Back to the Ordinal PortalMint a Minitor

Minitors

Robots built from Bitcoin’s own blocks. Every block keeps the winning number its miner found, and the machines that search for those numbers leave marks in them. A Minitor reads the marks in one block and becomes the robot they describe.

Model: MinitorBuilt from Bitcoin
926,040
blocks read
8
kinds of robot
6
grades, Iron to Diamond
1
Minitor per bitmap
Minitor No. 388,067, running live. Tap its screen to flick through the pages, tap the robot to make it mine, and tap the gear for the maker’s mark.

What a Minitor is

A Minitor is a robot drawn live from one block’s own data. Nothing about it is picked by hand: the block decides its kind, its colours, its grade and every number on its screen.

Minitor No. 388,067: a blue S7 era robot with two fans and a chest screen, on an amber grid, with a details panel along the bottom and its gear tag showing the portal address 1 2 3 4 5 6
  1. The robotIts kind comes from the marks in the block’s winning number. There are eight kinds.
  2. The chest screenTap it to flick through eight pages of facts about the block.
  3. The metalTrims, eyes, fans, pens and springs upgrade with the block’s luck, from Iron to Diamond.
  4. The colourThe background shows which halving era the block was mined in.
  5. The details panelGroup, what the block shows, era, time and winning number, at a glance.
  6. The gearTap it to see where Minitors come from.

The winning number

To add a block, a miner has to find a number that makes the block’s hash fall under a target. The block keeps that winning number forever, so anyone can read it.

The winning number is 4 bytes long, about 4.3 billion possibilities. Each mining machine searches that space in its own way. Some only ever use certain values, and some can never produce others. Over hundreds of thousands of blocks those habits show up as patterns you can count. Minitors read four of them, with three more years of no proven pattern in between.

Satoshi’s set

In 2009 and 2010, the last byte of the winning number lands in two ranges far more often than chance: 0 to 9, and 19 to 58.

Sergio Lerner described this pattern in 2013 and linked it to the machine that mined many of Bitcoin’s first blocks, widely thought to be Satoshi’s. In blocks 0 to 36,288, 65% of winning numbers end in those ranges. By chance it would be 20%.

