Flux - Ranking

By Owen Moore

Background image: #416

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
1 474 0.000063382176000000012284%
2 455 0.000085647744000000010454%
3 457 0.000136311552000000033719%
4 156 0.000158876639999999978497%
5 41 0.000167484240000000041571%
6 185 0.000177315840000000023808%
7 241 0.000201096000000000000446%
8 420 0.000248242175999999973700%
9 222 0.000264196915200000056502%
10 419 0.000288497663999999975296%
11 60 0.000300777235200000003096%
12 90 0.000306063360000000106702%
13 167 0.000325900800000000008712%
14 402 0.000330670079999999982131%
15 210 0.000333806591999999987923%
16 440 0.000358490880000000052951%
17 199 0.000363391142400000012602%
18 366 0.000393206400000000084755%
19 145 0.000439604755200000097901%
20 299 0.000454088448000000005633%
21 235 0.000518182271999999949884%
22 233 0.000651386880000000062160%
23 72 0.000681984000000000062380%
24 289 0.000683829619199999923403%
25 426 0.000763084799999999975444%
26 144 0.000789440371199999968085%
27 206 0.000789440371199999968085%
28 353 0.000794788848000000237685%
29 305 0.000805810982400000227685%
30 129 0.000844220159999999920919%
31 208 0.000872280576000000317655%
32 173 0.000883098720000000179768%
33 62 0.000883098720000000179768%
34 35 0.000898744319999999954213%
35 249 0.000922681344000000100251%
36 71 0.000937510329600000085100%
37 124 0.000951850752000000209507%
38 172 0.000960242976000000260026%
39 57 0.000971408592000000338691%
40 288 0.001001419776000000072189%
41 220 0.001013760000000000051704%
42 157 0.001030031769600000092837%
43 202 0.001042008883200000197294%
44 487 0.001077467443200000058595%
45 346 0.001083045600000000132507%
46 494 0.001084871424000000313115%
47 472 0.001095494400000000378287%
48 54 0.001108605887999999841526%
49 134 0.001110100992000000088428%
50 131 0.001120665600000000060310%
51 125 0.001134832608000000287590%
52 452 0.001149390720000000075743%
53 451 0.001168367615999999940476%
54 409 0.001211699174400000193069%
55 2 0.001218284496000000436886%
56 230 0.001218782208000000104667%
57 67 0.001232431200000000479783%
58 46 0.001266330240000000098219%
59 200 0.001284096000000000195596%
60 1 0.001307443199999999781241%
61 406 0.001344787142400000494111%
62 47 0.001387626240000000218955%
63 362 0.001396717056000000437357%
64 290 0.001412957952000000374365%
65 488 0.001412957952000000374365%
66 154 0.001413649036800000008407%
67 483 0.001413910080000000107220%
68 456 0.001490571263999999592278%
69 152 0.001506304800000000465934%
70 391 0.001522961203200000205107%
71 92 0.001523477760000000076623%
72 42 0.001611621964800000455370%
73 492 0.001613539584000000040587%
74 471 0.001613539584000000040587%
75 50 0.001634994201600000005709%
76 379 0.001653775200000000191597%
77 395 0.001712727244800000625871%
78 460 0.001733253811200000755674%
79 20 0.001750884595200000041007%
80 465 0.001771243718400000114604%
81 162 0.001771243718400000114604%
82 99 0.001780178400000000452086%
83 192 0.001813074710400000566501%
84 53 0.001876193280000000140201%
85 76 0.001888972800000000102846%
86 374 0.001901465280000000368510%
87 486 0.001903701504000000419015%
88 161 0.001915427635199999948853%
89 473 0.001925837568000000454144%
90 114 0.001925837568000000454144%
91 22 0.001947399168000000461293%
92 91 0.001952110368000000220623%
93 297 0.001955020799999999860791%
94 115 0.002003638118399999733937%
95 27 0.002032142112000000656186%
96 315 0.002055905280000000848184%
97 345 0.002081439360000000762113%
98 166 0.002112739200000000698576%
99 96 0.002112739200000000698576%
100 359 0.002132868864000000020537%
101 120 0.002153078783999999579191%
102 302 0.002168980819200000409452%
103 485 0.002190509164800000675016%
