SHOWING: First 60
artschwager 8412
erkenntniss 8412
catarrhines 8414
monochronic 8414
hypernuclei 8415
airsickness 8417
megatonnage 8417
aristodemos 8419
calamitatum 8420
conidiation 8420
longestaffe 8421
isoetharine 8424
noirmoutier 8425
concealable 8428
dismayingly 8429
executional 8430
gemeenschap 8431
hindusthani 8433
crescimbeni 8434
cummulative 8434
gitagovinda 8436
goldseekers 8436
chikungunya 8437
europeanize 8437
epsteinbarr 8440
courtwright 8443
gegenschein 8444
curettement 8445
nishinomiya 8447
dictionarie 8450
linendraper 8451
miniaturize 8461
biocentrism 8463
fortenberry 8463
nondogmatic 8463
gulbrandsen 8467
archegonial 8469
gillyflower 8469
lebensdauer 8470
defunctorum 8474
legierungen 8476
handpicking 8477
appignanesi 8478
mercedarian 8478
knuckleball 8479
canadianism 8480
evangelique 8483
kontinuitat 8483
bockhampton 8487
defensionem 8487
nonreacting 8489
disconfirms 8492
bartholomeo 8493
justinianic 8495
bundesstaat 8501
amodiaquine 8502
committally 8502
clarissimus 8503
forecastles 8503
exhaustions 8505
blastocoele 8506
#44,985,005text new sats created in every block is cut in half.
- *Cycles*: Every six halvings, something magical happens: the halving and the
difficulty adjustment coincide. This is called a conjunction, and the time
period between conjunctions a cycle. A conjunction occurs roughly every 24
years. The first conjunction should happen sometime in 2032.
This gives us the following rarity levels:
- `common`: Any sat that is not the first sat of its block
- `uncommon`: The first sat of each block
- `rare`: The first sat of each difficulty adjustment period
- `epic`: The first sat of each halving epoch
- `legendary`: The first sat of each cycle
- `mythic`: The first sat of the genesis block
Which brings us to degree notation, which unambiguously represents an ordinal
number in a way that makes the rarity of a satoshi easy to see at a glance:
```
A°B′C″D‴
│ │ │ ╰─ Index of sat in the block
│ │ ╰─── Index of block in difficulty adjustment period
│ ╰───── Index of block in halving epoch
╰─────── Cycle, numbered starting from 0
#44,982,144text579682.bitmap#14,032,678text564902.bitmap#14,032,627text