Last byte of the winning number, blocks 0 to 36,288Values 0 to 9 and 19 to 58 are used far more than the rest: about 500 to 650 times each, against about 60 for the others.0200400600Last byte 0: 527 blocks (Satoshi’s set)Last byte 1: 490 blocks (Satoshi’s set)Last byte 2: 528 blocks (Satoshi’s set)Last byte 3: 483 blocks (Satoshi’s set)Last byte 4: 485 blocks (Satoshi’s set)Last byte 5: 505 blocks (Satoshi’s set)Last byte 6: 552 blocks (Satoshi’s set)Last byte 7: 507 blocks (Satoshi’s set)Last byte 8: 525 blocks (Satoshi’s set)Last byte 9: 429 blocks (Satoshi’s set)Last byte 10: 59 blocksLast byte 11: 55 blocksLast byte 12: 62 blocksLast byte 13: 59 blocksLast byte 14: 62 blocksLast byte 15: 54 blocksLast byte 16: 60 blocksLast byte 17: 57 blocksLast byte 18: 69 blocksLast byte 19: 325 blocks (Satoshi’s set)Last byte 20: 659 blocks (Satoshi’s set)Last byte 21: 605 blocks (Satoshi’s set)Last byte 22: 588 blocks (Satoshi’s set)Last byte 23: 619 blocks (Satoshi’s set)Last byte 24: 599 blocks (Satoshi’s set)Last byte 25: 613 blocks (Satoshi’s set)Last byte 26: 613 blocks (Satoshi’s set)Last byte 27: 635 blocks (Satoshi’s set)Last byte 28: 637 blocks (Satoshi’s set)Last byte 29: 505 blocks (Satoshi’s set)Last byte 30: 513 blocks (Satoshi’s set)Last byte 31: 475 blocks (Satoshi’s set)Last byte 32: 540 blocks (Satoshi’s set)Last byte 33: 504 blocks (Satoshi’s set)Last byte 34: 511 blocks (Satoshi’s set)Last byte 35: 527 blocks (Satoshi’s set)Last byte 36: 563 blocks (Satoshi’s set)Last byte 37: 522 blocks (Satoshi’s set)Last byte 38: 516 blocks (Satoshi’s set)Last byte 39: 405 blocks (Satoshi’s set)Last byte 40: 374 blocks (Satoshi’s set)Last byte 41: 406 blocks (Satoshi’s set)Last byte 42: 382 blocks (Satoshi’s set)Last byte 43: 361 blocks (Satoshi’s set)Last byte 44: 423 blocks (Satoshi’s set)Last byte 45: 411 blocks (Satoshi’s set)Last byte 46: 409 blocks (Satoshi’s set)Last byte 47: 386 blocks (Satoshi’s set)Last byte 48: 380 blocks (Satoshi’s set)Last byte 49: 336 blocks (Satoshi’s set)Last byte 50: 362 blocks (Satoshi’s set)Last byte 51: 382 blocks (Satoshi’s set)Last byte 52: 342 blocks (Satoshi’s set)Last byte 53: 335 blocks (Satoshi’s set)Last byte 54: 372 blocks (Satoshi’s set)Last byte 55: 354 blocks (Satoshi’s set)Last byte 56: 380 blocks (Satoshi’s set)Last byte 57: 334 blocks (Satoshi’s set)Last byte 58: 252 blocks (Satoshi’s set)Last byte 59: 84 blocksLast byte 60: 59 blocksLast byte 61: 59 blocksLast byte 62: 65 blocksLast byte 63: 82 blocksLast byte 64: 59 blocksLast byte 65: 65 blocksLast byte 66: 51 blocksLast byte 67: 73 blocksLast byte 68: 56 blocksLast byte 69: 56 blocksLast byte 70: 73 blocksLast byte 71: 69 blocksLast byte 72: 61 blocksLast byte 73: 77 blocksLast byte 74: 66 blocksLast byte 75: 56 blocksLast byte 76: 54 blocksLast byte 77: 59 blocksLast byte 78: 66 blocksLast byte 79: 63 blocksLast byte 80: 67 blocksLast byte 81: 61 blocksLast byte 82: 65 blocksLast byte 83: 74 blocksLast byte 84: 45 blocksLast byte 85: 63 blocksLast byte 86: 63 blocksLast byte 87: 55 blocksLast byte 88: 64 blocksLast byte 89: 72 blocksLast byte 90: 69 blocksLast byte 91: 50 blocksLast byte 92: 70 blocksLast byte 93: 70 blocksLast byte 94: 67 blocksLast byte 95: 79 blocksLast byte 96: 57 blocksLast byte 97: 66 blocksLast byte 98: 58 blocksLast byte 99: 63 blocksLast byte 100: 48 blocksLast byte 101: 65 blocksLast byte 102: 78 blocksLast byte 103: 55 blocksLast byte 104: 59 blocksLast byte 105: 59 blocksLast byte 106: 46 blocksLast byte 107: 72 blocksLast byte 108: 56 blocksLast byte 109: 63 blocksLast byte 110: 75 blocksLast byte 111: 70 blocksLast byte 112: 60 blocksLast byte 113: 71 