104 344 0.002215980201600001222445%
105 355 0.002215980201600001222445%
106 238 0.002220201984000000176855%
107 287 0.002220201984000000176855%
108 253 0.002222700134400000006318%
109 79 0.002231093088000000480842%
110 469 0.002254092883200000188570%
111 186 0.002254092883200000188570%
112 364 0.002284339200000000315999%
113 371 0.002319882240000000449276%
114 189 0.002390456880000000391279%
115 439 0.002397358079999999287690%
116 171 0.002405491200000000554665%
117 19 0.002408374271999999798738%
118 429 0.002458755647999999981168%
119 6 0.002467086336000001104557%
120 281 0.002474811955200000631455%
121 312 0.002499045120000000473615%
122 433 0.002504547647999999775842%
123 337 0.002531770991999999966676%
124 105 0.002603440435200000003385%
125 349 0.002615693990400000824154%
126 453 0.002620523520000000560620%
127 224 0.002689210368000000302147%
128 376 0.002755002412799999796794%
129 269 0.002755002412799999796794%
130 109 0.002780289638400000856028%
131 101 0.002821478400000000229947%
132 66 0.002832998399999999902810%
133 30 0.002840116838399999767140%
134 437 0.002840116838399999767140%
135 341 0.002855552256000000628522%
136 479 0.002906326655999999855617%
137 294 0.002990284800000000010184%
138 326 0.002997272678400000282123%
139 239 0.003015455040000000492412%
140 77 0.003021791184000001233290%
141 339 0.003045922406400000410215%
142 9 0.003056212684800000550789%
143 280 0.003056212684800000550789%
144 153 0.003078717439999999454930%
145 377 0.003081340108800000813366%
146 361 0.003086670240000001334824%
147 150 0.003112569907199999943992%
148 311 0.003112569907199999943992%
149 445 0.003148346572800000790771%
150 178 0.003169108800000001047864%
151 330 0.003211363584000000333252%
152 291 0.003211363584000000333252%
153 63 0.003218487667200000020007%
154 127 0.003247413119999999729648%
155 259 0.003271870454400001640427%
156 29 0.003383164928000000765129%
157 393 0.003411095040000000546548%
158 273 0.003429633600000000278468%
159 317 0.003436187040000000976481%
160 335 0.003437930496000000252232%
161 214 0.003504903167999999947374%
162 93 0.003541889894400000998037%
163 401 0.003573872639999999684113%
164 130 0.003606561129600000751433%
165 425 0.003615760742400000397195%
166 146 0.003712051200000001001389%
167 342 0.003734618111999999864881%
168 410 0.003735519840000000625635%
169 351 0.003757737984000000548007%
170 225 0.003786822451199999689520%
171 277 0.003962175488000000724009%
172 350 0.003998952777600001812219%
173 334 0.004004328960000001075281%
174 61 0.004004328960000001075281%
175 242 0.004004622336000000608347%
176 39 0.004006379520000000540869%
177 215 0.004057720012800001413433%
178 21 0.004062412799999999893363%
179 228 0.004075468800000000765826%
180 373 0.004115560320000001201524%
181 416 0.004116169612799999363850%
182 184 0.004116670272000000872781%
183 461 0.004253005440000000650369%
184 396 0.004272016320000001331214%
185 139 0.004328976537600000978889%
186 313 0.004387405824000000648111%
187 443 0.004458523680000000578849%
188 116 0.004517970662400002529457%
189 179 0.004519700927999999520712%
190 164 0.004528337299200000179433%
191 352 0.004658233343999999831464%
192 254 0.004662724608000001075281%
193 322 0.004662724608000001075281%
194 293 0.004726035100800001984012%
195 69 0.004801487039999999956175%
196 95 0.004801487039999999956175%
197 282 0.004823039999999999792590%
198 24 0.004831377408000001386079%
199 204 0.004832612928000001514817%
200 12 0.004865506867200001389628%
201 286 0.004872757248000000006305%
202 88 0.004971671020800000166673%
203 151 0.004971671020800000166673%
204 495 0.005005411200000001344101%
205 38 0.005019647999999998951026%
206 81 0.005040783360000001232792%
