Previsão de Preço Frictionless - Projeção FRIC
Previsão de Preço Frictionless até $0.0003041 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.0001018 | $0.0003041 |
| 2027 | $0.000098 | $0.000257 |
| 2028 | $0.000177 | $0.000433 |
| 2029 | $0.000388 | $0.001279 |
| 2030 | $0.00033 | $0.000956 |
| 2031 | $0.000391 | $0.000872 |
| 2032 | $0.000596 | $0.001619 |
| 2033 | $0.001386 | $0.004313 |
| 2034 | $0.001115 | $0.002497 |
| 2035 | $0.001318 | $0.002943 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Frictionless hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,964.46, com um retorno de 39.64% nos próximos 90 dias.
Previsão de preço de longo prazo de Frictionless para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Frictionless'
'name_with_ticker' => 'Frictionless <small>FRIC</small>'
'name_lang' => 'Frictionless'
'name_lang_with_ticker' => 'Frictionless <small>FRIC</small>'
'name_with_lang' => 'Frictionless'
'name_with_lang_with_ticker' => 'Frictionless <small>FRIC</small>'
'image' => '/uploads/coins/frictionless.png?1717578198'
'price_for_sd' => 0.0002949
'ticker' => 'FRIC'
'marketcap' => '$0'
'low24h' => '$0.0002868'
'high24h' => '$0.0003019'
'volume24h' => '$6.28K'
'current_supply' => '0'
'max_supply' => '500M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.0002949'
'change_24h_pct' => '1.7487%'
'ath_price' => '$0.009178'
'ath_days' => 634
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '12 de abr. de 2024'
'ath_pct' => '-96.78%'
'fdv' => '$147.46K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.014541'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.000297'
'next_week_prediction_price_date' => '13 de janeiro de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.00026'
'next_month_prediction_price_date' => '5 de fevereiro de 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.0001018'
'current_year_max_price_prediction' => '$0.0003041'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.00033'
'grand_prediction_max_price' => '$0.000956'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.00030050857887208
107 => 0.00030163056882097
108 => 0.00030415846946606
109 => 0.00028255783522862
110 => 0.00029225588583993
111 => 0.00029795258198962
112 => 0.00027221470153775
113 => 0.00029744382684668
114 => 0.00028218181624362
115 => 0.00027700166061724
116 => 0.00028397605773456
117 => 0.00028125812839512
118 => 0.00027892141235123
119 => 0.00027761748464886
120 => 0.0002827387121557
121 => 0.00028249980077132
122 => 0.0002741204785827
123 => 0.00026318999437253
124 => 0.00026685862365438
125 => 0.0002655257762427
126 => 0.00026069536528204
127 => 0.00026395047904348
128 => 0.00024961660541347
129 => 0.00022495592084295
130 => 0.00024124752444743
131 => 0.00024062031543051
201 => 0.00024030404820252
202 => 0.00025254673804443
203 => 0.00025136988590304
204 => 0.00024923388774265
205 => 0.00026065613600075
206 => 0.00025648686173563
207 => 0.00026933558261618
208 => 0.00027779858119128
209 => 0.00027565209100331
210 => 0.00028361158206841
211 => 0.00026694314146344
212 => 0.00027247972881065
213 => 0.00027362081178953
214 => 0.00026051518723028
215 => 0.00025156243346775
216 => 0.00025096538686066
217 => 0.0002354425456019
218 => 0.00024373472210633
219 => 0.00025103149427665
220 => 0.00024753690665946
221 => 0.0002464306246177
222 => 0.00025208237964578
223 => 0.00025252156941547
224 => 0.00024250799612328
225 => 0.00024459013509935
226 => 0.00025327300075637
227 => 0.00024437134916274
228 => 0.00022707689419283
301 => 0.00022278763024574
302 => 0.00022221536336838
303 => 0.00021058253935808
304 => 0.0002230742593726
305 => 0.00021762128882898
306 => 0.00023484715743966
307 => 0.00022500783367343
308 => 0.00022458368009147
309 => 0.00022394250974254
310 => 0.00021392965757096
311 => 0.00021612183584659
312 => 0.00022340897031294
313 => 0.00022600910198598
314 => 0.00022573788695023
315 => 0.00022337325937857
316 => 0.00022445577377203
317 => 0.0002209686177377
318 => 0.0002197372303631
319 => 0.00021585063308909
320 => 0.00021013840879619
321 => 0.00021093272861923
322 => 0.00019961531761021
323 => 0.00019344899143203
324 => 0.00019174223361678
325 => 0.00018945988573591
326 => 0.00019200003088302
327 => 0.00019958325680677
328 => 0.0001904362774716
329 => 0.00017475442298744
330 => 0.00017569692916252
331 => 0.00017781446070532
401 => 0.00017386845468418
402 => 0.00017013389114835
403 => 0.00017338079114804
404 => 0.00016673618267287
405 => 0.00017861742989456
406 => 0.00017829607545402
407 => 0.00018272466968687
408 => 0.00018549396054457
409 => 0.00017911164168613
410 => 0.00017750650575286
411 => 0.00017842086412981
412 => 0.00016330855691724
413 => 0.00018148967177623
414 => 0.00018164690281252
415 => 0.00018030059522209
416 => 0.00018998147760556
417 => 0.00021041115897761
418 => 0.00020272469106342
419 => 0.00019974825836232
420 => 0.00019409005762177
421 => 0.00020162927415783
422 => 0.00020105037995796
423 => 0.00019843240084704
424 => 0.00019684903891216
425 => 0.0001997664318257
426 => 0.00019648754164482
427 => 0.00019589856287046
428 => 0.00019232999231304
429 => 0.00019105617498366
430 => 0.00019011309134511
501 => 0.00018907484892456
502 => 0.00019136495299041
503 => 0.00018617527588891
504 => 0.00017991703405483
505 => 0.00017939672896144
506 => 0.00018083333706998
507 => 0.00018019774492484
508 => 0.00017939368599078
509 => 0.00017785851851322
510 => 0.0001774030671163
511 => 0.0001788830632027
512 => 0.00017721223391028
513 => 0.00017967763354603
514 => 0.00017900718126189
515 => 0.00017526208930349
516 => 0.0001705943181127
517 => 0.00017055276515812
518 => 0.00016954710151174
519 => 0.00016826623765554
520 => 0.00016790993063293
521 => 0.00017310734628641
522 => 0.00018386584114353
523 => 0.00018175369117411
524 => 0.00018327993598885
525 => 0.00019078754989735
526 => 0.00019317399459704
527 => 0.00019148015267524
528 => 0.00018916151738107
529 => 0.00018926352556674
530 => 0.00019718700426556
531 => 0.00019768118191287
601 => 0.00019892980939987
602 => 0.00020053464858275
603 => 0.0001917534637276
604 => 0.00018884993254974
605 => 0.00018747407839589
606 => 0.00018323698012459
607 => 0.00018780632734883
608 => 0.00018514396440023
609 => 0.00018550320812126
610 => 0.00018526925017666
611 => 0.00018539700703458
612 => 0.00017861410884382
613 => 0.0001810854404459
614 => 0.00017697637233479
615 => 0.00017147479139857
616 => 0.00017145634817017
617 => 0.00017280285231022
618 => 0.000172001898959
619 => 0.00016984655408527
620 => 0.00017015271065164
621 => 0.00016747045697714
622 => 0.0001704783848115
623 => 0.00017056464141891
624 => 0.00016940642535974
625 => 0.00017404055320263
626 => 0.00017593915916095
627 => 0.00017517679653941
628 => 0.00017588566976712
629 => 0.00018184146054113
630 => 0.00018281251430666
701 => 0.0001832437922451
702 => 0.00018266593694097
703 => 0.00017599453068927
704 => 0.00017629043592554
705 => 0.00017411927963798
706 => 0.0001722848813658
707 => 0.00017235824767654
708 => 0.00017330136684352
709 => 0.00017742002355894
710 => 0.00018608749380846
711 => 0.00018641641796859
712 => 0.00018681508364606
713 => 0.00018519350998246
714 => 0.00018470442784915
715 => 0.0001853496534258
716 => 0.00018860469953758
717 => 0.00019697756187349
718 => 0.00019401803311931
719 => 0.00019161189017435
720 => 0.00019372272622856
721 => 0.00019339777956329
722 => 0.00019065490269368
723 => 0.00019057791927539
724 => 0.00018531346161183
725 => 0.00018336731147951
726 => 0.00018174096276213
727 => 0.00017996503241967
728 => 0.00017891220138293
729 => 0.00018052982835851
730 => 0.00018089979878702
731 => 0.00017736282913364
801 => 0.00017688075323943
802 => 0.00017976911900918
803 => 0.00017849805692304
804 => 0.00017980537579946
805 => 0.00018010868499276
806 => 0.00018005984522683
807 => 0.00017873271042836
808 => 0.00017957858657318
809 => 0.00017757783732286
810 => 0.00017540232301597
811 => 0.0001740144804275
812 => 0.00017280340369845
813 => 0.00017347537945592
814 => 0.00017107990857847
815 => 0.00017031354923348
816 => 0.00017929202276813
817 => 0.00018592451770303
818 => 0.00018582807859992
819 => 0.00018524103036186
820 => 0.0001843687957585
821 => 0.00018854089014353
822 => 0.00018708741588345
823 => 0.0001881449398495
824 => 0.000188414124083
825 => 0.0001892288636847
826 => 0.00018952006306307
827 => 0.00018863985629066
828 => 0.00018568577485422
829 => 0.00017832448478025
830 => 0.00017489778437939
831 => 0.0001737669161709
901 => 0.00017380802108246
902 => 0.00017267416412139
903 => 0.00017300813581233
904 => 0.00017255802239657
905 => 0.00017170561648126
906 => 0.00017342274579266
907 => 0.00017362062894964
908 => 0.00017321983045019
909 => 0.00017331423300593
910 => 0.00016999579261377
911 => 0.00017024808642951
912 => 0.00016884328240351
913 => 0.0001685798985838
914 => 0.00016502867633634
915 => 0.00015873717136709
916 => 0.00016222327585122
917 => 0.00015801255185486
918 => 0.00015641788687456
919 => 0.00016396678287002
920 => 0.00016320908308586
921 => 0.00016191223041955
922 => 0.00015999391503831
923 => 0.00015928239320323
924 => 0.00015495941177375
925 => 0.00015470398696868
926 => 0.00015684657329545
927 => 0.00015585784342754
928 => 0.00015446929223171
929 => 0.0001494401005556
930 => 0.00014378562400351
1001 => 0.00014395629710784
1002 => 0.00014575488089379
1003 => 0.00015098450582349
1004 => 0.00014894120089003
1005 => 0.00014745875971657
1006 => 0.0001471811430468
1007 => 0.00015065609689883
1008 => 0.0001555738846248
1009 => 0.00015788120059652
1010 => 0.00015559472054277
1011 => 0.00015296813536985
1012 => 0.0001531280034389
1013 => 0.00015419153408015
1014 => 0.00015430329611303
1015 => 0.00015259365918278
1016 => 0.00015307491196439
1017 => 0.00015234384498244
1018 => 0.00014785728826371
1019 => 0.00014777614067969
1020 => 0.00014667506730541
1021 => 0.00014664172724123
1022 => 0.00014476852675596
1023 => 0.00014450645305925
1024 => 0.0001407870998006
1025 => 0.00014323518937868
1026 => 0.00014159313942017
1027 => 0.00013911818281228
1028 => 0.00013869149936021
1029 => 0.0001386786727404
1030 => 0.00014121989978654
1031 => 0.00014320549366107
1101 => 0.00014162170358223
1102 => 0.00014126110528175
1103 => 0.00014511135172872
1104 => 0.00014462137277256
1105 => 0.00014419705415656
1106 => 0.0001551335506727
1107 => 0.00014647646029471
1108 => 0.00014270147476047
1109 => 0.00013802921331152
1110 => 0.00013955052519889
1111 => 0.00013987108796628
1112 => 0.00012863514142
1113 => 0.00012407671930552
1114 => 0.00012251244061635
1115 => 0.00012161217611507
1116 => 0.00012202243795311
1117 => 0.0001179193234005
1118 => 0.00012067668423911
1119 => 0.00011712373386418
1120 => 0.00011652807017153
1121 => 0.00012288118556798
1122 => 0.00012376518446104
1123 => 0.00011999377054634
1124 => 0.00012241562881603
1125 => 0.00012153742934109
1126 => 0.00011718463900077
1127 => 0.00011701839442673
1128 => 0.00011483431724194
1129 => 0.00011141665936842
1130 => 0.00010985469801222
1201 => 0.00010904121497634
1202 => 0.00010937687393141
1203 => 0.00010920715449239
1204 => 0.00010809962035015
1205 => 0.000109270637053
1206 => 0.00010627917327473
1207 => 0.00010508794829437
1208 => 0.00010454989960695
1209 => 0.00010189480332151
1210 => 0.00010612024223832
1211 => 0.00010695270693561
1212 => 0.00010778681184551
1213 => 0.00011504712561861
1214 => 0.00011468442085994
1215 => 0.00011796309523394
1216 => 0.00011783569197686
1217 => 0.00011690056093439
1218 => 0.00011295539688781
1219 => 0.00011452786896099
1220 => 0.00010968804433616
1221 => 0.00011331437002117
1222 => 0.00011165946641751
1223 => 0.00011275484544809
1224 => 0.00011078525518477
1225 => 0.00011187530775888
1226 => 0.00010715011519774
1227 => 0.0001027377968694
1228 => 0.00010451344256832
1229 => 0.00010644377251277