blocksLast byte 114: 68 blocksLast byte 115: 53 blocksLast byte 116: 55 blocksLast byte 117: 79 blocksLast byte 118: 68 blocksLast byte 119: 53 blocksLast byte 120: 63 blocksLast byte 121: 57 blocksLast byte 122: 48 blocksLast byte 123: 58 blocksLast byte 124: 68 blocksLast byte 125: 60 blocksLast byte 126: 53 blocksLast byte 127: 58 blocksLast byte 128: 57 blocksLast byte 129: 48 blocksLast byte 130: 54 blocksLast byte 131: 56 blocksLast byte 132: 61 blocksLast byte 133: 48 blocksLast byte 134: 65 blocksLast byte 135: 55 blocksLast byte 136: 68 blocksLast byte 137: 69 blocksLast byte 138: 54 blocksLast byte 139: 57 blocksLast byte 140: 62 blocksLast byte 141: 51 blocksLast byte 142: 58 blocksLast byte 143: 58 blocksLast byte 144: 68 blocksLast byte 145: 71 blocksLast byte 146: 69 blocksLast byte 147: 61 blocksLast byte 148: 64 blocksLast byte 149: 61 blocksLast byte 150: 69 blocksLast byte 151: 52 blocksLast byte 152: 54 blocksLast byte 153: 65 blocksLast byte 154: 61 blocksLast byte 155: 65 blocksLast byte 156: 59 blocksLast byte 157: 64 blocksLast byte 158: 58 blocksLast byte 159: 59 blocksLast byte 160: 66 blocksLast byte 161: 60 blocksLast byte 162: 72 blocksLast byte 163: 74 blocksLast byte 164: 65 blocksLast byte 165: 62 blocksLast byte 166: 54 blocksLast byte 167: 51 blocksLast byte 168: 70 blocksLast byte 169: 61 blocksLast byte 170: 76 blocksLast byte 171: 55 blocksLast byte 172: 62 blocksLast byte 173: 60 blocksLast byte 174: 66 blocksLast byte 175: 66 blocksLast byte 176: 63 blocksLast byte 177: 80 blocksLast byte 178: 74 blocksLast byte 179: 53 blocksLast byte 180: 53 blocksLast byte 181: 65 blocksLast byte 182: 62 blocksLast byte 183: 58 blocksLast byte 184: 63 blocksLast byte 185: 66 blocksLast byte 186: 62 blocksLast byte 187: 68 blocksLast byte 188: 69 blocksLast byte 189: 57 blocksLast byte 190: 61 blocksLast byte 191: 58 blocksLast byte 192: 59 blocksLast byte 193: 54 blocksLast byte 194: 67 blocksLast byte 195: 52 blocksLast byte 196: 58 blocksLast byte 197: 58 blocksLast byte 198: 53 blocksLast byte 199: 61 blocksLast byte 200: 58 blocksLast byte 201: 61 blocksLast byte 202: 65 blocksLast byte 203: 57 blocksLast byte 204: 62 blocksLast byte 205: 60 blocksLast byte 206: 55 blocksLast byte 207: 74 blocksLast byte 208: 61 blocksLast byte 209: 70 blocksLast byte 210: 69 blocksLast byte 211: 71 blocksLast byte 212: 69 blocksLast byte 213: 61 blocksLast byte 214: 55 blocksLast byte 215: 47 blocksLast byte 216: 74 blocksLast byte 217: 62 blocksLast byte 218: 73 blocksLast byte 219: 65 blocksLast byte 220: 50 blocksLast byte 221: 55 blocksLast byte 222: 63 blocksLast byte 223: 68 blocksLast byte 224: 64 blocksLast byte 225: 58 blocksLast byte 226: 61 blocksLast byte 227: 56 blocksLast byte 228: 53 blocksLast byte 229: 53 blocksLast byte 230: 57 blocksLast byte 231: 71 blocksLast byte 232: 72 blocksLast byte 233: 56 blocksLast byte 234: 74 blocksLast byte 235: 67 blocksLast byte 236: 65 blocksLast byte 237: 59 blocksLast byte 238: 50 blocksLast byte 239: 56 blocksLast byte 240: 62 blocksLast byte 241: 54 blocksLast byte 242: 58 blocksLast byte 243: 70 blocksLast byte 244: 61 blocksLast byte 245: 66 blocksLast byte 246: 77 blocksLast byte 247: 65 blocksLast byte 248: 55 blocksLast byte 249: 70 blocksLast byte 250: 67 blocksLast byte 251: 60 blocksLast byte 252: 63 blocksLast byte 253: 63 blocksLast byte 254: 72 blocksLast byte 255: 62 blocks0101958128255Satoshi’s set: 0 to 9 and 19 to 58every other value: about 60 blocks each
The last byte of each winning number, blocks 0 to 36,288. Each bar is one value from 0 to 255; orange bars are Satoshi’s set. Hover a bar for its count.