207 295 0.005040783360000001232792%
208 381 0.005048746560000001888657%
209 498 0.005072150016000001766792%
210 266 0.005116063180800000526061%
211 211 0.005184767999999999321670%
212 75 0.005208809471999999857195%
213 496 0.005241047040000001121240%
214 476 0.005241047040000001121240%
215 449 0.005305735872000000644122%
216 490 0.005320826879999998940129%
217 382 0.005345279999999999996640%
218 181 0.005362384896000000310268%
219 308 0.005382696959999999815338%
220 245 0.005470882560000001927636%
221 325 0.005470882560000001927636%
222 31 0.005505952320000001044831%
223 231 0.005505952320000001044831%
224 141 0.005622851520000003017197%
225 380 0.005660295168000000279318%
226 497 0.005660295168000000279318%
227 343 0.005660295168000000279318%
228 227 0.005763338380799999834114%
229 44 0.005796900863999999813092%
230 234 0.005920966655999999710136%
231 216 0.005922920448000000732958%
232 372 0.005926789440000001726871%
233 36 0.005969416319999999546997%
234 190 0.006006493440000001612922%
235 454 0.006012370944000001819763%
236 466 0.006020935680000000581047%
237 279 0.006060310528000000668269%
238 430 0.006090946560000000224722%
239 205 0.006119276544000001177848%
240 358 0.006119276544000001177848%
241 70 0.006157434879999998909861%
242 267 0.006175005408000000008129%
243 328 0.006182092800000001282801%
244 493 0.006213841920000000990099%
245 298 0.006216966144000001144587%
246 250 0.006229032959999998564360%
247 86 0.006229032959999998564360%
248 385 0.006282396806400002316206%
249 464 0.006291292159999999772380%
250 275 0.006300979200000000023107%
251 118 0.006331449343999999770927%
252 49 0.006364446719999999890760%
253 223 0.006405070847999999768263%
254 32 0.006438535168000001501776%
255 136 0.006501580800000000999461%
256 338 0.006593795020800000995786%
257 58 0.006593795020800000995786%
258 174 0.006612549631999999760756%
259 318 0.006692863999999999757851%
260 33 0.006700041216000000333930%
261 394 0.006746406911999999755913%
262 14 0.006779551392000000148430%
263 232 0.006779551392000000148430%
264 169 0.006809087999999999599177%
265 128 0.006817849344000001185484%
266 417 0.006913152614400000159356%
267 327 0.006920421376000001484341%
268 85 0.006920421376000001484341%
269 399 0.006997506047999999499731%
270 314 0.007007575680000000147019%
271 83 0.007082496000000000624386%
272 252 0.007101010022400000738785%
273 165 0.007228293119999998871117%
274 441 0.007233273856000001916788%
275 8 0.007239124992000001666825%
276 168 0.007239124992000001666825%
277 354 0.007253127168000000034309%
278 89 0.007253127168000000034309%
279 478 0.007309135872000000443138%
280 138 0.007323300864000001353382%
281 323 0.007362150400000000600997%
282 484 0.007428767744000001546634%
283 292 0.007515463679999999889458%
284 180 0.007561175040000001415508%
285 310 0.007566385152000002986550%
286 434 0.007589863424000002287140%
287 16 0.007612121088000001721541%
288 462 0.007649095680000001472310%
289 438 0.007701196800000000702857%
290 424 0.007701196800000000702857%
291 217 0.007701196800000000702857%
292 40 0.007907328000000001660963%
293 320 0.007907328000000001660963%
294 74 0.007939396608000000646332%
295 491 0.008004665343999999710389%
296 458 0.008009244672000001216694%
297 243 0.008012759040000001081738%
298 48 0.008016494592000000113385%
299 149 0.008031436799999999709421%
300 435 0.008058208255999997973729%
301 113 0.008126976000000001032486%
302 264 0.008151908351999997970339%
303 126 0.008151908351999997970339%
304 133 0.008178679807999999704093%
305 324 0.008206323840000001590411%
306 94 0.008235335680000004099366%
307 52 0.008258764800000002043179%
308 300 0.008258764800000002043179%
309 102 0.008273780736000000204933%