1230 => 0.00011062921967126
1231 => 0.00010813640187285
]
'min_raw' => 0.00010189480332151
'max_raw' => 0.00030415846946606
'avg_raw' => 0.00020302663639378
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0001018'
'max' => '$0.0003041'
'avg' => '$0.000203'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.00019302519667849
'max_diff' => 9.2384694660599E-6
'year' => 2026
]
1 => [
'items' => [
101 => 0.00010903291341704
102 => 0.00010602974981824
103 => 9.9833365502653E-5
104 => 9.9868436364954E-5
105 => 9.8915257633571E-5
106 => 9.8091572043283E-5
107 => 0.00010842273198411
108 => 0.000107137888934
109 => 0.00010509065968975
110 => 0.00010783095738684
111 => 0.00010855553559232
112 => 0.00010857616331519
113 => 0.00011057541377767
114 => 0.00011164241410788
115 => 0.00011183047754072
116 => 0.00011497634134009
117 => 0.00011603079339069
118 => 0.00012037393215548
119 => 0.00011155188658458
120 => 0.00011137020236155
121 => 0.00010786951899509
122 => 0.00010564933026046
123 => 0.0001080215372172
124 => 0.00011012298874233
125 => 0.00010793481695174
126 => 0.00010822054599277
127 => 0.00010528310414411
128 => 0.00010633310138552
129 => 0.00010723750045972
130 => 0.00010673814444907
131 => 0.00010599058433201
201 => 0.00010995069368191
202 => 0.00010972724879259
203 => 0.00011341499366173
204 => 0.0001162898545004
205 => 0.00012144211906612
206 => 0.00011606546239816
207 => 0.00011586951565891
208 => 0.00011778492646597
209 => 0.00011603050015128
210 => 0.00011713923702143
211 => 0.00012126348441534
212 => 0.00012135062326387
213 => 0.00011989093527893
214 => 0.00011980211313239
215 => 0.00012008246217714
216 => 0.00012172447528874
217 => 0.00012115070545358
218 => 0.0001218146864329
219 => 0.00012264500481478
220 => 0.00012607955368994
221 => 0.00012690761179613
222 => 0.00012489585989699
223 => 0.00012507749856886
224 => 0.00012432504813475
225 => 0.00012359819044359
226 => 0.00012523206038429
227 => 0.00012821798981471
228 => 0.0001281994145027
301 => 0.00012889209209238
302 => 0.0001293236244923
303 => 0.00012747117153081
304 => 0.00012626529276946
305 => 0.00012672770341862
306 => 0.00012746710811662
307 => 0.00012648792444051
308 => 0.00012044394918953
309 => 0.00012227730519005
310 => 0.00012197214510503
311 => 0.00012153756003524
312 => 0.00012338101367068
313 => 0.0001232032080704
314 => 0.00011787724003022
315 => 0.00011821819122409
316 => 0.00011789797440158
317 => 0.0001189326604653
318 => 0.00011597462370829
319 => 0.00011688449589206
320 => 0.0001174551591962
321 => 0.00011779128426639
322 => 0.000119005598503
323 => 0.0001188631127429
324 => 0.00011899674138809
325 => 0.00012079724883392
326 => 0.00012990359763537
327 => 0.0001303992361086
328 => 0.00012795853099513
329 => 0.00012893354454718
330 => 0.00012706173173927
331 => 0.00012831829221728
401 => 0.00012917799898316
402 => 0.00012529314942025
403 => 0.0001250631138416
404 => 0.00012318357539639
405 => 0.00012419353289435
406 => 0.00012258661789658
407 => 0.00012298089862953
408 => 0.00012187845532742
409 => 0.00012386263377695
410 => 0.00012608125359368
411 => 0.00012664176457533
412 => 0.00012516730149774
413 => 0.00012409969305772
414 => 0.00012222532432911
415 => 0.00012534244129781
416 => 0.00012625398129188
417 => 0.00012533765336628
418 => 0.00012512532016376
419 => 0.00012472294912865
420 => 0.00012521068508098
421 => 0.00012624901684931
422 => 0.00012575935876234
423 => 0.00012608278655545
424 => 0.00012485021332542
425 => 0.00012747178476982
426 => 0.00013163547113906
427 => 0.00013164885807156
428 => 0.00013115919734516
429 => 0.0001309588387258
430 => 0.00013146126034619
501 => 0.00013173380346484
502 => 0.00013335854285681
503 => 0.00013510195295686
504 => 0.0001432376871844
505 => 0.00014095320556898
506 => 0.00014817171297264
507 => 0.00015388061512307
508 => 0.00015559246525795
509 => 0.00015401764368263
510 => 0.00014863026414367
511 => 0.00014836593360164
512 => 0.00015641695312582
513 => 0.00015414217135018
514 => 0.00015387159329627
515 => 0.00015099309995143
516 => 0.00015269464602657
517 => 0.00015232249293976
518 => 0.00015173503108588
519 => 0.00015498146246651
520 => 0.00016105849220011
521 => 0.0001601113301261
522 => 0.00015940431757544
523 => 0.00015630639438671
524 => 0.00015817203609252
525 => 0.00015750771681509
526 => 0.00016036205401835
527 => 0.00015867120789045
528 => 0.00015412493764092
529 => 0.00015484894616286
530 => 0.00015473951373127
531 => 0.0001569916254189
601 => 0.00015631559739112
602 => 0.00015460750840899
603 => 0.00016103772157314
604 => 0.00016062017929698
605 => 0.00016121215878112
606 => 0.00016147276645761
607 => 0.00016538672389756
608 => 0.00016699014702804
609 => 0.00016735415215053
610 => 0.00016887728011129
611 => 0.00016731625533933
612 => 0.00017356146741898
613 => 0.00017771416903372
614 => 0.0001825377456553
615 => 0.00018958628755462
616 => 0.00019223660451141
617 => 0.00019175784847524
618 => 0.0001971019724994
619 => 0.00020670524457761
620 => 0.0001936989443303
621 => 0.00020739461007248
622 => 0.00020305872042257
623 => 0.00019277840406196
624 => 0.0001921164728853
625 => 0.00019907842248164
626 => 0.00021451935662349
627 => 0.00021065157775058
628 => 0.00021452568292413
629 => 0.00021000633345397
630 => 0.00020978190966071
701 => 0.00021430618820774
702 => 0.00022487741163847
703 => 0.00021985541964292
704 => 0.00021265516267433
705 => 0.00021797172037153
706 => 0.00021336602607003
707 => 0.00020298810775609
708 => 0.00021064862013297
709 => 0.00020552625366538
710 => 0.0002070212325206
711 => 0.00021778768494096
712 => 0.00021649223690125
713 => 0.0002181686666199
714 => 0.00021520981204628
715 => 0.00021244577530598
716 => 0.00020728649547015
717 => 0.00020575908706018
718 => 0.0002061812077943
719 => 0.00020575887787811
720 => 0.00020287230822619
721 => 0.0002022489537847
722 => 0.00020121000240575
723 => 0.0002015320168815
724 => 0.00019957848433312
725 => 0.00020326520387232
726 => 0.00020394949150606
727 => 0.00020663237853979
728 => 0.00020691092477177
729 => 0.00021438272697221
730 => 0.00021026738387874
731 => 0.00021302831132747
801 => 0.0002127813479896
802 => 0.00019300120969014
803 => 0.00019572673822617
804 => 0.00019996680531025
805 => 0.00019805666083615
806 => 0.00019535616345473
807 => 0.00019317536702773
808 => 0.00018987123744294
809 => 0.00019452173638334
810 => 0.00020063664796455
811 => 0.00020706600902061
812 => 0.00021479046506104
813 => 0.0002130664563954
814 => 0.00020692160568795
815 => 0.00020719725920187
816 => 0.00020890124075926
817 => 0.00020669442981939
818 => 0.00020604359819116
819 => 0.00020881182648774
820 => 0.00020883088975463
821 => 0.0002062916870663
822 => 0.0002034698279474
823 => 0.00020345800425466
824 => 0.00020295588168038
825 => 0.00021009565994447
826 => 0.00021402181607671
827 => 0.00021447194354996
828 => 0.00021399151891134
829 => 0.00021417641528737
830 => 0.00021189187154096
831 => 0.00021711366108485
901 => 0.00022190569155178
902 => 0.00022062132501984
903 => 0.00021869587700501
904 => 0.00021716216491905
905 => 0.00022026003119446
906 => 0.00022012208808571
907 => 0.00022186383734612
908 => 0.00022178482153884
909 => 0.00022119913677307
910 => 0.00022062134593649
911 => 0.00022291222129301
912 => 0.00022225248598066
913 => 0.00022159172591715
914 => 0.00022026647045248
915 => 0.00022044659468029
916 => 0.00021852147912121
917 => 0.00021763083257628
918 => 0.00020423764550044
919 => 0.00020065854827876
920 => 0.00020178460512394
921 => 0.00020215533227543
922 => 0.00020059770457781
923 => 0.00020283094257446
924 => 0.00020248289479827
925 => 0.0002038369450943
926 => 0.00020299099325537
927 => 0.00020302571141392
928 => 0.00020551347539627
929 => 0.00020623568386404
930 => 0.0002058683628084
1001 => 0.00020612562188474
1002 => 0.00021205404871691
1003 => 0.0002112112160018
1004 => 0.00021076347792017
1005 => 0.00021088750442868
1006 => 0.0002124023445912
1007 => 0.0002128264171295
1008 => 0.00021102959198568
1009 => 0.00021187698511083
1010 => 0.00021548507748752
1011 => 0.00021674770561902
1012 => 0.00022077740851889
1013 => 0.00021906551910477
1014 => 0.00022220776621322
1015 => 0.00023186596255364
1016 => 0.00023958159808671
1017 => 0.00023248598078837
1018 => 0.0002466547628646
1019 => 0.00025768719210202
1020 => 0.00025726374909242
1021 => 0.00025533998987019
1022 => 0.00024277986249569
1023 => 0.00023122184602473
1024 => 0.00024089061758199
1025 => 0.00024091526526909
1026 => 0.00024008470921751
1027 => 0.00023492619691283
1028 => 0.00023990520417104
1029 => 0.00024030041968609
1030 => 0.00024007920409395
1031 => 0.00023612418480472
1101 => 0.00023008560135982
1102 => 0.00023126552611063
1103 => 0.00023319826692226
1104 => 0.00022953918535386
1105 => 0.00022836988708119
1106 => 0.00023054383503819
1107 => 0.00023754874831568
1108 => 0.00023622451003727
1109 => 0.00023618992882416
1110 => 0.00024185558174362
1111 => 0.00023780019697771
1112 => 0.00023128040874038
1113 => 0.00022963407622501
1114 => 0.00022379070489792
1115 => 0.00022782674228691
1116 => 0.00022797199208732
1117 => 0.00022576149565667
1118 => 0.00023145977834298
1119 => 0.00023140726766487
1120 => 0.00023681693899807
1121 => 0.00024715819880738
1122 => 0.00024409977941927
1123 => 0.00024054317042599
1124 => 0.00024092987243763
1125 => 0.00024517103904343
1126 => 0.00024260673289715
1127 => 0.00024352887526633
1128 => 0.00024516964327051
1129 => 0.00024615955934541
1130 => 0.0002407874387484
1201 => 0.000239534940459
1202 => 0.00023697276852606
1203 => 0.00023630434569396
1204 => 0.00023839118127187
1205 => 0.00023784137382608
1206 => 0.00022795978440404
1207 => 0.00022692710332879
1208 => 0.00022695877418304
1209 => 0.00022436204851802
1210 => 0.00022040141859329
1211 => 0.00023080971755854
1212 => 0.00022997378548758
1213 => 0.00022905098117725
1214 => 0.00022916401943981
1215 => 0.00023368190925065
1216 => 0.00023106130500146
1217 => 0.00023802861090651
1218 => 0.00023659634226882
1219 => 0.00023512734134502
1220 => 0.00023492428067048
1221 => 0.00023435884064409
1222 => 0.00023241973640261
1223 => 0.00023007815150892
1224 => 0.0002285320343375
1225 => 0.00021080872151872
1226 => 0.00021409806528612
1227 => 0.00021788215545739
1228 => 0.00021918840822073
1229 => 0.0002169539724791
1230 => 0.00023250796554473
1231 => 0.00023534982995983
]
'min_raw' => 9.8091572043283E-5
'max_raw' => 0.00025768719210202
'avg_raw' => 0.00017788938207265
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.000098'
'max' => '$0.000257'
'avg' => '$0.000177'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -3.8032312782232E-6
'max_diff' => -4.6471277364037E-5
'year' => 2027
]
2 => [
'items' => [
101 => 0.00022674163727627
102 => 0.00022513139589537
103 => 0.00023261353270159
104 => 0.00022810088955341
105 => 0.00023013293248673
106 => 0.00022574076713297
107 => 0.00023466530804174
108 => 0.00023459731799271
109 => 0.0002311254700093
110 => 0.00023405985215069
111 => 0.00023354993104202
112 => 0.00022963022321954
113 => 0.00023478956977117
114 => 0.00023479212874269
115 => 0.00023145055054314
116 => 0.0002275483187716
117 => 0.00022685069189744
118 => 0.00022632512376076
119 => 0.00023000367494301
120 => 0.00023330185243049
121 => 0.00023943894304716
122 => 0.00024098195344186
123 => 0.00024700442573641
124 => 0.00024341833671386
125 => 0.00024500800352993
126 => 0.00024673381173088
127 => 0.0002475612276469
128 => 0.00024621299781332
129 => 0.00025556837623526
130 => 0.00025635825681546
131 => 0.00025662309694156
201 => 0.00025346851597512
202 => 0.00025627052221219
203 => 0.00025495955628656
204 => 0.00025837032542822
205 => 0.00025890517758052
206 => 0.00025845217683544
207 => 0.00025862194735064
208 => 0.00025063878226937
209 => 0.00025022481304535
210 => 0.000244580313302
211 => 0.00024688048866945