A Minitor never claims who mined a block. A 2009–2010 block whose winning number ends in that set simply becomes a Satoshi byte robot.

Counting from zero

Small winning numbers are common in Bitcoin’s first two years.

In 2009 and 2010, 44% of winning numbers sit in the bottom sixteenth of the range. In 2012 to 2014 it is 6.2%, exactly what chance gives. That fits early miners that counted up from zero and started again often, so small numbers came up most. A 2009–2010 block with a small winning number, and no Satoshi byte, becomes a Low number robot.

Machines with empty slots

From mid-2016 to 2019, seven of the 64 values in the top part of the winning number turn up only a third as often, because the most common machine of those years could not make them.

The top six bits of the winning number work like a slot number, from 0 to 63. In 2011 to 2014, every slot is used about equally. In 2015 and early 2016, slots 50 and up are used less often. From mid-2016, slots 57 to 63 drop to about a third of the rest.

Slots used normallySlots that era’s machines used lessDashed line: what chance gives (1.6%)

How often each core slot is used, by era2011 to 2014: all 64 slots used evenly. 2015 to mid-2016: slots 50 and up used less. Mid-2016 to 2019: slots 57 to 63 used about a third as often.2011 to 20140%1%2%2011 to 2014, slot 0: 1.60% of blocks (3,787)2011 to 2014, slot 1: 1.60% of blocks (3,788)2011 to 2014, slot 2: 1.53% of blocks (3,606)2011 to 2014, slot 3: 1.58% of blocks (3,725)2011 to 2014, slot 4: 1.54% of blocks (3,645)2011 to 2014, slot 5: 1.60% of blocks (3,783)2011 to 2014, slot 6: 1.61% of blocks (3,811)2011 to 2014, slot 7: 1.57% of blocks (3,721)2011 to 2014, slot 8: 1.59% of blocks (3,769)2011 to 2014, slot 9: 1.59% of blocks (3,750)2011 to 2014, slot 10: 1.57% of blocks (3,705)2011 to 2014, slot 11: 1.53% of blocks (3,614)2011 to 2014, slot 12: 1.53% of blocks (3,618)2011 to 2014, slot 13: 1.58% of blocks (3,742)2011 to 2014, slot 14: 1.54% of blocks (3,638)2011 to 2014, slot 15: 1.57% of blocks (3,701)2011 to 2014, slot 16: 1.60% of blocks (3,778)2011 to 2014, slot 17: 1.56% of blocks (3,685)2011 to 2014, slot 18: 1.53% of blocks (3,617)2011 to 2014, slot 19: 1.56% of blocks (3,700)2011 to 2014, slot 20: 1.50% of blocks (3,544)2011 to 2014, slot 21: 1.55% of blocks (3,674)2011 to 2014, slot 22: 1.55% of blocks (3,663)2011 to 2014, slot 23: 1.61% of blocks (3,804)2011 to 2014, slot 24: 1.58% of blocks (3,744)2011 to 2014, slot 25: 1.60% of blocks (3,794)2011 to 2014, slot 26: 1.58% of blocks (3,736)2011 to 2014, slot 27: 1.58% of blocks (3,744)2011 to 2014, slot 28: 1.57% of blocks (3,701)2011 to 2014, slot 29: 1.57% of blocks (3,713)2011 to 2014, slot 30: 1.61% of blocks (3,806)2011 to 2014, slot 31: 1.52% of blocks (3,598)2011 to 2014, slot 32: 1.55% of blocks (3,670)2011 to 2014, slot 33: 1.55% of blocks (3,669)2011 to 2014, slot 34: 1.58% of blocks (3,744)2011 to 2014, slot 35: 1.54% of blocks (3,634)2011 to 2014, slot 36: 1.54% of blocks (3,650)2011 to 2014, slot 37: 1.57% of blocks (3,701)2011 to 2014, slot 38: 1.53% of blocks (3,607)2011 to 2014, slot 39: 1.57% of blocks (3,711)2011 to 2014, slot 40: 1.58% of blocks (3,726)2011 to 2014, slot 41: 1.52% of blocks (3,597)2011 to 2014, slot 42: 1.56% of blocks (3,700)2011 to 2014, slot 43: 1.61% of blocks (3,806)2011 to 2014, slot 44: 1.56% of blocks (3,679)2011 to 2014, slot 45: 1.57% of blocks (3,718)2011 to 2014, slot 46: 1.54% of blocks (3,639)2011 to 2014, slot 47: 1.55% of blocks (3,662)2011 to 2014, slot 48: 1.56% of blocks (3,693)2011 to 2014, slot 49: 1.51% of blocks (3,581)2011 to 2014, slot 