Automatism - Ranking

By Yazid

Background image: #120

Ranking

Shown below are the absolute statistical rankings of all the mints. The "Rarest" piece is often not visually rare looking or even that obvious as to why it's rare.

The absolute rarity takes into account all the traits, which can often include things like "starting angle" or "number of dots in the background." Traits where all the values are very spread out across all of the pieces.

Consider a drop with 100 pieces and 50 palettes. Because of the wide range of palettes, there will be a whole bunch of mints that are 1-of, 2-of and 3-of. But one palette isn't particularly rarer than another. But another feature of which only 4 are true, and the remaining 96 are false, is mathematically less rare than any of the palettes but is probably more desirable to a collector. But people have been asking for this, and who am I not to give the people what they want.

By rank

Rank id Rarity Links
1 410 0.000033181980371986614822%
2 63 0.000080073913711668206821%
3 4 0.000107798473277626155587%
4 314 0.000123991527757686184879%
5 109 0.000144480695605619030098%
6 359 0.000178887090957940395096%
7 28 0.000188960394953591973456%
8 76 0.000247297990763434944687%
9 303 0.000280669537258793218813%
10 160 0.000332550154922258323249%
11 338 0.000358490890886588233367%
12 206 0.000369173335560761344508%
13 420 0.000404741185418760552120%
14 143 0.000428734274405567013407%
15 372 0.000433172388276358716081%
16 257 0.000441634646163596472808%
17 367 0.000455672595643604708311%
18 311 0.000478736279687606196623%
19 323 0.000587206650563973516464%
20 272 0.000589327297258681486770%
21 282 0.000599387928973775020204%
22 118 0.000608388081496597519018%
23 336 0.000612758650977930988124%
24 75 0.000614559190283008841167%
25 381 0.000628073129744961019920%
26 15 0.000681841972155964324079%
27 297 0.000689402494576779687613%
28 382 0.000699388212142924869420%
29 146 0.000708762500797809188655%
30 145 0.000711995389188785137921%
31 68 0.000712010726046884731381%
32 220 0.000762105648125296496372%
33 170 0.000802934978738083465592%
34 79 0.000867491470925148343112%
35 186 0.000897486006028935670922%
36 53 0.000997294674060445395999%
37 324 0.001003364306300507172165%
38 262 0.001046159933147203235926%
39 97 0.001054789786408052380123%
40 95 0.001057303511618819030424%
41 126 0.001077100245049676403158%
42 322 0.001082014528633882827907%
43 237 0.001105838376857033473338%
44 19 0.001129607156986072499100%
45 197 0.001181128482694076805085%
46 318 0.001231900838412423003498%
47 159 0.001274887882093350341406%
48 65 0.001310074313338090981271%
49 343 0.001374682091547059547068%
50 260 0.001376272862196127426404%
51 64 0.001405812614475136345521%
52 335 0.001420808291532425987960%
53 158 0.001539403477427641426731%
54 111 0.001544995475950010702104%
55 140 0.001556124651908863355462%
56 329 0.001629315242151890006164%
57 229 0.001646397933809740435351%
58 178 0.001696228161042732029626%
59 164 0.001729809777387843455071%
60 253 0.001762245871791750075411%
61 32 0.001770829105336775566304%
62 144 0.001814655106347105471484%
63 112 0.001829301319112139464704%
64 417 0.001950017419288047277118%
65 22 0.001950981469287339743410%
66 122 0.001971178383677797078116%
67 280 0.002047429586456866491828%
68 298 0.002086061018406660041991%
69 72 0.002110468998328415054372%
70 285 0.002118573338817419764168%
71 10 0.002144074387704806780586%
72 418 0.002194530466500178422090%
73 119 0.002204211751555339420666%
74 333 0.002228631467655913574871%
75 66 0.002295582461146051904410%
76 219 0.002348649910650212318391%
77 3 0.002348649910650212318391%
78 108 0.002349350610830191598416%
79 58 0.002383420927551659854876%
80 6 0.002445404581212019898967%
81 267 0.002451025565544688242237%
82 405 0.002463450537868706012590%
83 190 0.002498286474491181324842%
84 147 0.002536254607097405706223%
85 292 0.002551760611602153176053%
86 217 0.002708359922766202017991%
87 40 0.002869713577595830403949%
88 296 0.002968883045985002983730%