212 => 0.00024258042107027
213 => 0.00024394401680157
214 => 0.00024454507680711
215 => 0.00024423111717007
216 => 0.00024701053713357
217 => 0.00024464746236661
218 => 0.00023841091953116
219 => 0.00023217267755378
220 => 0.00023209436150731
221 => 0.00023045194250878
222 => 0.00022926477439689
223 => 0.0002294934650923
224 => 0.00023029940093149
225 => 0.00022921793194081
226 => 0.00022944871818184
227 => 0.00023328130750363
228 => 0.00023404990595934
229 => 0.00023143790809604
301 => 0.00022095035976539
302 => 0.00021837668909903
303 => 0.0002202265925359
304 => 0.00021934245784212
305 => 0.00017702648245553
306 => 0.00018696799319087
307 => 0.00018106108509373
308 => 0.00018378326010867
309 => 0.00017775383652793
310 => 0.00018063139348982
311 => 0.00018010001379052
312 => 0.00019608566886226
313 => 0.00019583607484587
314 => 0.00019595554229329
315 => 0.00019025304975681
316 => 0.00019933727520697
317 => 0.0002038124913219
318 => 0.00020298424792304
319 => 0.00020319269894273
320 => 0.00019961081979323
321 => 0.00019599022271306
322 => 0.00019197442334526
323 => 0.00019943528220283
324 => 0.00019860576205898
325 => 0.00020050838281705
326 => 0.00020534728309939
327 => 0.00020605982954716
328 => 0.00020701749919889
329 => 0.00020667424280031
330 => 0.00021485200281547
331 => 0.00021386162211903
401 => 0.00021624815464546
402 => 0.00021133887617194
403 => 0.00020578356158615
404 => 0.00020683944527199
405 => 0.00020673775518217
406 => 0.00020544312362422
407 => 0.00020427438814059
408 => 0.00020232877284953
409 => 0.00020848498752733
410 => 0.00020823505645398
411 => 0.00021228115001843
412 => 0.00021156596367925
413 => 0.00020678977427048
414 => 0.00020696035680959
415 => 0.0002081076063643
416 => 0.00021207825017223
417 => 0.00021325700759647
418 => 0.0002127109601922
419 => 0.00021400341389556
420 => 0.00021502491660511
421 => 0.00021413169890854
422 => 0.00022677777786247
423 => 0.00022152624419925
424 => 0.00022408580516676
425 => 0.00022469624537571
426 => 0.00022313261561667
427 => 0.00022347171092202
428 => 0.00022398534791169
429 => 0.00022710405113251
430 => 0.00023528843078799
501 => 0.00023891323682445
502 => 0.00024981864462991
503 => 0.00023861224714286
504 => 0.00023794730589266
505 => 0.00023991169915019
506 => 0.00024631432798665
507 => 0.00025150305729025
508 => 0.00025322445814523
509 => 0.00025345196968544
510 => 0.00025668143212595
511 => 0.00025853249977094
512 => 0.00025628929044238
513 => 0.00025438840541023
514 => 0.00024757967117161
515 => 0.0002483678006993
516 => 0.00025379723159462
517 => 0.00026146662252615
518 => 0.00026804775780953
519 => 0.00026574327360901
520 => 0.00028332486134666
521 => 0.0002850680039565
522 => 0.00028482715801037
523 => 0.00028879829628999
524 => 0.00028091639551319
525 => 0.00027754673022647
526 => 0.00025479939833014
527 => 0.0002611904707414
528 => 0.00027048026982569
529 => 0.00026925073008192
530 => 0.00026250422966987
531 => 0.000268042639984
601 => 0.00026621146833204
602 => 0.00026476714727477
603 => 0.00027138386203356
604 => 0.00026410851235661
605 => 0.00027040769264731
606 => 0.00026232892876781
607 => 0.00026575380029873
608 => 0.00026380967757538
609 => 0.0002650677632401
610 => 0.00025771302015104
611 => 0.0002616814609956
612 => 0.00025754791996488
613 => 0.00025754596012823
614 => 0.00025745471198087
615 => 0.00026231780467259
616 => 0.00026247638995068
617 => 0.00025888255710377
618 => 0.00025836462964431
619 => 0.0002602796789187
620 => 0.00025803765777059
621 => 0.00025908668535468
622 => 0.00025806943174745
623 => 0.00025784042653383
624 => 0.00025601567402963
625 => 0.0002552295204782
626 => 0.0002555377915424
627 => 0.00025448550347568
628 => 0.00025385146185255
629 => 0.00025732858514344
630 => 0.00025547089843587
701 => 0.00025704386801252
702 => 0.00025525127065534
703 => 0.00024903734721785
704 => 0.0002454636541379
705 => 0.00023372612879549
706 => 0.00023705487642225
707 => 0.00023926183954262
708 => 0.0002385324382445
709 => 0.00024009947447369
710 => 0.00024019567777123
711 => 0.00023968621831907
712 => 0.00023909632953928
713 => 0.00023880920430417
714 => 0.00024094920056938
715 => 0.00024219154043029
716 => 0.00023948333781711
717 => 0.00023884884383662
718 => 0.00024158698620252
719 => 0.00024325725146394
720 => 0.0002555895517133
721 => 0.00025467593507802
722 => 0.00025696893354436
723 => 0.00025671077710598
724 => 0.000259114204802
725 => 0.00026304279332067
726 => 0.00025505487441159
727 => 0.00025644130093275
728 => 0.00025610138116703
729 => 0.00025981253603746
730 => 0.00025982412185788
731 => 0.00025759909912712
801 => 0.00025880532004634
802 => 0.00025813204062017
803 => 0.00025934874754243
804 => 0.00025466373317085
805 => 0.00026036957495938
806 => 0.00026360441957715
807 => 0.00026364933539781
808 => 0.00026518262607332
809 => 0.00026674053820185
810 => 0.000269730814867
811 => 0.00026665714100863
812 => 0.00026112790095354
813 => 0.00026152709422618
814 => 0.00025828530280495
815 => 0.00025833979790442
816 => 0.0002580488987926
817 => 0.00025892190892504
818 => 0.0002548553098013
819 => 0.00025580973248744
820 => 0.00025447353513775
821 => 0.00025643839630067
822 => 0.00025432453049256
823 => 0.00025610121724742
824 => 0.00025686797635272
825 => 0.00025969733395843
826 => 0.00025390663207371
827 => 0.00024209899893473
828 => 0.00024458110657426
829 => 0.00024090987441004
830 => 0.00024124966092421
831 => 0.00024193608375944
901 => 0.00023971116276687
902 => 0.00024013560757694
903 => 0.00024012044342155
904 => 0.00023998976692276
905 => 0.00023941097904206
906 => 0.00023857162210537
907 => 0.00024191536180073
908 => 0.00024248352833202
909 => 0.00024374649215012
910 => 0.00024750421579627
911 => 0.0002471287305908
912 => 0.00024774116253966
913 => 0.00024640422703395
914 => 0.00024131167752789
915 => 0.00024158822746707
916 => 0.00023813964529416
917 => 0.00024365830415049
918 => 0.00024235141289058
919 => 0.00024150885159348
920 => 0.00024127895093729
921 => 0.00024504598925353
922 => 0.00024617314615884
923 => 0.00024547077761614
924 => 0.00024403019924369
925 => 0.00024679653558755
926 => 0.00024753669049081
927 => 0.00024770238387779
928 => 0.00025260380148673
929 => 0.00024797631867417
930 => 0.00024909019978038
1001 => 0.00025778038219962
1002 => 0.00024989958590857
1003 => 0.00025407421946667
1004 => 0.00025386989287774
1005 => 0.00025600549414417
1006 => 0.00025369471124037
1007 => 0.00025372335616391
1008 => 0.00025561962541034
1009 => 0.00025295665724769
1010 => 0.00025229726888121
1011 => 0.00025138632857555
1012 => 0.00025337533340688
1013 => 0.0002545676518483
1014 => 0.0002641768628248
1015 => 0.00027038485134887
1016 => 0.00027011534619464
1017 => 0.00027257811881184
1018 => 0.00027146861719138
1019 => 0.00026788574378717
1020 => 0.00027400127180328
1021 => 0.00027206606285443
1022 => 0.00027222559912889
1023 => 0.00027221966118079
1024 => 0.00027350640595288
1025 => 0.00027259462935342
1026 => 0.00027079742408396
1027 => 0.00027199049281389
1028 => 0.0002755334804119
1029 => 0.00028653102262828
1030 => 0.00029268539295061
1031 => 0.00028616052180722
1101 => 0.00029066129055043
1102 => 0.00028796243309238
1103 => 0.0002874719704082
1104 => 0.00029029878578313
1105 => 0.00029313054912417
1106 => 0.00029295017804139
1107 => 0.00029089446326846
1108 => 0.00028973324215506
1109 => 0.00029852639746334
1110 => 0.00030500504450699
1111 => 0.00030456324421201
1112 => 0.00030651320703289
1113 => 0.00031223835818505
1114 => 0.00031276179425647
1115 => 0.00031269585334251
1116 => 0.00031139846242458
1117 => 0.00031703561723871
1118 => 0.00032173823096095
1119 => 0.00031109815391231
1120 => 0.0003151497559636
1121 => 0.00031696865065888
1122 => 0.0003196393277133
1123 => 0.00032414520756156
1124 => 0.00032903978820237
1125 => 0.00032973193557132
1126 => 0.00032924082389075
1127 => 0.00032601271638474
1128 => 0.00033136842492641
1129 => 0.00033450567338329
1130 => 0.00033637383304471
1201 => 0.00034111117511395
1202 => 0.0003169798835333
1203 => 0.0002998985559495
1204 => 0.00029723105998993
1205 => 0.00030265551791781
1206 => 0.00030408590421415
1207 => 0.00030350931729165
1208 => 0.00028428273012973
1209 => 0.00029712983598755
1210 => 0.00031095224167524
1211 => 0.00031148321657122
1212 => 0.00031840300187135
1213 => 0.00032065636761665
1214 => 0.00032622770178025
1215 => 0.0003258792133114
1216 => 0.00032723574452095
1217 => 0.00032692390148772
1218 => 0.00033724362484296
1219 => 0.00034862781219754
1220 => 0.00034823361398895
1221 => 0.00034659700236514
1222 => 0.00034902764971025
1223 => 0.00036077735106383
1224 => 0.00035969562684832
1225 => 0.00036074642978264
1226 => 0.00037459998986266
1227 => 0.00039261158861264
1228 => 0.00038424339265833
1229 => 0.00040239996999566
1230 => 0.0004138285729907
1231 => 0.00043359316013103
]
'min_raw' => 0.00017702648245553
'max_raw' => 0.00043359316013103
'avg_raw' => 0.00030530982129328
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.000177'
'max' => '$0.000433'
'avg' => '$0.0003053'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 7.8934910412244E-5
'max_diff' => 0.000175905968029
'year' => 2028
]
3 => [
'items' => [
101 => 0.00043111853647841
102 => 0.0004388127452129
103 => 0.0004266884436707
104 => 0.00039884859660418
105 => 0.00039444283423925
106 => 0.00040326328206551
107 => 0.00042494749235966
108 => 0.00040258036911579
109 => 0.00040710520901703
110 => 0.00040580205482107
111 => 0.00040573261527201
112 => 0.00040838284042834
113 => 0.00040453855061264
114 => 0.00038887622232895
115 => 0.00039605417508269
116 => 0.00039328242281087
117 => 0.00039635788860427
118 => 0.0004129549090727
119 => 0.00040561697070006
120 => 0.00039788704871018
121 => 0.00040758208629249
122 => 0.00041992720071113
123 => 0.00041915466563712
124 => 0.00041765562469892
125 => 0.00042610563998032
126 => 0.00044006258960301
127 => 0.00044383509700246
128 => 0.00044661988483921
129 => 0.00044700386003253
130 => 0.0004509590431629
131 => 0.00042969102663641
201 => 0.00046344391506535
202 => 0.0004692721064923
203 => 0.00046817664805782
204 => 0.00047465443754109
205 => 0.00047274850754945
206 => 0.00046998711402283
207 => 0.00048025578821915
208 => 0.00046848358189234
209 => 0.00045177441709101
210 => 0.00044260743881119
211 => 0.0004546792552891
212 => 0.00046205109236382
213 => 0.00046692340773332
214 => 0.00046839776742019
215 => 0.00043134200221708
216 => 0.00041137099997956
217 => 0.0004241721834458
218 => 0.00043979051076511
219 => 0.00042960426603956
220 => 0.00043000354754769
221 => 0.00041548063946708
222 => 0.00044107546587844
223 => 0.00043734651495668
224 => 0.00045669231893519
225 => 0.00045207528755594
226 => 0.00046785103970062
227 => 0.0004636967554579
228 => 0.00048094095708654
301 => 0.00048782013598433
302 => 0.00049937134801242
303 => 0.00050786846660217
304 => 0.00051285813716205
305 => 0.00051255857605742
306 => 0.00053233013665967
307 => 0.00052067153813823
308 => 0.00050602559067462
309 => 0.00050576069169237
310 => 0.00051334603541846
311 => 0.00052924283493091
312 => 0.00053336464375547
313 => 0.00053566817258089
314 => 0.00053214023799834
315 => 0.00051948566488261
316 => 0.00051402148437138
317 => 0.0005186771244795
318 => 0.00051298367669098
319 => 0.00052281216487326
320 => 0.00053630877839933
321 => 0.00053352178107759
322 => 0.00054283829527417
323 => 0.00055247990734175
324 => 0.00056626784563029
325 => 0.00056987252326479
326 => 0.00057583091832101
327 => 0.00058196406406467
328 => 0.00058393386518462
329 => 0.000587694826716
330 => 0.00058767500459227
331 => 0.00059900891530898
401 => 0.00061151056981152
402 => 0.00061622965497226
403 => 0.0006270809310875
404 => 0.00060849850101421
405 => 0.00062259348768438
406 => 0.00063530751848126
407 => 0.00062014932682725
408 => 0.00064104136261662