50: 1.59% of blocks (3,758)2011 to 2014, slot 51: 1.55% of blocks (3,654)2011 to 2014, slot 52: 1.55% of blocks (3,660)2011 to 2014, slot 53: 1.56% of blocks (3,678)2011 to 2014, slot 54: 1.59% of blocks (3,765)2011 to 2014, slot 55: 1.51% of blocks (3,564)2011 to 2014, slot 56: 1.57% of blocks (3,722)2011 to 2014, slot 57: 1.53% of blocks (3,614)2011 to 2014, slot 58: 1.62% of blocks (3,820)2011 to 2014, slot 59: 1.56% of blocks (3,680)2011 to 2014, slot 60: 1.56% of blocks (3,682)2011 to 2014, slot 61: 1.55% of blocks (3,661)2011 to 2014, slot 62: 1.56% of blocks (3,697)2011 to 2014, slot 63: 1.52% of blocks (3,605)01632485763every slot used about evenly2015 to mid-20160%1%2%2015 to mid-2016, slot 0: 1.75% of blocks (1,451)2015 to mid-2016, slot 1: 1.71% of blocks (1,419)2015 to mid-2016, slot 2: 1.67% of blocks (1,391)2015 to mid-2016, slot 3: 1.69% of blocks (1,403)2015 to mid-2016, slot 4: 1.60% of blocks (1,334)2015 to mid-2016, slot 5: 1.63% of blocks (1,353)2015 to mid-2016, slot 6: 1.69% of blocks (1,402)2015 to mid-2016, slot 7: 1.75% of blocks (1,457)2015 to mid-2016, slot 8: 1.65% of blocks (1,368)2015 to mid-2016, slot 9: 1.64% of blocks (1,367)2015 to mid-2016, slot 10: 1.68% of blocks (1,400)2015 to mid-2016, slot 11: 1.63% of blocks (1,353)2015 to mid-2016, slot 12: 1.64% of blocks (1,363)2015 to mid-2016, slot 13: 1.59% of blocks (1,326)2015 to mid-2016, slot 14: 1.68% of blocks (1,398)2015 to mid-2016, slot 15: 1.58% of blocks (1,317)2015 to mid-2016, slot 16: 1.74% of blocks (1,446)2015 to mid-2016, slot 17: 1.68% of blocks (1,397)2015 to mid-2016, slot 18: 1.72% of blocks (1,429)2015 to mid-2016, slot 19: 1.66% of blocks (1,376)2015 to mid-2016, slot 20: 1.62% of blocks (1,344)2015 to mid-2016, slot 21: 1.72% of blocks (1,426)2015 to mid-2016, slot 22: 1.63% of blocks (1,354)2015 to mid-2016, slot 23: 1.71% of blocks (1,421)2015 to mid-2016, slot 24: 1.67% of blocks (1,389)2015 to mid-2016, slot 25: 1.66% of blocks (1,379)2015 to mid-2016, slot 26: 1.62% of blocks (1,350)2015 to mid-2016, slot 27: 1.71% of blocks (1,422)2015 to mid-2016, slot 28: 1.70% of blocks (1,417)2015 to mid-2016, slot 29: 1.68% of blocks (1,399)2015 to mid-2016, slot 30: 1.70% of blocks (1,416)2015 to mid-2016, slot 31: 1.76% of blocks (1,462)2015 to mid-2016, slot 32: 1.73% of blocks (1,436)2015 to mid-2016, slot 33: 1.61% of blocks (1,335)2015 to mid-2016, slot 34: 1.66% of blocks (1,380)2015 to mid-2016, slot 35: 1.66% of blocks (1,376)2015 to mid-2016, slot 36: 1.66% of blocks (1,382)2015 to mid-2016, slot 37: 1.66% of blocks (1,384)2015 to mid-2016, slot 38: 1.64% of blocks (1,364)2015 to mid-2016, slot 39: 1.66% of blocks (1,379)2015 to mid-2016, slot 40: 1.69% of blocks (1,401)2015 to mid-2016, slot 41: 1.70% of blocks (1,413)2015 to mid-2016, slot 42: 1.73% of blocks (1,438)2015 to mid-2016, slot 43: 1.74% of blocks (1,446)2015 to mid-2016, slot 44: 1.62% of blocks (1,348)2015 to mid-2016, slot 45: 1.66% of blocks (1,384)2015 to mid-2016, slot 46: 1.64% of blocks (1,366)2015 to mid-2016, slot 47: 1.76% of blocks (1,465)2015 to mid-2016, slot 48: 1.65% of blocks (1,375)2015 to mid-2016, slot 49: 1.68% of blocks (1,395)2015 to mid-2016, slot 50: 1.36% of blocks (1,127)2015 to mid-2016, slot 51: 1.34% of blocks (1,113)2015 to mid-2016, slot 52: 1.34% of blocks (1,117)2015 to mid-2016, slot 53: 1.28% of blocks (1,063)2015 to mid-2016, slot 54: 1.36% of blocks (1,133)2015 to mid-2016, slot 55: 1.06% of blocks (883)2015 to mid-2016, slot 56: 1.15% of blocks (952)2015 to mid-2016, slot 57: 1.10% of blocks (912)2015 to mid-2016, slot 58: 1.10% of blocks (916)2015 