310 182 0.008279851008000001233444%
311 104 0.008289288192000001526116%
312 265 0.008315741491200004040230%
313 198 0.008332926976000002219913%
314 82 0.008346624000000000404009%
315 188 0.008373301247999998669913%
316 51 0.008406237183999999695860%
317 218 0.008429309951999999078742%
318 261 0.008470665215999999622665%
319 28 0.008470665215999999622665%
320 159 0.008489177395200001724485%
321 278 0.008568029184000000575416%
322 103 0.008613715968000002290439%
323 367 0.008614594560000004425104%
324 467 0.008681472000000000840969%
325 262 0.008698060800000002520949%
326 37 0.008716680192000000187980%
327 436 0.008742242304000001282271%
328 108 0.008785920000000000881779%
329 177 0.008793366528000000001408%
330 418 0.008797224960000000690274%
331 119 0.008807809023999997946608%
332 386 0.008814034944000001536857%
333 98 0.008847421440000001122139%
334 237 0.008851814400000001387125%
335 194 0.008874393600000000589811%
336 321 0.008922624000000000527022%
337 357 0.009009740160000001552021%
338 160 0.009017401343999998167278%
339 384 0.009017401343999998167278%
340 442 0.009041592320000003263347%
341 175 0.009058869248000003121524%
342 333 0.009122254847999998125796%
343 191 0.009163775999999998478351%
344 348 0.009163775999999998478351%
345 135 0.009163775999999998478351%
346 73 0.009163775999999998478351%
347 55 0.009181286400000002179134%
348 329 0.009236152319999997931110%
349 413 0.009291110400000001864895%
350 106 0.009313075200000001455103%
351 195 0.009382923264000002025464%
352 470 0.009414991872000004480281%
353 432 0.009444863999999998996349%
354 112 0.009476054016000004520670%
355 45 0.009478963199999997438217%
356 303 0.009549619200000001445483%
357 274 0.009549619200000001445483%
358 463 0.009611354112000002059002%
359 446 0.009615310848000001991975%
360 389 0.009615310848000001991975%
361 229 0.009646079999999999585181%
362 405 0.009688854527999999841081%
363 219 0.009713602559999999497276%
364 296 0.009773844479999998363651%
365 183 0.009871534079999999197752%
366 397 0.009884160000000001208842%
367 263 0.009892537344000000218425%
368 68 0.009983692800000000880378%
369 307 0.009986319360000000741606%
370 414 0.010058121216000002334789%
371 0 0.010080153600000000754799%
372 284 0.010103808000000000580365%
373 147 0.010116808704000000360135%
374 255 0.010214555648000001042419%
375 3 0.010224844800000002301155%
376 64 0.010279526400000002506196%
377 226 0.010323456000000001686612%
378 306 0.010336739328000001461594%
379 340 0.010369535999999998643339%
380 370 0.010461102080000003050619%
381 431 0.010465996800000000252484%
382 132 0.010477209600000002287512%
383 408 0.010501631999999998592910%
384 403 0.010507796479999999619825%
385 332 0.010556669951999999093606%
386 390 0.010556669951999999093606%
387 448 0.010623743999999999201855%
388 65 0.010826449920000001669873%
389 260 0.010894540800000001440351%
390 97 0.010896297984000005709682%
391 398 0.010995286016000001619308%
392 203 0.010995286016000001619308%
393 15 0.011070259200000001631459%
394 176 0.011070259200000001631459%
395 482 0.011128832000000001695161%
396 356 0.011175321600000001284747%
397 392 0.011240898559999998665426%
398 248 0.011333836799999998448674%
399 499 0.011355801600000001508328%
400 375 0.011406489599999999895452%
401 301 0.011502950400000001504597%
402 400 0.011507212288000003355681%
403 26 0.011754070016000005283185%
404 444 0.011758571519999998569728%
405 5 0.011758571519999998569728%
406 285 0.011781040128000000791197%
407 117 0.011781040128000000791197%
408 155 0.011886382080000000571740%
409 360 0.011961139200000000040736%
410 11 0.011963068416000002119892%
411 17 0.012080640000000003597691%
412 213 0.012080640000000003597691%
413 4 0.012120621056000001336539%