409 => 0.00064185255302395
410 => 0.00065410056508503
411 => 0.00064168485842594
412 => 0.00063431245144411
413 => 0.00065559631416016
414 => 0.00066589490489307
415 => 0.00066279288555161
416 => 0.00063918636519749
417 => 0.00062544635782011
418 => 0.000589486108264
419 => 0.00063208257723038
420 => 0.00065283007470787
421 => 0.00063913263419125
422 => 0.0006460408264553
423 => 0.00068372968345909
424 => 0.00069807916003336
425 => 0.00069509456921633
426 => 0.00069559891593386
427 => 0.00070334163303191
428 => 0.00073767710463686
429 => 0.00071710249416117
430 => 0.00073283101295388
501 => 0.00074117336260815
502 => 0.00074892220189122
503 => 0.00072989350165779
504 => 0.00070513744224122
505 => 0.00069729615903532
506 => 0.00063777069367892
507 => 0.00063467213470113
508 => 0.00063293281965094
509 => 0.00062196668429054
510 => 0.00061335030577455
511 => 0.000606498241673
512 => 0.000588516379271
513 => 0.00059458472996857
514 => 0.00056592539440613
515 => 0.00058426062167449
516 => 0.00053851963011299
517 => 0.00057661408708631
518 => 0.00055588100609815
519 => 0.00056980271236727
520 => 0.0005697541408456
521 => 0.00054411986572315
522 => 0.0005293345508062
523 => 0.00053875632892435
524 => 0.00054885722296868
525 => 0.00055049605904389
526 => 0.00056359213183268
527 => 0.00056724696424888
528 => 0.00055617265139996
529 => 0.00053757174973194
530 => 0.00054189231494802
531 => 0.00052924699468999
601 => 0.00050708655733301
602 => 0.00052300257032691
603 => 0.00052843699694072
604 => 0.00053083714932583
605 => 0.00050904490432867
606 => 0.00050219730781791
607 => 0.00049855170489247
608 => 0.0005347586445581
609 => 0.00053674214244553
610 => 0.00052659428681511
611 => 0.00057246355652376
612 => 0.00056208192809432
613 => 0.00057368075061072
614 => 0.00054150026894069
615 => 0.00054272960667725
616 => 0.00052749485093955
617 => 0.00053602529616592
618 => 0.00052999625242901
619 => 0.00053533612049113
620 => 0.00053853681539046
621 => 0.00055376907125465
622 => 0.00057678801498037
623 => 0.00055149388017951
624 => 0.00054047286342809
625 => 0.00054731024023612
626 => 0.00056551907569488
627 => 0.00059310639350803
628 => 0.00057677414611613
629 => 0.00058402212016911
630 => 0.00058560548005977
701 => 0.00057356268548564
702 => 0.00059355042852164
703 => 0.00060426202239477
704 => 0.00061524990125657
705 => 0.00062479036859888
706 => 0.00061086110081053
707 => 0.00062576741402617
708 => 0.00061375555689286
709 => 0.00060297967928132
710 => 0.00060299602183957
711 => 0.00059623615640339
712 => 0.00058313806532295
713 => 0.00058072257636694
714 => 0.00059328825495871
715 => 0.00060336473921511
716 => 0.00060419468672157
717 => 0.00060977354615437
718 => 0.00061307505769988
719 => 0.00064543435903317
720 => 0.0006584495377196
721 => 0.00067436425185264
722 => 0.0006805639299116
723 => 0.00069922273816148
724 => 0.00068415423510539
725 => 0.00068089406968387
726 => 0.00063563390411934
727 => 0.00064304525369501
728 => 0.00065491153945453
729 => 0.00063582957480089
730 => 0.00064793268931081
731 => 0.00065032210049408
801 => 0.00063518117694376
802 => 0.00064326859841267
803 => 0.00062179080474459
804 => 0.00057725617219029
805 => 0.00059360000829858
806 => 0.00060563457295002
807 => 0.00058845976534129
808 => 0.0006192449432231
809 => 0.00060126087783961
810 => 0.00059556079250042
811 => 0.0005733227273651
812 => 0.00058381823808735
813 => 0.00059801356662042
814 => 0.00058924250397105
815 => 0.00060744377595018
816 => 0.00063322163117455
817 => 0.00065159246590525
818 => 0.00065300275048431
819 => 0.00064119153450281
820 => 0.00066011908349134
821 => 0.00066025695002205
822 => 0.00063890659744167
823 => 0.00062582962536545
824 => 0.00062285850979555
825 => 0.00063028093901068
826 => 0.00063929313833388
827 => 0.00065350286482503
828 => 0.00066208950494163
829 => 0.00068447890836371
830 => 0.00069053683897522
831 => 0.00069719266806747
901 => 0.0007060869083164
902 => 0.00071676672417162
903 => 0.00069339989508265
904 => 0.00069432830276357
905 => 0.00067256943505169
906 => 0.00064931696436426
907 => 0.00066696269115463
908 => 0.00069003213162036
909 => 0.00068473997648806
910 => 0.00068414450092675
911 => 0.00068514592564972
912 => 0.00068115581350559
913 => 0.00066310868415814
914 => 0.00065404552878086
915 => 0.00066573931147508
916 => 0.00067195403654667
917 => 0.00068159253315173
918 => 0.00068040438500117
919 => 0.00070523211715682
920 => 0.00071487942312086
921 => 0.00071241122942376
922 => 0.00071286543646443
923 => 0.00073033142309692
924 => 0.00074975719238637
925 => 0.00076795198878197
926 => 0.00078646051716026
927 => 0.00076414776380007
928 => 0.00075281872370308
929 => 0.00076450740125759
930 => 0.00075830522441712
1001 => 0.00079394477222762
1002 => 0.000796412377192
1003 => 0.00083204934785755
1004 => 0.00086587307659068
1005 => 0.00084462899858844
1006 => 0.00086466120729027
1007 => 0.00088632767425123
1008 => 0.0009281258042765
1009 => 0.00091404966455993
1010 => 0.00090326756213827
1011 => 0.00089307852744854
1012 => 0.00091428029117416
1013 => 0.00094155602150072
1014 => 0.00094743095256936
1015 => 0.00095695058529697
1016 => 0.0009469418554892
1017 => 0.00095899626811723
1018 => 0.0010015536416715
1019 => 0.0009900542636728
1020 => 0.0009737232982974
1021 => 0.0010073182574649
1022 => 0.0010194761425905
1023 => 0.0011048065475359
1024 => 0.0012125397086027
1025 => 0.001167937472507
1026 => 0.0011402514252572
1027 => 0.0011467583030827
1028 => 0.0011860988065067
1029 => 0.0011987337276013
1030 => 0.0011643876565477
1031 => 0.0011765192694859
1101 => 0.0012433656495297
1102 => 0.0012792265877346
1103 => 0.0012305226168858
1104 => 0.0010961502929416
1105 => 0.00097225287354631
1106 => 0.0010051160483435
1107 => 0.0010013903841845
1108 => 0.0010732084802858
1109 => 0.00098978000731063
1110 => 0.00099118472883128
1111 => 0.0010644879471033
1112 => 0.0010449319052036
1113 => 0.0010132536218748
1114 => 0.0009724841600719
1115 => 0.0008971180392105
1116 => 0.00083036416422379
1117 => 0.000961283885572
1118 => 0.0009556383891254
1119 => 0.00094746287365503
1120 => 0.00096565659865118
1121 => 0.0010540001628535
1122 => 0.0010519635577585
1123 => 0.0010390077152286
1124 => 0.0010488346076
1125 => 0.0010115309201298
1126 => 0.00102114492978
1127 => 0.00097223324756207
1128 => 0.00099434337065686
1129 => 0.0010131856545062
1130 => 0.0010169685219537
1201 => 0.001025491515471
1202 => 0.00095266346903139
1203 => 0.00098536112376368
1204 => 0.001004567932563
1205 => 0.00091779087165808
1206 => 0.0010028526290784
1207 => 0.00095139569477065
1208 => 0.00093393043840938
1209 => 0.00095744510522727
1210 => 0.00094828141669958
1211 => 0.00094040301541331
1212 => 0.00093600673212746
1213 => 0.00095327330821944
1214 => 0.00095246780180673
1215 => 0.00092421633202224
1216 => 0.00088736344136559
1217 => 0.00089973248112486
1218 => 0.00089523869301995
1219 => 0.00087895262521756
1220 => 0.00088992746852905
1221 => 0.00084159981282636
1222 => 0.00075845459304284
1223 => 0.00081338287203879
1224 => 0.00081126819304792
1225 => 0.00081020187600766
1226 => 0.00085147895956699
1227 => 0.00084751112040711
1228 => 0.00084030945347872
1229 => 0.00087882036095681
1230 => 0.0008647633616825
1231 => 0.00090808372120034
]
'min_raw' => 0.00038887622232895
'max_raw' => 0.0012792265877346
'avg_raw' => 0.00083405140503176
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.000388'
'max' => '$0.001279'
'avg' => '$0.000834'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.00021184973987343
'max_diff' => 0.00084563342760354
'year' => 2029
]
4 => [
'items' => [
101 => 0.00093661731176397
102 => 0.00092938027023208
103 => 0.00095621625007198
104 => 0.00090001743881897
105 => 0.00091868442961226
106 => 0.00092253167054343
107 => 0.00087834514233642
108 => 0.00084816030796476
109 => 0.00084614732364447
110 => 0.00079381098057041
111 => 0.00082176863259638
112 => 0.00084637020941297
113 => 0.00083458796327731
114 => 0.00083085805613535
115 => 0.00084991334280547
116 => 0.00085139410177723
117 => 0.00081763264029725
118 => 0.00082465271722538
119 => 0.00085392760500634
120 => 0.00082391506516492
121 => 0.00076560560277359
122 => 0.00075114404990915
123 => 0.00074921461217773
124 => 0.00070999373384915
125 => 0.00075211044002216
126 => 0.00073372536912009
127 => 0.00079180358781276
128 => 0.00075862962077524
129 => 0.00075719955736022
130 => 0.00075503780676372
131 => 0.00072127877659223
201 => 0.0007286698587015
202 => 0.00075323894132629
203 => 0.00076200546679734
204 => 0.00076109104636868
205 => 0.00075311853941781
206 => 0.00075676831227408
207 => 0.00074501112223888
208 => 0.0007408594137327
209 => 0.00072775547966981
210 => 0.00070849631665154
211 => 0.00071117442139255
212 => 0.00067301698001923
213 => 0.00065222678079036
214 => 0.00064647232765423
215 => 0.00063877723242544
216 => 0.00064734150913618
217 => 0.00067290888478205
218 => 0.00064206920533181
219 => 0.00058919673806635
220 => 0.0005923744634393
221 => 0.0005995138688772
222 => 0.00058620963407557
223 => 0.00057361829237562
224 => 0.00058456544241589
225 => 0.00056216268103009
226 => 0.00060222113556022
227 => 0.0006011376666277
228 => 0.00061606898127832
301 => 0.00062540583875077
302 => 0.00060388740512027
303 => 0.00059847557725423
304 => 0.00060155840036059
305 => 0.0005506062014858
306 => 0.0006119050995978
307 => 0.00061243521501416
308 => 0.00060789604497684
309 => 0.00064053581583033
310 => 0.00070941591293101
311 => 0.00068350044970625
312 => 0.0006734651990466
313 => 0.00065438818020688
314 => 0.00067980717512951
315 => 0.00067785539291754
316 => 0.00066902869356361
317 => 0.00066369027825337
318 => 0.00067352647214724
319 => 0.00066247146497759
320 => 0.00066048568191864
321 => 0.00064845399713467
322 => 0.00064415923307358
323 => 0.00064097956074222
324 => 0.00063747905393356
325 => 0.00064520029968153
326 => 0.00062770294100215
327 => 0.00060660284172203
328 => 0.00060484859677313
329 => 0.00060969222131185
330 => 0.0006075492780189
331 => 0.00060483833718509
401 => 0.00059966241285255
402 => 0.00059812682666921
403 => 0.00060311673680456
404 => 0.00059748341919158
405 => 0.00060579568619222
406 => 0.00060353520950676
407 => 0.00059090837049505
408 => 0.0005751706540319
409 => 0.0005750305553444
410 => 0.00057163989014744
411 => 0.00056732136822919
412 => 0.00056612005422593
413 => 0.00058364350397358
414 => 0.00061991652051849
415 => 0.000612795259431
416 => 0.00061794110038291
417 => 0.00064325354484028
418 => 0.00065129960976152
419 => 0.00064558870346191
420 => 0.00063777126268566
421 => 0.00063811519040563
422 => 0.00066482975203835
423 => 0.00066649590647863
424 => 0.00067070574122744
425 => 0.00067611656857881
426 => 0.00064651019075693
427 => 0.00063672073267268
428 => 0.0006320819443339
429 => 0.00061779627168749
430 => 0.00063320214487564
501 => 0.00062422580231416
502 => 0.00062543701760123
503 => 0.00062464821205658
504 => 0.00062507895322276
505 => 0.00060220993840578
506 => 0.00061054220544505
507 => 0.00059668819542249
508 => 0.00057813923118789
509 => 0.00057807704855567
510 => 0.00058261688127379
511 => 0.00057991641112938
512 => 0.00057264951540621
513 => 0.00057368174364491
514 => 0.00056463833811234
515 => 0.0005747797768127
516 => 0.00057507059698682
517 => 0.00057116559067928
518 => 0.00058678987624605
519 => 0.00059319115879096
520 => 0.00059062079998599
521 => 0.00059301081556515
522 => 0.00061309117997976
523 => 0.00061636515554706
524 => 0.00061781923922737
525 => 0.00061587095972493
526 => 0.0005933778477646
527 => 0.00059437551292814
528 => 0.00058705530791934
529 => 0.0005808705060711
530 => 0.00058111786571001
531 => 0.00058429765782797
601 => 0.00059818399649943
602 => 0.00062740697758914
603 => 0.00062851596835977
604 => 0.00062986009752532
605 => 0.00062439284870383
606 => 0.00062274387414475