to mid-2016, slot 59: 1.05% of blocks (876)2015 to mid-2016, slot 60: 1.15% of blocks (952)2015 to mid-2016, slot 61: 1.15% of blocks (952)2015 to mid-2016, slot 62: 1.06% of blocks (882)2015 to mid-2016, slot 63: 0.80% of blocks (665)01632485763slots 50 and up used lessMid-2016 to 20190%1%2%Mid-2016 to 2019, slot 0: 1.71% of blocks (3,269)Mid-2016 to 2019, slot 1: 1.73% of blocks (3,301)Mid-2016 to 2019, slot 2: 1.77% of blocks (3,380)Mid-2016 to 2019, slot 3: 1.80% of blocks (3,426)Mid-2016 to 2019, slot 4: 1.75% of blocks (3,331)Mid-2016 to 2019, slot 5: 1.77% of blocks (3,366)Mid-2016 to 2019, slot 6: 1.75% of blocks (3,345)Mid-2016 to 2019, slot 7: 1.72% of blocks (3,278)Mid-2016 to 2019, slot 8: 1.71% of blocks (3,262)Mid-2016 to 2019, slot 9: 1.74% of blocks (3,317)Mid-2016 to 2019, slot 10: 1.69% of blocks (3,227)Mid-2016 to 2019, slot 11: 1.70% of blocks (3,238)Mid-2016 to 2019, slot 12: 1.73% of blocks (3,290)Mid-2016 to 2019, slot 13: 1.73% of blocks (3,295)Mid-2016 to 2019, slot 14: 1.71% of blocks (3,270)Mid-2016 to 2019, slot 15: 1.72% of blocks (3,285)Mid-2016 to 2019, slot 16: 1.75% of blocks (3,345)Mid-2016 to 2019, slot 17: 1.73% of blocks (3,307)Mid-2016 to 2019, slot 18: 1.71% of blocks (3,255)Mid-2016 to 2019, slot 19: 1.71% of blocks (3,255)Mid-2016 to 2019, slot 20: 1.75% of blocks (3,331)Mid-2016 to 2019, slot 21: 1.73% of blocks (3,295)Mid-2016 to 2019, slot 22: 1.71% of blocks (3,264)Mid-2016 to 2019, slot 23: 1.69% of blocks (3,220)Mid-2016 to 2019, slot 24: 1.70% of blocks (3,248)Mid-2016 to 2019, slot 25: 1.67% of blocks (3,176)Mid-2016 to 2019, slot 26: 1.73% of blocks (3,292)Mid-2016 to 2019, slot 27: 1.76% of blocks (3,354)Mid-2016 to 2019, slot 28: 1.71% of blocks (3,253)Mid-2016 to 2019, slot 29: 1.67% of blocks (3,177)Mid-2016 to 2019, slot 30: 1.70% of blocks (3,241)Mid-2016 to 2019, slot 31: 1.71% of blocks (3,257)Mid-2016 to 2019, slot 32: 1.71% of blocks (3,263)Mid-2016 to 2019, slot 33: 1.77% of blocks (3,372)Mid-2016 to 2019, slot 34: 1.77% of blocks (3,379)Mid-2016 to 2019, slot 35: 1.74% of blocks (3,310)Mid-2016 to 2019, slot 36: 1.74% of blocks (3,309)Mid-2016 to 2019, slot 37: 1.73% of blocks (3,300)Mid-2016 to 2019, slot 38: 1.70% of blocks (3,246)Mid-2016 to 2019, slot 39: 1.66% of blocks (3,173)Mid-2016 to 2019, slot 40: 1.74% of blocks (3,324)Mid-2016 to 2019, slot 41: 1.75% of blocks (3,338)Mid-2016 to 2019, slot 42: 1.73% of blocks (3,292)Mid-2016 to 2019, slot 43: 1.73% of blocks (3,303)Mid-2016 to 2019, slot 44: 1.69% of blocks (3,231)Mid-2016 to 2019, slot 45: 1.71% of blocks (3,266)Mid-2016 to 2019, slot 46: 1.69% of blocks (3,223)Mid-2016 to 2019, slot 47: 1.65% of blocks (3,148)Mid-2016 to 2019, slot 48: 1.69% of blocks (3,219)Mid-2016 to 2019, slot 49: 1.68% of blocks (3,213)Mid-2016 to 2019, slot 50: 1.52% of blocks (2,904)Mid-2016 to 2019, slot 51: 1.41% of blocks (2,694)Mid-2016 to 2019, slot 52: 1.39% of blocks (2,654)Mid-2016 to 2019, slot 53: 1.43% of blocks (2,723)Mid-2016 to 2019, slot 54: 1.41% of blocks (2,690)Mid-2016 to 2019, slot 55: 1.44% of blocks (2,750)Mid-2016 to 2019, slot 56: 1.41% of blocks (2,681)Mid-2016 to 2019, slot 57: 0.58% of blocks (1,113)Mid-2016 to 2019, slot 58: 0.58% of blocks (1,100)Mid-2016 to 2019, slot 59: 0.55% of blocks (1,045)Mid-2016 to 2019, slot 60: 0.56% of blocks (1,075)Mid-2016 to 2019, slot 61: 0.56% of blocks (1,072)Mid-2016 to 2019, slot 62: 0.58% of blocks (1,110)Mid-2016 to 2019, slot 63: 0.54% of blocks (1,021)01632485763slots 57 to 63: about a third as often
How often each slot appears, as a share of each era’s blocks. Hover a bar for its exact figure.