89 91 0.002972430058956393884168%
90 38 0.002983937089020468388240%
91 34 0.003072531133909960684297%
92 326 0.003108533401320576726456%
93 230 0.003108539841573885239429%
94 181 0.003160572052590803621142%
95 334 0.003218648756462754150637%
96 128 0.003237776046950449973516%
97 46 0.003290232650034655582233%
98 199 0.003299690582725832085909%
99 129 0.003307793300315763854874%
100 48 0.003324722712574483800968%
101 394 0.003358410292044763847258%
102 139 0.003525097945846072944320%
103 344 0.003526351057724162307155%
104 5 0.003584507179006900245977%
105 315 0.003621756799323302272731%
106 137 0.003790698757208514103889%
107 310 0.003881031302247152717233%
108 13 0.003928268677236938788422%
109 187 0.003981979623593134669235%
110 339 0.003991656874591967101018%
111 380 0.004080967130622085645153%
112 302 0.004082600460956559845771%
113 305 0.004147324355214466323760%
114 370 0.004155531821378099718856%
115 80 0.004175505505201634361134%
116 152 0.004198855806709670020205%
117 308 0.004329855629124356418413%
118 124 0.004448110155994133320390%
119 104 0.004484786954297936834024%
120 254 0.004582120827814380702170%
121 269 0.004602162719051093760225%
122 411 0.004720151326483113668475%
123 39 0.004833068764198126046616%
124 409 0.004855274488349882802685%
125 284 0.004911745020794276370135%
126 390 0.004946496747194975909800%
127 215 0.004946496747194975909800%
128 231 0.004977828246818830244813%
129 375 0.004981049972996667157821%
130 173 0.005012969830315273933596%
131 51 0.005070938610544115793255%
132 349 0.005273703110640182156743%
133 406 0.005276640025099431190181%
134 27 0.005278778874671350568315%
135 211 0.005292916084900426039461%
136 222 0.005440321449631375233524%
137 287 0.005462066506949447494690%
138 271 0.005480846369741257731456%
139 33 0.005571269619215230527176%
140 224 0.005594431089071409506086%
141 377 0.005687109485981126089094%
142 43 0.005795031683743677095033%
143 299 0.005799027992292597050161%
144 149 0.005802257459102322031952%
145 361 0.006036612711754243444651%
146 115 0.006226870057641243141888%
147 9 0.006577692518170239789621%
148 30 0.006602951292329657141666%
149 93 0.006708538586964037271632%
150 251 0.006774643549192923240587%
151 56 0.006811932004294101242192%
152 157 0.006854387529834711674515%
153 225 0.006869860281364961913930%
154 304 0.006945086987511716984656%
155 31 0.007102792158209503790844%
156 277 0.007229771715651153209115%
157 179 0.007291265178035312086169%
158 193 0.007350560283674356480688%
159 123 0.007493872965537952055004%
160 258 0.007566269727535167993748%
161 99 0.007613238133174041709361%
162 386 0.007698388102972730621942%
163 234 0.007920403622028508033859%
164 250 0.007939020985016871645445%
165 86 0.008098683157322083062124%
166 288 0.008162843836677893122333%
167 413 0.008176543234361741477323%
168 213 0.008202060576658252999405%
169 209 0.008417907809273417890639%
170 102 0.008502024762935052326629%
171 421 0.008528269527594587590125%
172 192 0.008614681773755211713350%
173 281 0.008690221521442434080007%
174 55 0.008718153553862423993381%
175 142 0.008757082388868409061899%
176 195 0.008777582194443333749034%
177 402 0.008800910391108704780572%
178 21 0.009006637285242622553705%
179 14 0.009011750551955719640285%
180 127 0.009076975809466342193232%
181 416 0.009372610534653743122324%
182 246 0.009439830566582414414500%
183 387 0.009457023459160444206484%
184 407 0.009651447349781671139479%
185 125 0.009682703089135083832084%
186 236 0.009808629707677402054244%
187 265 0.010033368578237913254503%
188 393 0.010066821040813031876149%
189 301 0.010098452364473669076728%
190 168 0.010220776867331035978048%
191 235 0.010248812603602174692297%
192 424 0.010478646669697565946278%
193 320 0.010586058432962569195168%
194 82 0.010763427245101112039727%
195 241 0.010769421375685261921262%
196 369 0.011027667704591999006669%
197 425 0.011369021124298628669380%
198 263 0.011499046397691040435896%
199 371 0.011826868234889893055639%
200 136 0.011886610831047795394655%
201 291 0.011925038427335705668031%