607 => 0.00062491929722463
608 => 0.00063589391245057
609 => 0.00066412360239067
610 => 0.00065414534456824
611 => 0.00064603286563777
612 => 0.00065314969676841
613 => 0.00065205411639941
614 => 0.00064280631553198
615 => 0.00064254676056239
616 => 0.000624797273997
617 => 0.00061823569295003
618 => 0.00061275234470135
619 => 0.00060676467156022
620 => 0.00060321497821354
621 => 0.00060866892050082
622 => 0.00060991630163107
623 => 0.00059799116150134
624 => 0.00059636580896657
625 => 0.00060610413581853
626 => 0.0006018186612524
627 => 0.00060622637811832
628 => 0.00060724900623991
629 => 0.00060708433955921
630 => 0.00060260981192855
701 => 0.000605461742408
702 => 0.00059871607662271
703 => 0.00059138117824745
704 => 0.00058670197006435
705 => 0.0005826187403177
706 => 0.00058488435349985
707 => 0.00057680785619011
708 => 0.00057422402215295
709 => 0.00060449557253203
710 => 0.00062685749227106
711 => 0.00062653234110176
712 => 0.00062455306698075
713 => 0.00062161226711803
714 => 0.0006356787746235
715 => 0.00063077828467729
716 => 0.0006343438005628
717 => 0.00063525137399989
718 => 0.00063799832545033
719 => 0.00063898012448541
720 => 0.00063601244589813
721 => 0.0006260525540878
722 => 0.00060123345065455
723 => 0.00058968009100849
724 => 0.00058586728988886
725 => 0.00058600587796802
726 => 0.00058218300006041
727 => 0.00058330900893357
728 => 0.00058179142012643
729 => 0.00057891747406988
730 => 0.00058470689542942
731 => 0.00058537407230892
801 => 0.00058402275218517
802 => 0.00058434103699282
803 => 0.00057315268352453
804 => 0.0005740033097389
805 => 0.00056926691488495
806 => 0.00056837889794793
807 => 0.00055640570420223
808 => 0.00053519345593953
809 => 0.00054694710059983
810 => 0.00053275035066273
811 => 0.00052737382634569
812 => 0.00055282545624149
813 => 0.00055027081851827
814 => 0.00054589838921046
815 => 0.00053943065497009
816 => 0.00053703170942626
817 => 0.00052245647571583
818 => 0.00052159529315237
819 => 0.00052881917254367
820 => 0.0005254856007631
821 => 0.00052080400346081
822 => 0.00050384773259784
823 => 0.00048478327011951
824 => 0.00048535870640679
825 => 0.00049142275721422
826 => 0.00050905480278546
827 => 0.00050216565754329
828 => 0.00049716750362626
829 => 0.00049623149964156
830 => 0.00050794754916721
831 => 0.00052452821383426
901 => 0.00053230749072458
902 => 0.00052459846358643
903 => 0.00051574274829361
904 => 0.00051628175465005
905 => 0.00051986752246035
906 => 0.00052024433595718
907 => 0.0005144801756838
908 => 0.000516102753037
909 => 0.00051363790966591
910 => 0.0004985111704473
911 => 0.00049823757570225
912 => 0.00049452522994638
913 => 0.00049441282159227
914 => 0.00048809719537349
915 => 0.00048721359560762
916 => 0.00047467353641913
917 => 0.00048292744135179
918 => 0.00047739115527242
919 => 0.00046904666627295
920 => 0.00046760807322421
921 => 0.00046756482738001
922 => 0.00047613275178888
923 => 0.00048282732016659
924 => 0.00047748746133906
925 => 0.00047627167899285
926 => 0.00048925305370441
927 => 0.00048760105544451
928 => 0.00048617043560568
929 => 0.00052304359717165
930 => 0.0004938556125435
1001 => 0.00048112798525371
1002 => 0.00046537512957173
1003 => 0.00047050433881458
1004 => 0.00047158513856581
1005 => 0.0004337023603163
1006 => 0.00041833332189847
1007 => 0.00041305924708347
1008 => 0.00041002394246296
1009 => 0.00041140716889349
1010 => 0.00039757323170903
1011 => 0.00040686986628919
1012 => 0.00039489084604105
1013 => 0.00039288252431335
1014 => 0.00041430249643286
1015 => 0.00041728296041963
1016 => 0.0004045673750945
1017 => 0.00041273283933951
1018 => 0.00040977192849582
1019 => 0.00039509619196134
1020 => 0.00039453568677313
1021 => 0.00038717191805721
1022 => 0.00037564904592338
1023 => 0.00037038278415829
1024 => 0.00036764006930725
1025 => 0.00036877176690923
1026 => 0.00036819954597115
1027 => 0.00036446541728501
1028 => 0.00036841358185643
1029 => 0.00035832765287068
1030 => 0.00035431135468071
1031 => 0.00035249728596571
1101 => 0.00034354544346645
1102 => 0.0003577918057852
1103 => 0.00036059851863293
1104 => 0.00036341076157202
1105 => 0.00038788941635696
1106 => 0.00038666653193986
1107 => 0.00039772081150153
1108 => 0.00039729126252528
1109 => 0.00039413840292684
1110 => 0.00038083700690123
1111 => 0.00038613870628245
1112 => 0.00036982089965406
1113 => 0.00038204730988304
1114 => 0.00037646768684163
1115 => 0.00038016083372015
1116 => 0.00037352022263495
1117 => 0.00037719541099361
1118 => 0.00036126409437131
1119 => 0.00034638765506909
1120 => 0.00035237436851464
1121 => 0.00035888261069368
1122 => 0.00037299413800711
1123 => 0.0003645894287568
1124 => 0.00036761208002046
1125 => 0.00035748670427293
1126 => 0.00033659516193519
1127 => 0.00033671340579601
1128 => 0.00033349969715434
1129 => 0.00033072258367879
1130 => 0.00036555481071786
1201 => 0.00036122287266952
1202 => 0.00035432049633954
1203 => 0.00036355960134676
1204 => 0.00036600256735497
1205 => 0.00036607211516282
1206 => 0.00037281272768027
1207 => 0.00037641019378915
1208 => 0.00037704426278315
1209 => 0.00038765076221992
1210 => 0.00039120592092802
1211 => 0.00040584911650177
1212 => 0.00037610497392391
1213 => 0.00037549241288119
1214 => 0.00036368961450125
1215 => 0.00035620409317382
1216 => 0.00036420215455068
1217 => 0.00037128734508632
1218 => 0.00036390977112108
1219 => 0.00036487312653185
1220 => 0.00035496933625346
1221 => 0.00035850947526134
1222 => 0.00036155871988315
1223 => 0.0003598751062293
1224 => 0.00035735465510167
1225 => 0.00037070644026084
1226 => 0.00036995308021609
1227 => 0.00038238656951253
1228 => 0.00039207936354645
1229 => 0.00040945058324942
1230 => 0.00039132280990721
1231 => 0.00039066216179525
]
'min_raw' => 0.00033072258367879
'max_raw' => 0.00095621625007198
'avg_raw' => 0.00064346941687539
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.00033'
'max' => '$0.000956'
'avg' => '$0.000643'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -5.8153638650165E-5
'max_diff' => -0.00032301033766258
'year' => 2030
]
5 => [
'items' => [
101 => 0.00039712010306098
102 => 0.00039120493225086
103 => 0.0003949431160181
104 => 0.00040884830405243
105 => 0.00040914209876408
106 => 0.00040422065881072
107 => 0.0004039211887423
108 => 0.00040486640512
109 => 0.00041040256696746
110 => 0.00040846806190889
111 => 0.00041070672013835
112 => 0.00041350619653384
113 => 0.00042508601785898
114 => 0.00042787787357717
115 => 0.00042109511159319
116 => 0.00042170751905698
117 => 0.00041917057988399
118 => 0.00041671992843064
119 => 0.00042222863500887
120 => 0.00043229590455448
121 => 0.00043223327659313
122 => 0.00043456868744796
123 => 0.00043602362906293
124 => 0.00042977795456912
125 => 0.00042571225013348
126 => 0.0004272712999216
127 => 0.00042976425448449
128 => 0.00042646286835605
129 => 0.00040608518382051
130 => 0.00041226647157706
131 => 0.00041123760304484
201 => 0.00040977236914027
202 => 0.00041598770177798
203 => 0.00041538821778267
204 => 0.00039743134468796
205 => 0.00039858088544255
206 => 0.00039750125206865
207 => 0.00040098976837194
208 => 0.00039101654092215
209 => 0.00039408423851499
210 => 0.00039600826968735
211 => 0.00039714153882897
212 => 0.00040123568405842
213 => 0.00040075528337019
214 => 0.00040120582167713
215 => 0.00040727635823815
216 => 0.0004379790490072
217 => 0.00043965012872409
218 => 0.00043142112102943
219 => 0.00043470844729345
220 => 0.00042839749972576
221 => 0.00043263408110762
222 => 0.00043553264249159
223 => 0.00042243460095873
224 => 0.00042165901994474
225 => 0.00041532202485151
226 => 0.00041872716706886
227 => 0.00041330934096266
228 => 0.00041463868598161
301 => 0.00041092172141842
302 => 0.00041761151759191
303 => 0.0004250917492031
304 => 0.00042698155111139
305 => 0.00042201029590157
306 => 0.00041841077950797
307 => 0.00041209121447523
308 => 0.00042260079196537
309 => 0.00042567411269706
310 => 0.00042258464911992
311 => 0.00042186875290298
312 => 0.00042051213086549
313 => 0.0004221565666814
314 => 0.00042565737473232
315 => 0.00042400645830528
316 => 0.00042509691769075
317 => 0.0004209412109902
318 => 0.00042978002214726
319 => 0.00044381818144043
320 => 0.00044386331641803
321 => 0.00044221239109194
322 => 0.00044153686801818
323 => 0.00044323081758928
324 => 0.00044414971574215
325 => 0.00044962763803786
326 => 0.0004555056669112
327 => 0.00048293586287817
328 => 0.00047523357361435
329 => 0.00049957127530591
330 => 0.00051881923748889
331 => 0.00052459085973619
401 => 0.00051928123884448
402 => 0.00050111731259405
403 => 0.00050022610371662
404 => 0.00052737067814662
405 => 0.00051970109256987
406 => 0.00051878881976994
407 => 0.00050908377848785
408 => 0.00051482065987831
409 => 0.00051356591976325
410 => 0.00051158525110763
411 => 0.000522530821166
412 => 0.00054301995119751
413 => 0.00053982652813625
414 => 0.00053744278595966
415 => 0.00052699792163874
416 => 0.00053328806290484
417 => 0.0005310482640797
418 => 0.00054067186124395
419 => 0.00053497105547263
420 => 0.00051964298791588
421 => 0.00052208403319627
422 => 0.00052171507411284
423 => 0.00052930822590507
424 => 0.00052702895021066
425 => 0.00052127000895244
426 => 0.00054294992157851
427 => 0.00054154214864259
428 => 0.00054353804880403
429 => 0.00054441670578037
430 => 0.00055761288655295
501 => 0.00056301893958479
502 => 0.00056424620826929
503 => 0.0005693815405304
504 => 0.00056411843652446
505 => 0.00058517460507777
506 => 0.00059917572850423
507 => 0.00061543875385528
508 => 0.00063920340498229
509 => 0.00064813913364136
510 => 0.0006465249742397
511 => 0.00066454306150198
512 => 0.00069692116379273
513 => 0.00065306951443803
514 => 0.00069924540768865
515 => 0.00068462665301183
516 => 0.00064996584865325
517 => 0.0006477341014766
518 => 0.00067120680060844
519 => 0.00072326698811929
520 => 0.00071022650160958
521 => 0.0007232883176836
522 => 0.00070805101541405
523 => 0.0007072943549263
524 => 0.00072254827592266
525 => 0.00075818989377861
526 => 0.00074125789714131
527 => 0.00071698172806585
528 => 0.00073490687353215
529 => 0.00071937845363534
530 => 0.00068438857747678
531 => 0.00071021652979531
601 => 0.00069294611361764
602 => 0.00069798653920411
603 => 0.00073428638522905
604 => 0.00072991869171785
605 => 0.00073557089155887
606 => 0.00072559490678329
607 => 0.00071627576393449
608 => 0.00069888089175857
609 => 0.00069373112766412
610 => 0.00069515433719072
611 => 0.00069373042239216
612 => 0.00068399815127686
613 => 0.00068189646825613
614 => 0.00067839357114473
615 => 0.00067947926543205
616 => 0.00067289279405393
617 => 0.00068532282637887
618 => 0.00068762994991145
619 => 0.00069667549085888
620 => 0.00069761462892747
621 => 0.00072280633171082
622 => 0.00070893116514712
623 => 0.0007182398248023
624 => 0.00071740717066623
625 => 0.00065071705338445
626 => 0.000659906363134
627 => 0.00067420204534003
628 => 0.00066776185988355
629 => 0.0006586569444194
630 => 0.00065130423700742
701 => 0.00064016413342533
702 => 0.00065584361529038
703 => 0.00067646046661591
704 => 0.00069813750630007
705 => 0.00072418104914467
706 => 0.00071836843356202
707 => 0.0006976506403821
708 => 0.00069858002544979
709 => 0.00070432511823873
710 => 0.00069688470108033
711 => 0.00069469037680613
712 => 0.0007040236517796
713 => 0.00070408792491486
714 => 0.00069552682576967
715 => 0.0006860127307344
716 => 0.00068597286632882
717 => 0.00068427992501255
718 => 0.00070835218591333
719 => 0.00072158949542866
720 => 0.00072310713163161
721 => 0.00072148734642031
722 => 0.00072211073746116
723 => 0.0007144082387184
724 => 0.00073201386673931
725 => 0.00074817053202745
726 => 0.00074384020059342
727 => 0.00073734841818092
728 => 0.00073217740080276
729 => 0.00074262207323642
730 => 0.00074215698841439
731 => 0.00074802941765092
801 => 0.00074776301033996
802 => 0.00074578833326095