The S9’s missing slots

The Antminer S9 mined a large share of blocks from 2016 to 2019. Each of its chips has 114 working cores but numbers them in a space built for 128, so a few slot numbers never come out of an S9. Bitmain’s own S9 code shows this numbering, and Coin Metrics published a study of these machine fingerprints in 2023. The 7,536 blocks from those years that do land in slots 57 to 63 were found by other machines.

A block from mid-2016 to 2019 that an S9 could have made becomes an S9 fit robot. One it could not have made becomes a Gap jumper.

The 2015–16 pattern

The 2015–16 pattern is clear in the blocks, but we found no maker’s code that explains it. So those robots only say what the data shows: an S7 era robot fits the slot pattern of 2015–16 blocks, and a Gap jumper from those years sits in a slot they rarely used.

Scribbles in the version

From 2020, Minitors read a different mark: scribbles in the block’s version field.

BIP 320 sets aside 16 spare bits of the version field that miners can use as extra search space. A block that uses them has scribbles in its version. Almost no blocks did before 2018; in 2019 it was 44%, and in 2025 96%.

Share of blocks with scribble bits in the version field, 2015 to 2025Almost none until 2018, 5% in 2018, 44% in 2019, then rising every year to 96% in 2025.0%25%50%75%100%2015: 0.0% of blocks20152016: 0.1% of blocks20162017: 0.0% of blocks20172018: 5.3% of blocks20185%2019: 44.1% of blocks201944%2020: 68.4% of blocks20202021: 73.2% of blocks20212022: 84.3% of blocks202284%2023: 92.2% of blocks20232024: 94.7% of blocks20242025: 95.9% of blocks202596%
Share of each year’s blocks whose version field has scribble bits.
See the numbers
YearBlocks with scribble bits
20150.0%
20160.1%
20170.0%
20185.3%
201944.1%
202068.4%
202173.2%
202284.3%
202392.2%
202494.7%
202595.9%

From 2020 on, a block with scribble bits becomes a Scribbler and a block without them becomes Plain, so Plain robots get rarer every year.

The eight robots

Each block becomes one of eight robots, sorted by fixed rules from its year and its marks.

Satoshi byte Minitor: a cream robot with a gold B coin on its arm

Satoshi byte

2009–2010

The winning number ends in Satoshi’s set.

43,818 blocks
Low number Minitor: a grey robot with a number counter on its head

Low number

2009–2010

The winning number is in the bottom sixteenth of the range.

34,058 blocks
Static Minitor: a grey robot whose visor is full of static

Static

2009–2014

Matches no fingerprint that can be proven.

258,985 blocks
S7 era Minitor: a wide blue robot with two fans

S7 era

2015 to mid-2016

Fits the slot pattern of 2015–16 blocks.

64,143 blocks
S9 fit Minitor: a silver robot with a big fan in its head

S9 fit

Mid-2016 to 2019

A winning number an S9 can make.

183,155 blocks
Gap jumper Minitor: a purple robot on springs beside a floating cube

Gap jumper

2015 to 2019

In a slot those years’ machines rarely used. From mid-2016, a number an S9 cannot make.

26,532 blocks
Scribbler Minitor: a green robot holding a pencil

Scribbler

2020 on

The version field has scribble bits set.

266,955 blocks
Plain Minitor: a pale green rounded robot

Plain

2020 on

The version field has no scribble bits. Rarer every year.

48,394 blocks

Block counts cover blocks 0 to 926,039, mined up to 1 Dec 2025. Gap jumpers: 18,996 from 2015 to mid-2016 and 7,536 from mid-2016 to 2019.

Luck and grades

Every block’s hash must fall under a target. Most land just under it; a few land far under. That distance is the block’s luck, and luck sets its grade.

Luck counts how many times smaller than the target the hash is, in doublings: level 3 means at least 8 times under, level 10 at least 1,024 times. Each level is half as common as the one before. Across every block, 905 reached level 10 or more; chance predicts 904.