202 106 0.012052153464581825612068%
203 96 0.012108765609408735780539%
204 105 0.012210995981460593881596%
205 23 0.012377028524720742538867%
206 166 0.012557858382625398246946%
207 153 0.012707788295829051603003%
208 353 0.012727966389759723039865%
209 360 0.012762879382539338291025%
210 355 0.012764164025294908247354%
211 226 0.012779793613897310819438%
212 289 0.013118851307863702362888%
213 242 0.013204537943296778060298%
214 132 0.013459149104514907258068%
215 182 0.013459149104514907258068%
216 249 0.013521177373569708696222%
217 341 0.013854714012806940148792%
218 60 0.014104611772585970430605%
219 49 0.014173422279390415073896%
220 189 0.014173422279390415073896%
221 347 0.014224254739990062693100%
222 232 0.014228576228645798198991%
223 350 0.014306030478660278909553%
224 395 0.014405066538173831244829%
225 172 0.014417682693164110552253%
226 174 0.014513295160579879963803%
227 374 0.014522828482753434228836%
228 337 0.014684943931754750393037%
229 78 0.014730570498402009022021%
230 69 0.014871436535852386798262%
231 169 0.015422980791292617563926%
232 62 0.015706215111511323545557%
233 328 0.015813380986893135066174%
234 50 0.016284303171825650902171%
235 70 0.016284303171825650902171%
236 358 0.016340375345622236424870%
237 306 0.016467095925035167558459%
238 134 0.016499895610037430826456%
239 177 0.016512982445108077833584%
240 223 0.016583196630316522635074%
241 331 0.016802907455306711342891%
242 1 0.017084953270889206844441%
243 24 0.017696288769694940717914%
244 216 0.017805251551823376293671%
245 201 0.018024054162546553764512%
246 278 0.018193013871007270715330%
247 11 0.018558928761157784947944%
248 84 0.018823001501902268672861%
249 398 0.018938682690653043522166%
250 131 0.019259149947975364586261%
251 200 0.019373828198606595635267%
252 150 0.019630506715882369700443%
253 401 0.019864859328097530383195%
254 290 0.020334318942511649119798%
255 248 0.020452445856414876168561%
256 348 0.020452445856414876168561%
257 90 0.020452445856414876168561%
258 36 0.020454663017522207307808%
259 221 0.020466473801114378611166%
260 399 0.020602709798768423232751%
261 138 0.020729541296929238775038%
262 180 0.020919541722465899435957%
263 325 0.020945157487840343479846%
264 243 0.020954298089220092793372%
265 204 0.021077125113927595162489%
266 351 0.021092350090902923370750%
267 313 0.021214151498619559371717%
268 205 0.021214151498619559371717%
269 408 0.021574322761791674823995%
270 81 0.021718704753551868608108%
271 141 0.021826543656774360924189%
272 275 0.022119920844072465948571%
273 92 0.022720274940622123965861%
274 283 0.023014254495131163114063%
275 244 0.023143134732174736739596%
276 247 0.023143134732174736739596%
277 317 0.023986449285306740003554%
278 85 0.024103469147914304698821%
279 89 0.024147081236928533143349%
280 171 0.024236147317759700048345%
281 61 0.024464679024097251563985%
282 321 0.024634992998058088953250%
283 121 0.024834469345646540544559%
284 135 0.025103367553876900636345%
285 151 0.025266908566934125762726%
286 17 0.025266908566934125762726%
287 366 0.025425180212143582564321%
288 332 0.025671712582662407214906%
289 77 0.025705952380901262582791%
290 384 0.025705952380901262582791%
291 100 0.025761518588734644980009%
292 252 0.025767874073975436527428%
293 319 0.025916987800610528230871%
294 279 0.026375790961868390144263%
295 346 0.026417996533462880653920%
296 340 0.026720189357158318638197%
297 415 0.026799224312283678045565%
298 154 0.027051489307479591878147%
299 207 0.027313804059521402251010%
300 117 0.027626186700154872072366%
301 59 0.028131294250002325529891%
302 29 0.028276943762279398153492%
303 175 0.028276943762279398153492%
304 385 0.028587880852848749496653%
305 7 0.028614290059032418400697%
306 378 0.028847004751466970989826%
307 42 0.029103974781813837097166%
308 259 0.029103974781813837097166%
309 227 0.029300449055345949289642%
310 188 0.029625930989378840979542%
311 165 0.029685230477212033728396%
312 114 0.030064533499902696550565%
313 54 0.030064533499902696550565%
314 376 0.030220336922281702818349%
