: shown on the site as 2D palindrome with ?year=2009.

      Names

      • Bounty3 name One of a fixed list of 12,450 sats known by their eleven-letter ord name, such as "nutcrackers"; the site shows these sats by name.

      Concepts

      • Ordinal theory and sat numbers Ordinal theory numbers every sat in the order it was mined and follows it through transactions first in, first out; every sat type here builds on it.
      • Block luck A sat's luck is its block's: how many more leading zero bits the block's hash has than its difficulty target required.
      • Birthday sats Birthday sats are the rare sats mined on a chosen calendar day; the birthday page shows how many the index locates, the listings holding them and their sales.
      • Extraction An extracted sat sits in an output a collector made for rare sats: small for what it holds, as the index's per-output value budget measures it.
      • Inscribed sats An inscribed sat carries an inscription; the site counts inscribed rare sats apart and keeps their sales out of rare-sat prices unless you ask for them.
      • Pending Pending marks rare-sat activity still in the mempool: sales, transfers and extractions in transactions not yet mined, shown first and counted nowhere.
      • Bundles and the primary sat A bundle sells several kinds of rare sat in one output; the site files it under one category, the rarest holding all its sats, else its primary sat's.
      • Unit price Unit price is what a sale or listing paid per sat of its category: the price less the output's own value, divided by the category's sats it holds.