414 18 0.012187238399999999680090%
415 480 0.012202291200000001461512%
416 365 0.012241715200000002905512%
417 196 0.012278323200000001644283%
418 331 0.012278323200000001644283%
419 121 0.012295375872000005937346%
420 316 0.012467558400000000248808%
421 148 0.012467558400000000248808%
422 56 0.012491673599999999350052%
423 107 0.012609355775999999543791%
424 142 0.012633792512000002750128%
425 59 0.012658229248000002487018%
426 10 0.012678807551999999800318%
427 87 0.012686868480000002001873%
428 13 0.012805478400000003952330%
429 221 0.012934428672000000334896%
430 212 0.013003161600000001998922%
431 43 0.013022208000000000394092%
432 163 0.013022208000000000394092%
433 363 0.013134950400000003009615%
434 123 0.013190049792000000869474%
435 187 0.013215611904000001963766%
436 272 0.013215611904000001963766%
437 304 0.013222809599999997900999%
438 309 0.013271132160000000815847%
439 137 0.013311590400000000017355%
440 427 0.013311590400000000017355%
441 197 0.013383936000000000790533%
442 240 0.013399113727999997780493%
443 481 0.013420492800000001151761%
444 415 0.013420492800000001151761%
445 319 0.013599043583999999296186%
446 34 0.013600972800000001375342%
447 383 0.014110285824000000365341%
448 251 0.014145331199999999771677%
449 477 0.014155874304000001101533%
450 78 0.014225722368000005141342%
451 193 0.014276198400000002231014%
452 244 0.014289220608000002821214%
453 258 0.014333935616000000046188%
454 423 0.014356193280000000347951%
455 140 0.014420889600000002042646%
456 122 0.014452838399999999238754%
457 246 0.014452838399999999238754%
458 407 0.014466547712000003833577%
459 336 0.014469120000000001979856%
460 404 0.014662041599999999993975%
461 450 0.014710915071999997733032%
462 387 0.014710915071999997733032%
463 489 0.014734387199999999032429%
464 170 0.014857535488000003093267%
465 100 0.014994051071999999272255%
466 201 0.015023923200000002461940%
467 268 0.015111782400000000822771%
468 256 0.015133747200000005617149%
469 347 0.015155712000000000003186%
470 236 0.015224242176000003443082%
471 475 0.015337267200000000849647%
472 207 0.015375360000000001109433%
473 369 0.015375360000000001109433%
474 447 0.015554303999999996230286%
475 428 0.015554303999999996230286%
476 257 0.015618450432000004213240%
477 368 0.015674880000000002144844%
478 422 0.015674880000000002144844%
479 111 0.015674880000000002144844%
480 247 0.015867801599999998424240%
481 468 0.015867801599999998424240%
482 7 0.015867801599999998424240%
483 23 0.015867801599999998424240%
484 421 0.016297881600000001245387%
485 209 0.016473600000000001436495%
486 271 0.016517529600000004086358%
487 25 0.016639487999999997419609%
488 283 0.016639487999999997419609%
489 110 0.016639487999999997419609%
490 84 0.016737763328000001411544%
491 158 0.016861347839999998865501%
492 270 0.017136058368000001150833%
493 80 0.017748787200000001179623%
494 411 0.018020800512000004905966%
495 378 0.018086399999999999005373%
496 276 0.019292159999999999170361%
497 412 0.019768320000000002417684%
498 459 0.020401459199999999460928%
499 143 0.020449689600000004602309%
500 388 0.020673478656000002923188%

By id

id Rank Rarity Links
0 371 0.010080153600000000754799%
1 60 0.001307443199999999781241%
2 55 0.001218284496000000436886%
3 375 0.010224844800000002301155%
4 413 0.012120621056000001336539%
5 405 0.011758571519999998569728%
6 119 0.002467086336000001104557%
7 482 0.015867801599999998424240%
8 275 0.007239124992000001666825%
9 142 0.003056212684800000550789%
10 426 0.012678807551999999800318%
11 410 0.011963068416000002119892%
12 200 0.004865506867200001389628%
13 428 0.012805478400000003952330%
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