315 356 0.030779646288800283082665%
316 26 0.030779646288800283082665%
317 74 0.030785468741992196711754%
318 35 0.031824821342603212825928%
319 41 0.031824821342603212825928%
320 383 0.031887801983122611437782%
321 167 0.032014321650149488163173%
322 71 0.032076377473975903331649%
323 228 0.032180075500391390475041%
324 8 0.032587967568675837992664%
325 120 0.032587967568675837992664%
326 342 0.033565023918368082356256%
327 261 0.033565023918368082356256%
328 155 0.033797383811023970490162%
329 198 0.034131641369447393574710%
330 327 0.034543883746452778982228%
331 212 0.035600580207611053074057%
332 240 0.037137635481886747956803%
333 268 0.037573821327073465836666%
334 148 0.037573821327073465836666%
335 218 0.037878066944023972006939%
336 88 0.037993250429494355990823%
337 239 0.037993250429494355990823%
338 396 0.038020988555786928986269%
339 266 0.038535918576814744140879%
340 352 0.038615963672392110417331%
341 113 0.038867535251607930602002%
342 110 0.038867535251607930602002%
343 94 0.038867535251607930602002%
344 403 0.039122652796419028764507%
345 391 0.039312055658591638085397%
346 233 0.039642456583636583034025%
347 185 0.039867537981040444827752%
348 379 0.039944816298550345212703%
349 400 0.040326777539170133302093%
350 203 0.040543421505991966702354%
351 162 0.040593066511917672012366%
352 256 0.040823545269361306842004%
353 345 0.041122325922303977485672%
354 245 0.041461665228406045791143%
355 18 0.041461665228406045791143%
356 388 0.041501570703671435136339%
357 357 0.042285311252148710670085%
358 67 0.042288307016698840901103%
359 208 0.042663023627390710135199%
360 183 0.043017609816134304290269%
361 264 0.043273757374742920223110%
362 202 0.043296653578935868911248%
363 419 0.043846369633453383118926%
364 309 0.044889296165864560339553%
365 423 0.045440925283039911020122%
366 270 0.045591750658372627580395%
367 293 0.045888767426091943424371%
368 196 0.046487286227781574043938%
369 422 0.046634832149479887863919%
370 316 0.046789411947144275705224%
371 176 0.046971217124225889127942%
372 276 0.047069415809873560441190%
373 184 0.047902341468186358797166%
374 294 0.048338387661789647409272%
375 364 0.048338387661789647409272%
376 101 0.050129360895037840262223%
377 330 0.050673871676291060150987%
378 238 0.051209765069894039313247%
379 16 0.051465963806098850852333%
380 414 0.058021852882091239089757%
381 45 0.059184987379302729515462%
382 107 0.059710669409571447141527%
383 156 0.060472879184083179471276%
384 210 0.060472879184083179471276%
385 47 0.060472879184083179471276%
386 161 0.060472879184083179471276%
387 103 0.060767901091220571929696%
388 312 0.061129742429519365320978%
389 368 0.061678556976245177412288%
390 389 0.062367062453661775700553%
391 44 0.062443430285237674914889%
392 25 0.065051181839211436042092%
393 133 0.067952670767133446783070%
394 307 0.068284183451749844162570%
395 397 0.068284183451749844162570%
396 20 0.071737346803668208816696%
397 37 0.072073671445914436195501%
398 412 0.073687128788118672062524%
399 365 0.073687128788118672062524%
400 214 0.074357889152660630593950%
401 163 0.074357889152660630593950%
402 362 0.074357889152660630593950%
403 116 0.074840228949590914542256%
404 363 0.075327790900535637752533%
405 98 0.077039786148275085642112%
406 52 0.082373704797624736073658%
407 404 0.084348992616751439221900%
408 73 0.084621680019547715345674%
409 0 0.089753575452991285477111%
410 191 0.089753575452991285477111%
411 300 0.091851622529349696844037%
412 274 0.091851622529349696844037%
413 194 0.095443735061474133107851%
414 392 0.099908177055336985783462%
415 286 0.105040072488780528159324%
416 273 0.105040072488780528159324%
417 373 0.105040072488780528159324%
418 57 0.105040072488780528159324%
419 83 0.110869359352607138591296%
420 255 0.110869359352607138591296%
421 2 0.110869359352607138591296%
422 295 0.164002275341110559381264%
423 87 0.167934982964086154666461%
424 12 0.202586104315834458766687%
425 130 0.202586104315834458766687%
426 354 0.202586104315834458766687%