803 => 0.00074384027111535
804 => 0.00075156411732367
805 => 0.00074933977365685
806 => 0.00074711197496993
807 => 0.00074264378364441
808 => 0.00074325108505435
809 => 0.00073676042353962
810 => 0.00073375754653044
811 => 0.00068860148122176
812 => 0.00067653430505429
813 => 0.0006803308843266
814 => 0.00068158081680118
815 => 0.00067632916626859
816 => 0.00068385868409399
817 => 0.00068268521671664
818 => 0.00068725049182647
819 => 0.00068439830613905
820 => 0.00068451536083455
821 => 0.00069290303079116
822 => 0.00069533800706326
823 => 0.0006940995584786
824 => 0.00069496692541576
825 => 0.00071495503038997
826 => 0.00071211336104625
827 => 0.00071060378084397
828 => 0.00071102194487666
829 => 0.00071612933424737
830 => 0.00071755912441805
831 => 0.00071150100299532
901 => 0.00071435804807986
902 => 0.00072652298343685
903 => 0.00073078002233609
904 => 0.00074436644700785
905 => 0.00073859469232785
906 => 0.00074918899783869
907 => 0.00078175228111413
908 => 0.00080776608500236
909 => 0.00078384271588083
910 => 0.00083161375388362
911 => 0.00086881035931719
912 => 0.00086738269164646
913 => 0.00086089660311614
914 => 0.00081854925675293
915 => 0.00077958059726615
916 => 0.00081217953562352
917 => 0.00081226263702143
918 => 0.00080946235930596
919 => 0.00079207007491491
920 => 0.00080885714550912
921 => 0.0008101896422112
922 => 0.00080944379839751
923 => 0.00079610917473325
924 => 0.00077574966904833
925 => 0.00077972786772539
926 => 0.00078624423831148
927 => 0.0007739073893347
928 => 0.00076996501857059
929 => 0.00077729463588781
930 => 0.00080091219007031
1001 => 0.00079644742825928
1002 => 0.00079633083528488
1003 => 0.00081543297966611
1004 => 0.00080175996678992
1005 => 0.00077977804555066
1006 => 0.00077422732053183
1007 => 0.00075452598613139
1008 => 0.00076813376797552
1009 => 0.00076862348781862
1010 => 0.00076117064477075
1011 => 0.00078038280268904
1012 => 0.00078020575927158
1013 => 0.00079844484386266
1014 => 0.00083331112331346
1015 => 0.00082299944881445
1016 => 0.00081100809327909
1017 => 0.00081231188611001
1018 => 0.00082661127543025
1019 => 0.00081796553822393
1020 => 0.00082107460560354
1021 => 0.00082660656948441
1022 => 0.00082994414064467
1023 => 0.00081183166098235
1024 => 0.00080760877555301
1025 => 0.00079897023399597
1026 => 0.00079671659974975
1027 => 0.00080375251159888
1028 => 0.00080189879740907
1029 => 0.0007685823287621
1030 => 0.00076510057241741
1031 => 0.0007652073529137
1101 => 0.00075645231103649
1102 => 0.00074309877072293
1103 => 0.0007781910773685
1104 => 0.00077537267402834
1105 => 0.0007722613748679
1106 => 0.00077264249126223
1107 => 0.00078787487218845
1108 => 0.00077903932199757
1109 => 0.00080253008029822
1110 => 0.00079770108658844
1111 => 0.00079274824741146
1112 => 0.00079206361417003
1113 => 0.00079015719364328
1114 => 0.0007836193683092
1115 => 0.0007757245513559
1116 => 0.00077051170936601
1117 => 0.00071075632279529
1118 => 0.00072184657496172
1119 => 0.00073460489917091
1120 => 0.00073900902156214
1121 => 0.00073147546545594
1122 => 0.00078391683902184
1123 => 0.00079349838330997
1124 => 0.00076447526067253
1125 => 0.00075904621943336
1126 => 0.00078427276606164
1127 => 0.00076905807462488
1128 => 0.00077590924924725
1129 => 0.00076110075710585
1130 => 0.00079119046987133
1201 => 0.00079096123667411
1202 => 0.00077925565880136
1203 => 0.00078914913306307
1204 => 0.00078742989844365
1205 => 0.00077421432985488
1206 => 0.00079160942696778
1207 => 0.00079161805471892
1208 => 0.0007803516905176
1209 => 0.00076719504365472
1210 => 0.00076484294594176
1211 => 0.00076307095627492
1212 => 0.00077547344841414
1213 => 0.00078659348408458
1214 => 0.00080728511357664
1215 => 0.00081248748085194
1216 => 0.00083279266666861
1217 => 0.00082070191715634
1218 => 0.00082606158981371
1219 => 0.00083188027265528
1220 => 0.0008346699631845
1221 => 0.00083012431217018
1222 => 0.00086166662369139
1223 => 0.00086432976121524
1224 => 0.00086522268819093
1225 => 0.00085458679821679
1226 => 0.00086403395787487
1227 => 0.0008596139447279
1228 => 0.00087111359102131
1229 => 0.00087291688239497
1230 => 0.00087138955875543
1231 => 0.00087196195190044
]
'min_raw' => 0.00039101654092215
'max_raw' => 0.00087291688239497
'avg_raw' => 0.00063196671165856
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.000391'
'max' => '$0.000872'
'avg' => '$0.000631'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 6.0293957243359E-5
'max_diff' => -8.3299367677017E-5
'year' => 2031
]
6 => [
'items' => [
101 => 0.00084504615346214
102 => 0.00084365042732096
103 => 0.00082461960234984
104 => 0.00083237480419433
105 => 0.00081787682606256
106 => 0.00082247428427387
107 => 0.00082450080004722
108 => 0.00082344226321098
109 => 0.00083281327167081
110 => 0.0008248460001094
111 => 0.00080381906051815
112 => 0.00078278639215126
113 => 0.00078252234413275
114 => 0.00077698481380919
115 => 0.00077298219363451
116 => 0.00077375324028074
117 => 0.00077647050923121
118 => 0.00077282426102339
119 => 0.000773602372948
120 => 0.00078652421542927
121 => 0.00078911559878452
122 => 0.00078030906562453
123 => 0.00074494956421052
124 => 0.00073627225387092
125 => 0.00074250933246448
126 => 0.00073952841061607
127 => 0.00059685714519312
128 => 0.00063037564273145
129 => 0.0006104600896748
130 => 0.00061963809279384
131 => 0.00059930947023047
201 => 0.0006090113544321
202 => 0.00060721977067614
203 => 0.00066111652283333
204 => 0.00066027499918095
205 => 0.0006606777920209
206 => 0.00064145144029885
207 => 0.00067207954064442
208 => 0.00068716804422551
209 => 0.00068437556378016
210 => 0.00068507837094663
211 => 0.00067300181531526
212 => 0.00066079471947746
213 => 0.00064725517153476
214 => 0.00067240997807359
215 => 0.00066961319299334
216 => 0.00067602801171592
217 => 0.00069234270185906
218 => 0.00069474510195612
219 => 0.0006979739520493
220 => 0.0006968166391361
221 => 0.00072438852798016
222 => 0.00072104939031596
223 => 0.0007290957513512
224 => 0.00071254377622283
225 => 0.00069381364523718
226 => 0.00069737363080343
227 => 0.00069703077556581
228 => 0.0006926658348799
229 => 0.00068872536159834
301 => 0.00068216558380602
302 => 0.00070292169140538
303 => 0.00070207903134195
304 => 0.00071572071828372
305 => 0.00071330941760849
306 => 0.0006972061615539
307 => 0.00069778129249421
308 => 0.00070164932446633
309 => 0.00071503662728626
310 => 0.0007190108902403
311 => 0.00071716985329299
312 => 0.0007215274511901
313 => 0.00072497151889439
314 => 0.00072195997306796
315 => 0.00076459711118214
316 => 0.00074689119878623
317 => 0.00075552093729105
318 => 0.00075757907907508
319 => 0.00075230719217335
320 => 0.00075345047567022
321 => 0.00075518223864187
322 => 0.00076569716429177
323 => 0.00079329137171537
324 => 0.00080551265834316
325 => 0.00084228100215052
326 => 0.00080449785061725
327 => 0.00080225595476748
328 => 0.0008088790437848
329 => 0.00083046595392419
330 => 0.00084796011703679
331 => 0.00085376394020372
401 => 0.00085453101124591
402 => 0.00086541936933795
403 => 0.00087166037314044
404 => 0.00086409723627332
405 => 0.00085768826967188
406 => 0.00083473214681572
407 => 0.00083738938054377
408 => 0.00085569508587812
409 => 0.00088155297286355
410 => 0.00090374172995166
411 => 0.00089597200057566
412 => 0.0009552495511404
413 => 0.00096112667815181
414 => 0.0009603146492291
415 => 0.00097370361919487
416 => 0.00094712924042914
417 => 0.00093576817865245
418 => 0.00085907396099597
419 => 0.00088062190784096
420 => 0.00091194311404669
421 => 0.00090779763495687
422 => 0.00088505133779202
423 => 0.00090372447484555
424 => 0.00089755055177267
425 => 0.00089268092248879
426 => 0.00091498963826234
427 => 0.00089046028887778
428 => 0.00091169841502261
429 => 0.00088446029856158
430 => 0.00089600749204498
501 => 0.0008894527465489
502 => 0.00089369447020425
503 => 0.0008688974403877
504 => 0.00088227731576284
505 => 0.00086834079358314
506 => 0.00086833418585704
507 => 0.00086802653635749
508 => 0.00088442279289791
509 => 0.00088495747423504
510 => 0.00087284061587831
511 => 0.0008710943872882
512 => 0.00087755110962128
513 => 0.0008699919787875
514 => 0.00087352884852802
515 => 0.00087009910696888
516 => 0.0008693269999025
517 => 0.00086317471943445
518 => 0.00086052414784833
519 => 0.00086156350526406
520 => 0.0008580156425787
521 => 0.00085587792697897
522 => 0.00086760129091918
523 => 0.00086133797048508
524 => 0.000866641347234
525 => 0.0008605974800891
526 => 0.00083964680337733
527 => 0.000827597847651
528 => 0.00078802396147121
529 => 0.00079924706650055
530 => 0.00080668799674614
531 => 0.00080422876934436
601 => 0.00080951214139805
602 => 0.00080983649753238
603 => 0.00080811881942012
604 => 0.00080612996821432
605 => 0.00080516190543771
606 => 0.00081237705225563
607 => 0.00081656568783411
608 => 0.00080743479364309
609 => 0.00080529555288892
610 => 0.00081452739104652
611 => 0.0008201588069896
612 => 0.00086173801829403
613 => 0.00085865769602151
614 => 0.00086638870044281
615 => 0.0008655183079869
616 => 0.00087362163226601
617 => 0.00088686714274199
618 => 0.00085993531644135
619 => 0.00086460975025465
620 => 0.00086346368703207
621 => 0.0008759761047823
622 => 0.00087601516718474
623 => 0.00086851334770186
624 => 0.00087258020574665
625 => 0.00087031019715446
626 => 0.00087441240949061
627 => 0.00085861655643958
628 => 0.00087785420039877
629 => 0.00088876070487723
630 => 0.00088891214170249
701 => 0.00089408173826591
702 => 0.00089933434777719
703 => 0.00090941627432821
704 => 0.00089905316831766
705 => 0.00088041094943271
706 => 0.0008817568574222
707 => 0.00087082693131088
708 => 0.00087101066534346
709 => 0.00087002987867803
710 => 0.00087297329329116
711 => 0.0008592624704246
712 => 0.00086248037314658
713 => 0.00085797529049179
714 => 0.00086459995708479
715 => 0.00085747291092734
716 => 0.00086346313436568
717 => 0.00086604831622262
718 => 0.00087558769292969
719 => 0.00085606393723148
720 => 0.00081625367772076
721 => 0.00082462227692265
722 => 0.00081224446136377
723 => 0.00081339007531941
724 => 0.00081570439783292
725 => 0.00080820292136744
726 => 0.00080963396667836
727 => 0.00080958283966975
728 => 0.00080914225473053
729 => 0.00080719083098109
730 => 0.00080436088046698
731 => 0.00081563453230235
801 => 0.00081755014543071
802 => 0.00082180831612077
803 => 0.00083447774374965
804 => 0.00083321176916385
805 => 0.00083527662623807
806 => 0.00083076905483872
807 => 0.0008135991686286
808 => 0.00081453157605663
809 => 0.00080290444048835
810 => 0.00082151098412293
811 => 0.00081710470899589
812 => 0.00081426395475696
813 => 0.00081348882864347
814 => 0.0008261896613329
815 => 0.00082998994953473
816 => 0.0008276218649552
817 => 0.00082276485439452
818 => 0.0008320917505173
819 => 0.0008345872344496
820 => 0.00083514588127213
821 => 0.00085167135294674
822 => 0.00083606947156365
823 => 0.00083982499948193
824 => 0.00086912455623758
825 => 0.00084255390132266
826 => 0.0008566289698274
827 => 0.00085594006846722
828 => 0.0008631403972399
829 => 0.00085534943134601
830 => 0.00085544600970565
831 => 0.00086183941386327
901 => 0.00085286103078041
902 => 0.00085063785686581
903 => 0.00084756655802546
904 => 0.00085427262668214
905 => 0.00085829261155242
906 => 0.00089069073725336
907 => 0.0009116214039902
908 => 0.00091071274854645
909 => 0.00091901615837063
910 => 0.00091527539619432
911 => 0.00090319548836381
912 => 0.00092381441804267
913 => 0.00091728972595961
914 => 0.00091782761364744
915 => 0.00091780759344084
916 => 0.00092214594327758
917 => 0.00091907182481432
918 => 0.00091301242177145
919 => 0.00091703493629181
920 => 0.00092898036634201
921 => 0.00096605934774839
922 => 0.00098680923697457
923 => 0.00096481017836265
924 => 0.00097998483441402
925 => 0.000970885448066
926 => 0.00096923181888327
927 => 0.0009787626242818