GradeLuck levelHow rareBlocks so far
Iron0 to 2Most blocks810,501
Copper3 to 51 in 8101,067
Silver6 to 81 in 6412,706
Gold9 to 111 in 5121,535
Platinum12 to 141 in 4,096211
Diamond15 and up1 in 32,76820
The same S9 fit robot at Iron grade
Iron
The same S9 fit robot at Copper grade
Copper
The same S9 fit robot at Silver grade
Silver
The same S9 fit robot at Gold grade
Gold
The same S9 fit robot at Platinum grade
Platinum
The same S9 fit robot at Diamond grade
Diamond
One S9 fit robot drawn at each grade, to show what changes. Real blocks set their own grade.

What changes as the grade goes up

  • Copper: metal knee bands, wrist cuffs and eye rings.
  • Silver: eyes that glance around, a glass shimmer, scanning visors, re-rolling counters.
  • Gold: a glow and twinkling stars, glowing eyes, faster fans, a flipping coin, a gold pen that drips ink.
  • Platinum: a light sweep over the body, scanning rings, a glowing stylus, glowing springs.
  • Diamond: sparkles orbiting the robot, gold plating, crystal parts and a double hop.

Only 20 blocks have reached Diamond so far. The luckiest, blocks 368,527 and 756,951, reached level 20: a hash over a million times under its target.

Minitor No. 368,527, a Diamond grade S7 era robot with gold plating and crystal fans
Minitor No. 368,527, a real Diamond.

Halving colours

The background colour shows the halving era the block was mined in, and every future era gets a colour of its own.

Era 12009 to 2012, 50 BTC reward
Era 22012 to 2016, 25 BTC
Era 32016 to 2020, 12.5 BTC
Era 42020 to 2024, 6.25 BTC
Era 5From 2024, 3.125 BTC

The code works out each later era’s colour from its number, so a block mined in 2040 already has its look.

The chest screen

All the facts live on the robot’s chest screen. Tap it to flick through eight pages.

Chest screen page 1: Minitor
1. MinitorIts group, what the block shows, its grade and era.
Chest screen page 2: Markers
2. MarkersWhich of the marks this block has.
Chest screen page 3: Winning number
3. Winning numberThe winning number, its last byte and its slots.
Chest screen page 4: Block
4. BlockHeight, time, version, reward, and the sats the Minitor holds now.
Chest screen page 5: Why this group
5. Why this groupThe exact rule the block met.
Chest screen page 6: Luck
6. LuckThe hash replayed, the luck level and grade.
Chest screen page 7: Upgrade votes
7. Upgrade votesWhich network upgrades the block voted for.
Chest screen page 8: Slot map
8. Slot mapIts own animation. For this block: a map of the slots.

These are the pages of Minitor No. 388,067, a block that voted for the BIP65 upgrade in 2015.

How to mint

Bitmap holders mint Minitors on the Ordinal Portal: one per bitmap, as a child of the bitmap.

  1. Open the mint page on the Ordinal Portal.
  2. Connect the UniSat wallet that holds your bitmap.
  3. Pick your bitmap. The page checks it is the real first-is-first bitmap, that it has no Minitor yet, and that it is settled in your wallet.
  4. Check the preview. That is your Minitor, drawn by the inscribed code from your block.
  5. Pick a speed and approve one popup in UniSat.
  6. Your Minitor lands in your wallet once the next block or two is mined, usually 10 to 20 minutes.

What it costs

There is no mint price. You pay the Bitcoin network fee, about 800 sats at 2 sat/vB (it rises and falls with traffic), and 330 sats that stay inside your Minitor. The page shows the exact total before you approve.

The rules

  • Real bitmaps only. The page checks the bitmap against Bitoshi Blockamoto’s bitmap rules and bop’s LiveOCI, right up to the current block.
  • One Minitor per bitmap. The first one minted is the real one.
  • Your bitmap is the parent. It is used in the mint and comes straight back to your wallet, whole, in the same transaction.
  • It never touches a parcel. A Minitor is a child of your bitmap but not a parcel, so it never uses up or blocks one.
Mint a MinitorYour wallet signs everything. The page never sees your keys.

Fixed forever

The robot code is inscribed once and every Minitor uses it. There is nothing to update and nothing stored anywhere but Bitcoin.

Each Minitor reads its block number from its parent bitmap and its data from the block itself. It shows only facts: it never says who mined a block. The one hard “no” it makes, that an S9 cannot make a winning number, comes from Bitmain’s own S9 code. New blocks keep coming, and each future block’s Minitor is sorted by the same fixed rules.

Credits and sources

Figures were measured from blocks 0 to 926,039, mined up to 1 Dec 2025.