By id

id Rank Rarity Links
0 409 0.089753575452991285477111%
1 242 0.017084953270889206844441%
2 421 0.110869359352607138591296%
3 77 0.002348649910650212318391%
4 3 0.000107798473277626155587%
5 104 0.003584507179006900245977%
6 80 0.002445404581212019898967%
7 305 0.028614290059032418400697%
8 324 0.032587967568675837992664%
9 147 0.006577692518170239789621%
10 71 0.002144074387704806780586%
11 247 0.018558928761157784947944%
12 424 0.202586104315834458766687%
13 108 0.003928268677236938788422%
14 179 0.009011750551955719640285%
15 26 0.000681841972155964324079%
16 379 0.051465963806098850852333%
17 286 0.025266908566934125762726%
18 355 0.041461665228406045791143%
19 44 0.001129607156986072499100%
20 396 0.071737346803668208816696%
21 178 0.009006637285242622553705%
22 65 0.001950981469287339743410%
23 205 0.012377028524720742538867%
24 243 0.017696288769694940717914%
25 392 0.065051181839211436042092%
26 316 0.030779646288800283082665%
27 134 0.005278778874671350568315%
28 7 0.000188960394953591973456%
29 302 0.028276943762279398153492%
30 148 0.006602951292329657141666%
31 155 0.007102792158209503790844%
32 61 0.001770829105336775566304%
33 139 0.005571269619215230527176%
34 91 0.003072531133909960684297%
35 318 0.031824821342603212825928%
36 258 0.020454663017522207307808%
37 397 0.072073671445914436195501%
38 90 0.002983937089020468388240%
39 123 0.004833068764198126046616%
40 87 0.002869713577595830403949%
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