928 => 0.00098831011209352
929 => 0.00098770197839483
930 => 0.00098077099251246
1001 => 0.00097685585445476
1002 => 0.0010065025914951
1003 => 0.0010283458023275
1004 => 0.0010268562417875
1005 => 0.0010334306775801
1006 => 0.0010527334244069
1007 => 0.0010544982256668
1008 => 0.0010542759012716
1009 => 0.0010499016572108
1010 => 0.0010689077182402
1011 => 0.0010847629087308
1012 => 0.0010488891460948
1013 => 0.0010625494052846
1014 => 0.0010686819357409
1015 => 0.0010776863098906
1016 => 0.0010928781983895
1017 => 0.0011093806187487
1018 => 0.0011117142419273
1019 => 0.0011100584246079
1020 => 0.0010991746347722
1021 => 0.001117231780044
1022 => 0.0011278092322521
1023 => 0.0011341078629813
1024 => 0.0011500801425184
1025 => 0.0010687198081612
1026 => 0.0010111289196323
1027 => 0.001002135270766
1028 => 0.0010204242093934
1029 => 0.0010252468566579
1030 => 0.0010233028535926
1031 => 0.00095847907261876
1101 => 0.0010017939869747
1102 => 0.0010483971928003
1103 => 0.0010501874117336
1104 => 0.0010735179509969
1105 => 0.0010811153309322
1106 => 0.0010998994730429
1107 => 0.0010987245198395
1108 => 0.0011032981595225
1109 => 0.0011022467589638
1110 => 0.001137040426756
1111 => 0.0011754230092406
1112 => 0.0011740939424583
1113 => 0.001168575992104
1114 => 0.0011767710893304
1115 => 0.001216386027782
1116 => 0.0012127389190658
1117 => 0.0012162817745236
1118 => 0.0012629900195581
1119 => 0.0013237173822733
1120 => 0.0012955034253645
1121 => 0.0013567195935091
1122 => 0.0013952519264265
1123 => 0.0014618896118895
1124 => 0.001453546245472
1125 => 0.0014794878074128
1126 => 0.0014386098782716
1127 => 0.0013447458901707
1128 => 0.0013298915547569
1129 => 0.0013596303104271
1130 => 0.0014327401393771
1201 => 0.0013573278217377
1202 => 0.0013725836353789
1203 => 0.0013681899600239
1204 => 0.0013679558397362
1205 => 0.0013768912588836
1206 => 0.0013639299673702
1207 => 0.0013111233340529
1208 => 0.0013353243029108
1209 => 0.0013259791466088
1210 => 0.0013363482942534
1211 => 0.0013923063075296
1212 => 0.0013675659359878
1213 => 0.001341503964313
1214 => 0.0013741914604077
1215 => 0.0014158138755785
1216 => 0.0014132092196398
1217 => 0.0014081550984569
1218 => 0.0014366449149394
1219 => 0.0014837017450354
1220 => 0.0014964210171207
1221 => 0.00150581012374
1222 => 0.0015071047229125
1223 => 0.0015204398989787
1224 => 0.0014487332963741
1225 => 0.0015625335162637
1226 => 0.001582183670571
1227 => 0.0015784902559767
1228 => 0.0016003305754843
1229 => 0.0015939045994498
1230 => 0.0015845943683804
1231 => 0.0016192159203692
]
'min_raw' => 0.00059685714519312
'max_raw' => 0.0016192159203692
'avg_raw' => 0.0011080365327812
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.000596'
'max' => '$0.001619'
'avg' => '$0.001108'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.00020584060427098
'max_diff' => 0.00074629903797427
'year' => 2032
]
7 => [
'items' => [
101 => 0.0015795251048292
102 => 0.0015231889891049
103 => 0.0014922818818165
104 => 0.0015329828538991
105 => 0.0015578375172817
106 => 0.0015742648687242
107 => 0.001579235775345
108 => 0.0014542996758118
109 => 0.0013869660474371
110 => 0.0014301261312437
111 => 0.0014827844122375
112 => 0.0014484407769644
113 => 0.001449786982446
114 => 0.0014008219838952
115 => 0.0014871167281148
116 => 0.001474544309735
117 => 0.0015397700385295
118 => 0.0015242033948835
119 => 0.0015773924446671
120 => 0.0015633859852999
121 => 0.0016215260150426
122 => 0.0016447196469854
123 => 0.001683665364818
124 => 0.0017123139933932
125 => 0.0017291370160535
126 => 0.0017281270248746
127 => 0.0017947882218513
128 => 0.001755480442959
129 => 0.001706100608538
130 => 0.0017052074831247
131 => 0.001730781999089
201 => 0.0017843791685243
202 => 0.0017982761347518
203 => 0.001806042643014
204 => 0.0017941479652564
205 => 0.0017514821884826
206 => 0.0017330593223921
207 => 0.001748756138063
208 => 0.0017295602813402
209 => 0.0017626977154499
210 => 0.0018082024902565
211 => 0.0017988059342043
212 => 0.0018302172122763
213 => 0.0018627245805181
214 => 0.001909211577101
215 => 0.0019213649994163
216 => 0.0019414541443501
217 => 0.0019621324734275
218 => 0.0019687737954305
219 => 0.0019814541398155
220 => 0.0019813873081414
221 => 0.0020196003794312
222 => 0.0020617505804241
223 => 0.0020776613055195
224 => 0.002114247140554
225 => 0.0020515951801781
226 => 0.0020991174118171
227 => 0.0021419836543141
228 => 0.0020908767528414
301 => 0.0021613157101406
302 => 0.0021640506952345
303 => 0.0022053457230273
304 => 0.0021634853011892
305 => 0.0021386287163249
306 => 0.0022103887454639
307 => 0.0022451111631446
308 => 0.0022346524883588
309 => 0.0021550614568302
310 => 0.0021087360626607
311 => 0.0019874935706179
312 => 0.0021311105397285
313 => 0.0022010621760179
314 => 0.0021548802989913
315 => 0.0021781717515242
316 => 0.0023052423642644
317 => 0.002353622626383
318 => 0.0023435598700659
319 => 0.0023452603102364
320 => 0.0023713654215117
321 => 0.0024871298612539
322 => 0.0024177611255617
323 => 0.0024707909248014
324 => 0.002498917739105
325 => 0.0025250434917546
326 => 0.0024608869003762
327 => 0.0023774201176404
328 => 0.0023509826838507
329 => 0.0021502884214664
330 => 0.0021398414135382
331 => 0.0021339771914115
401 => 0.0020970041004128
402 => 0.0020679533786697
403 => 0.0020448511661555
404 => 0.0019842240616136
405 => 0.0020046839296692
406 => 0.0019080569788895
407 => 0.0019698754777495
408 => 0.0018156565311658
409 => 0.0019440946525214
410 => 0.0018741916224324
411 => 0.0019211296271012
412 => 0.0019209658648248
413 => 0.0018345381165215
414 => 0.0017846883950012
415 => 0.0018164545777341
416 => 0.0018505104472265
417 => 0.0018560358974739
418 => 0.0019001902212199
419 => 0.0019125127438834
420 => 0.0018751749249295
421 => 0.0018124606862822
422 => 0.0018270277735605
423 => 0.0017843931934425
424 => 0.0017096777317011
425 => 0.0017633396807306
426 => 0.0017816622294786
427 => 0.0017897545108183
428 => 0.0017162804353244
429 => 0.0016931932856044
430 => 0.0016809018808135
501 => 0.0018029761057839
502 => 0.0018096636073948
503 => 0.0017754494036362
504 => 0.001930100848949
505 => 0.001895098463877
506 => 0.001934204703795
507 => 0.001825705963075
508 => 0.0018298507610834
509 => 0.0017784857184571
510 => 0.0018072467101145
511 => 0.0017869193682211
512 => 0.0018049231062102
513 => 0.0018157144725287
514 => 0.0018670710866569
515 => 0.0019446810625595
516 => 0.0018594001210983
517 => 0.0018222419936581
518 => 0.0018452946869368
519 => 0.0019066870469863
520 => 0.0019996996150784
521 => 0.0019446343027155
522 => 0.0019690713532725
523 => 0.0019744097616905
524 => 0.0019338066389827
525 => 0.0020011967101283
526 => 0.0020373115967311
527 => 0.0020743579974629
528 => 0.0021065243492017
529 => 0.0020595608503428
530 => 0.0021098185260749
531 => 0.0020693197111089
601 => 0.0020329880873938
602 => 0.0020330431874699
603 => 0.0020102518291931
604 => 0.0019660907006359
605 => 0.0019579467109767
606 => 0.0020003127736565
607 => 0.0020342863438446
608 => 0.0020370845698077
609 => 0.0020558940838889
610 => 0.0020670253605688
611 => 0.0021761270042682
612 => 0.0022200085879003
613 => 0.0022736661577297
614 => 0.0022945688051532
615 => 0.002357478279884
616 => 0.0023066737697811
617 => 0.002295681894445
618 => 0.0021430840862803
619 => 0.0021680719688186
620 => 0.0022080799797345
621 => 0.0021437438036445
622 => 0.0021845502992271
623 => 0.0021926063658549
624 => 0.0021415576849995
625 => 0.0021688249911277
626 => 0.0020964111102441
627 => 0.0019462594872785
628 => 0.0020013638718078
629 => 0.0020419392467566
630 => 0.001984033183797
701 => 0.002087827560378
702 => 0.0020271930283302
703 => 0.0020079747926419
704 => 0.001932997603426
705 => 0.0019683839505992
706 => 0.0020162444918347
707 => 0.0019866722417363
708 => 0.0020480391009861
709 => 0.0021349509396275
710 => 0.0021968894915328
711 => 0.002201644364454
712 => 0.0021618220251396
713 => 0.0022256375780337
714 => 0.0022261024046675
715 => 0.0021541182003087
716 => 0.0021100282759487
717 => 0.0021000109523681
718 => 0.0021250361906844
719 => 0.0021554214499142
720 => 0.0022033305348706
721 => 0.0022322809915238
722 => 0.0023077684283395
723 => 0.0023281931643475
724 => 0.0023506337568271
725 => 0.0023806213088024
726 => 0.0024166290535992
727 => 0.0023378461579058
728 => 0.0023409763492214
729 => 0.0022676148075752
730 => 0.0021892174792169
731 => 0.0022487112790759
801 => 0.002326491508263
802 => 0.002308648637748
803 => 0.0023066409503183
804 => 0.002310017323689
805 => 0.0022965643820143
806 => 0.0022357172254091
807 => 0.0022051601642853
808 => 0.0022445865690727
809 => 0.0022655399485498
810 => 0.0022980368127921
811 => 0.0022940308883486
812 => 0.0023777393207283
813 => 0.0024102658863394
814 => 0.0024019441989659
815 => 0.0024034755897152
816 => 0.0024623633830829
817 => 0.0025278587205062
818 => 0.0025892037468741
819 => 0.0026516065425256
820 => 0.0025763775367451
821 => 0.0025381808870898
822 => 0.0025775900795422
823 => 0.0025566790073024
824 => 0.0026768402310193
825 => 0.0026851599334393
826 => 0.0028053124681321
827 => 0.0029193515310532
828 => 0.0028477256388545
829 => 0.0029152656290968
830 => 0.0029883156351601
831 => 0.0031292409487925
901 => 0.0030817822609734
902 => 0.0030454296498765
903 => 0.0030110766080444
904 => 0.0030825598347052
905 => 0.0031745218638318
906 => 0.0031943296041044
907 => 0.003226425710485
908 => 0.0031926805791509
909 => 0.0032333228729385
910 => 0.0033768080291376
911 => 0.0033380370733541
912 => 0.0032829760833994
913 => 0.0033962438337577
914 => 0.0034372349922951
915 => 0.0037249324101473
916 => 0.0040881622843732
917 => 0.0039377827313477
918 => 0.003844437290067
919 => 0.0038663756829514
920 => 0.0039990149369115
921 => 0.004041614455524
922 => 0.0039258142790006
923 => 0.0039667168590241
924 => 0.0041920940964069
925 => 0.0043130017532953
926 => 0.0041487929151761
927 => 0.0036957472434223
928 => 0.0032780184436893
929 => 0.0033888189319515
930 => 0.003376257595122
1001 => 0.0036183973203069
1002 => 0.0033371123988811
1003 => 0.0033418485155625
1004 => 0.0035889954338338
1005 => 0.0035230608732098
1006 => 0.0034162553292596
1007 => 0.0032787982423582
1008 => 0.0030246961039795
1009 => 0.0027996307538551
1010 => 0.0032410357349036
1011 => 0.003222001549478
1012 => 0.0031944372282733
1013 => 0.0032557786423432
1014 => 0.0035536351370021
1015 => 0.0035467685807329
1016 => 0.0035030870530955
1017 => 0.0035362191068171
1018 => 0.0034104471200511
1019 => 0.0034428614248156
1020 => 0.0032779522733132
1021 => 0.0033524980970068
1022 => 0.0034160261725311
1023 => 0.0034287803742418
1024 => 0.0034575162419418
1025 => 0.0032119713986787
1026 => 0.003322213824486
1027 => 0.0033869709213293
1028 => 0.0030943960019076
1029 => 0.0033811876558725
1030 => 0.0032076970092455
1031 => 0.0031488116780382
1101 => 0.0032280930189563
1102 => 0.0031971970032969
1103 => 0.0031706344233078
1104 => 0.0031558120472709
1105 => 0.0032140275140788
1106 => 0.0032113116929697
1107 => 0.0031160598901367
1108 => 0.0029918077963011
1109 => 0.0030335108774283
1110 => 0.0030183597570863
1111 => 0.0029634501424336
1112 => 0.0030004525928974
1113 => 0.0028375125275666
1114 => 0.0025571826140526
1115 => 0.0027423771416574
1116 => 0.0027352473537975
1117 => 0.0027316521914484
1118 => 0.0028708207605426
1119 => 0.0028574429137894
1120 => 0.002833161990936
1121 => 0.0029630042042441
1122 => 0.0029156100497624
1123 => 0.0030616676664077
1124 => 0.0031578706591447
1125 => 0.0031334704683458
1126 => 0.0032239498480043
1127 => 0.0030344716321891
1128 => 0.0030974086949363
1129 => 0.0031103799363416
1130 => 0.0029614019714868
1201 => 0.0028596316949649
1202 => 0.0028528447777869
1203 => 0.002676389143106
1204 => 0.0027706503188524
1205 => 0.0028535962527168
1206 => 0.0028138715872603
1207 => 0.0028012959449173
1208 => 0.0028655421743233
1209 => 0.0028705346565799
1210 => 0.0027567055320502
1211 => 0.0027803742115395
1212 => 0.0028790765396004
1213 => 0.0027778871661164
1214 => 0.0025812927426274
1215 => 0.0025325346074715
1216 => 0.002526029373451
1217 => 0.0023937934438519
1218 => 0.0025357928592087
1219 => 0.0024738063090578
1220 => 0.0026696210782718
1221 => 0.0025577727322724
1222 => 0.0025529511736248
1223 => 0.0025456626805602
1224 => 0.0024318417533568
1225 => 0.002456761302717
1226 => 0.0025395976801451
1227 => 0.00256915463283
1228 => 0.002566071600512
1229 => 0.0025391917367044
1230 => 0.0025514972007083
1231 => 0.0025118570136439
]
'min_raw' => 0.0013869660474371
'max_raw' => 0.0043130017532953
'avg_raw' => 0.0028499839003662
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.001386'
'max' => '$0.004313'
'avg' => '$0.002849'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.000790108902244
'max_diff' => 0.0026937858329261
'year' => 2033
]
8 => [
'items' => [
101 => 0.0024978592385523
102 => 0.0024536784099718
103 => 0.0023887447972239
104 => 0.0023977742143375
105 => 0.0022691237366798
106 => 0.0021990281284543
107 => 0.0021796265879428
108 => 0.0021536820371245
109 => 0.0021825570939935
110 => 0.0022687592860407
111 => 0.0021647811536166
112 => 0.0019865179387933
113 => 0.0019972318617499
114 => 0.0020213028656412
115 => 0.0019764467091355
116 => 0.0019339941214947
117 => 0.001970903202161
118 => 0.001895370728038
119 => 0.0020304306042783
120 => 0.0020267776131269
121 => 0.0020771195829426
122 => 0.0021085994497895
123 => 0.0020360485484352
124 => 0.0020178021929431
125 => 0.002028196146282
126 => 0.0018564072504067
127 => 0.0020630807651437
128 => 0.0020648680862815
129 => 0.0020495639575859
130 => 0.0021596112238545
131 => 0.0023918452802843
201 => 0.0023044694866621
202 => 0.0022706349384243
203 => 0.0022063154374912
204 => 0.0022920173535704
205 => 0.0022854367835737
206 => 0.0022556769504415
207 => 0.0022376781105067
208 => 0.002270841524961
209 => 0.0022335687964526
210 => 0.0022268735902264
211 => 0.0021863079249519
212 => 0.002171827828069
213 => 0.0021611073408062
214 => 0.0021493051377032
215 => 0.0021753378568227
216 => 0.0021163442904086
217 => 0.0020452038325238
218 => 0.0020392892732011
219 => 0.0020556198915044
220 => 0.0020483948085767
221 => 0.0020392546822837
222 => 0.002021803692025
223 => 0.0020166263559967
224 => 0.0020334501864024
225 => 0.0020144570627646
226 => 0.0020424824513012
227 => 0.0020348610963347
228 => 0.001992288827029
301 => 0.0019392280172012
302 => 0.0019387556646949
303 => 0.0019273238002547
304 => 0.0019127636020978
305 => 0.0019087132880627
306 => 0.0019677948223351
307 => 0.0020900918301174
308 => 0.0020660820011704
309 => 0.0020834315632109
310 => 0.0021687742369573
311 => 0.0021959021065976
312 => 0.0021766473872857
313 => 0.0021502903399123
314 => 0.0021514499162325
315 => 0.0022415199259283
316 => 0.0022471374819509
317 => 0.0022613312337278
318 => 0.0022795742159148
319 => 0.0021797542460371
320 => 0.0021467484046279
321 => 0.0021311084058738
322 => 0.0020829432631526
323 => 0.0021348852402102
324 => 0.002104620874556
325 => 0.0021087045714607
326 => 0.0021060450584942
327 => 0.0021074973324094
328 => 0.0020303928522903
329 => 0.0020584856723535
330 => 0.0020117759103064
331 => 0.0019492367823421
401 => 0.0019490271292561
402 => 0.0019643334922263
403 => 0.0019552286685936
404 => 0.0019307278223044
405 => 0.0019342080518791
406 => 0.0019037175787356
407 => 0.0019379101473665
408 => 0.001938890667888
409 => 0.0019257246664833
410 => 0.0019784030361244
411 => 0.0019999854071479
412 => 0.0019913192629802
413 => 0.0019993773673709
414 => 0.002067079717961
415 => 0.0020781181551678
416 => 0.0020830206998169
417 => 0.0020764519394499
418 => 0.0020006148420567
419 => 0.0020039785398103
420 => 0.0019792979575428
421 => 0.0019584454663024
422 => 0.0019592794565951
423 => 0.0019700003477267
424 => 0.0020168191080708
425 => 0.0021153464290981
426 => 0.0021190854689086
427 => 0.0021236172942343
428 => 0.0021051840831215
429 => 0.0020996244502679
430 => 0.0021069590410649
501 => 0.0021439607225223
502 => 0.0022391390930894
503 => 0.0022054967001813
504 => 0.0021781449110721
505 => 0.0022021398041103
506 => 0.0021984459784052
507 => 0.0021672663721198
508 => 0.0021663912644183
509 => 0.0021065476312335
510 => 0.0020844248026187
511 => 0.0020659373111631
512 => 0.0020457494531218
513 => 0.0020337814141718
514 => 0.0020521697613755
515 => 0.0020563753939455
516 => 0.0020161689514114
517 => 0.0020106889618619
518 => 0.0020435224107516
519 => 0.0020290736340496
520 => 0.0020439345592
521 => 0.0020473824213096
522 => 0.0020468272360989
523 => 0.0020317410537906
524 => 0.0020413565365175
525 => 0.0020186130533551
526 => 0.0019938829313766
527 => 0.0019781066542954
528 => 0.0019643397601226
529 => 0.0019719784331463
530 => 0.0019447479585835
531 => 0.0019360363817296
601 => 0.0020380990273248
602 => 0.0021134938009844
603 => 0.0021123975311158
604 => 0.0021057242702283
605 => 0.002095809158171
606 => 0.0021432353703179
607 => 0.002126713026323
608 => 0.0021387344120673
609 => 0.0021417943592752
610 => 0.0021510558978764
611 => 0.0021543661018702
612 => 0.0021443603663165
613 => 0.0021107798957005
614 => 0.0020271005556609
615 => 0.0019881475969843
616 => 0.0019752924718083
617 => 0.001975759731193
618 => 0.0019628706314227
619 => 0.001966667048954
620 => 0.0019615503923361
621 => 0.0019518606825539
622 => 0.0019713801208721
623 => 0.0019736295543021
624 => 0.0019690734841587
625 => 0.0019701466036097
626 => 0.0019324242887455
627 => 0.001935292234416
628 => 0.0019193231484814
629 => 0.0019163291373789
630 => 0.0018759606787235
701 => 0.001804442102714
702 => 0.0018440703362994
703 => 0.0017962050027011
704 => 0.0017780776755892
705 => 0.001863889622759
706 => 0.001855276483316
707 => 0.0018405345326315
708 => 0.0018187281150773
709 => 0.0018106399026872
710 => 0.0017614984846222
711 => 0.0017585949474836
712 => 0.0017829507612066
713 => 0.0017717113912058
714 => 0.0017559270590425
715 => 0.0016987578079789
716 => 0.001634480641695
717 => 0.0016364207653133
718 => 0.001656866135989
719 => 0.0017163138086626
720 => 0.0016930865744938
721 => 0.0016762349496026
722 => 0.0016730791468184
723 => 0.0017125806257826
724 => 0.0017684834943326
725 => 0.0017947118695001
726 => 0.0017687203462767
727 => 0.0017388626838807
728 => 0.0017406799814437
729 => 0.0017527696479664
730 => 0.0017540401009793
731 => 0.0017346058321767
801 => 0.0017400764650078
802 => 0.0017317660734923
803 => 0.0016807652161015
804 => 0.0016798427723168
805 => 0.0016673263394132
806 => 0.0016669473467992
807 => 0.0016456537720597
808 => 0.0016426746537581
809 => 0.0016003949686851
810 => 0.0016282235854348
811 => 0.0016095576103871
812 => 0.0015814235831317
813 => 0.0015765732662285
814 => 0.0015764274598455
815 => 0.0016053148151834
816 => 0.0016278860198686
817 => 0.0016098823130146
818 => 0.0016057832179511
819 => 0.0016495508291218
820 => 0.0016439810016497
821 => 0.0016391575669804
822 => 0.001763478005602
823 => 0.0016650686775882
824 => 0.0016221565935661
825 => 0.0015690447408051
826 => 0.0015863382278773
827 => 0.0015899822196976
828 => 0.0014622577879382
829 => 0.0014104400018805
830 => 0.0013926580904176
831 => 0.0013824243489714
901 => 0.0013870879934557
902 => 0.0013404459083836
903 => 0.0013717901609409
904 => 0.0013314020578259
905 => 0.0013246308609044
906 => 0.0013968497924
907 => 0.0014068986348207
908 => 0.0013640271511232
909 => 0.0013915575839198
910 => 0.0013815746662861
911 => 0.0013320943959329
912 => 0.0013302046135576
913 => 0.00130537715321
914 => 0.0012665269853095
915 => 0.0012487714160899
916 => 0.0012395241614793
917 => 0.001243339758957
918 => 0.0012414104761131
919 => 0.0012288206005392
920 => 0.0012421321130438
921 => 0.0012081266992913
922 => 0.0011945854695348
923 => 0.001188469210208
924 => 0.001158287448224
925 => 0.001206320053431
926 => 0.0012157830817555
927 => 0.0012252647551692
928 => 0.0013077962488217
929 => 0.0013036732086304
930 => 0.0013409434839577
1001 => 0.0013394952295942
1002 => 0.0013288651433324
1003 => 0.0012840185579582
1004 => 0.0013018936075748
1005 => 0.0012468769832543
1006 => 0.0012880991789621
1007 => 0.0012692870903211
1008 => 0.0012817387928693
1009 => 0.0012593495089629
1010 => 0.0012717406631076
1011 => 0.0012180271168265
1012 => 0.0011678701630792
1013 => 0.0011880547854399
1014 => 0.0012099977783375
1015 => 0.0012575757779101
1016 => 0.0012292387138746
1017 => 0.0012394297936448
1018 => 0.0012052913823808
1019 => 0.0011348540887882
1020 => 0.0011352527562205
1021 => 0.0011244175131611
1022 => 0.0011150542811865
1023 => 0.0012324935665571
1024 => 0.0012178881349809
1025 => 0.0011946162912758
1026 => 0.0012257665788614
1027 => 0.0012340032093205
1028 => 0.0012342376946104
1029 => 0.0012569641403275
1030 => 0.0012690932484806
1031 => 0.0012712310563632
1101 => 0.0013069916097364
1102 => 0.001318978075534
1103 => 0.0013683486317662
1104 => 0.0012680641783952
1105 => 0.001265998886072
1106 => 0.001226204927289
1107 => 0.0012009669695111
1108 => 0.00122793299185
1109 => 0.0012518212064131
1110 => 0.0012269472007036
1111 => 0.0012301952207303
1112 => 0.0011968039003462
1113 => 0.0012087397261759
1114 => 0.0012190204673098
1115 => 0.0012133440463296
1116 => 0.0012048461693806
1117 => 0.0012498626452366
1118 => 0.0012473226392478
1119 => 0.0012892430164892
1120 => 0.0013219229483039
1121 => 0.0013804912283523
1122 => 0.0013193721748883
1123 => 0.0013171447536538
1124 => 0.0013389181535103
1125 => 0.0013189747421399
1126 => 0.0013315782897028
1127 => 0.0013784606019898
1128 => 0.0013794511513722
1129 => 0.0013628581729655
1130 => 0.0013618484887215
1201 => 0.0013650353517318
1202 => 0.001383700907923
1203 => 0.0013771785890552
1204 => 0.0013847263815739
1205 => 0.0013941650116945
1206 => 0.0014332071877695
1207 => 0.0014426201242446
1208 => 0.0014197515686583
1209 => 0.0014218163431794
1210 => 0.0014132628756342
1211 => 0.0014050003331602
1212 => 0.0014235733219943
1213 => 0.0014575158241417
1214 => 0.0014573046695974
1215 => 0.0014651786703476
1216 => 0.0014700841075833
1217 => 0.0014490263799684
1218 => 0.0014353185736052
1219 => 0.0014405750188152
1220 => 0.0014489801891765
1221 => 0.0014378493353491
1222 => 0.001369144549213
1223 => 0.0013899851924479
1224 => 0.0013865162903583
1225 => 0.0013815761519496
1226 => 0.0014025315798783
1227 => 0.0014005103777335
1228 => 0.0013399675263859
1229 => 0.0013438432832983
1230 => 0.0013402032240006
1231 => 0.0013519650002776
]
'min_raw' => 0.0011150542811865
'max_raw' => 0.0024978592385523
'avg_raw' => 0.0018064567598694
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.001115'
'max' => '$0.002497'
'avg' => '$0.0018064'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.00027191176625066
'max_diff' => -0.001815142514743
'year' => 2034
]
9 => [
'items' => [
101 => 0.0013183395676221
102 => 0.0013286825242362
103 => 0.0013351695296654
104 => 0.0013389904256987
105 => 0.0013527941221839
106 => 0.001351174417723
107 => 0.0013526934390804
108 => 0.0013731606769272
109 => 0.0014766769424485
110 => 0.001482311104385
111 => 0.0014545664304115
112 => 0.0014656498804244
113 => 0.0014443720800837
114 => 0.0014586560100013
115 => 0.0014684287120785
116 => 0.0014242677505744
117 => 0.0014216528250363
118 => 0.0014002872036447
119 => 0.0014117678783699
120 => 0.0013935012993923
121 => 0.0013979832789356
122 => 0.0013854512734006
123 => 0.0014080063882662
124 => 0.0014332265113964
125 => 0.001439598110472
126 => 0.0014228371764501
127 => 0.0014107011556189
128 => 0.0013893943008931
129 => 0.0014248280751563
130 => 0.0014351899905756
131 => 0.0014247736484258
201 => 0.0014223599543482
202 => 0.0014177860084324
203 => 0.0014233303385966
204 => 0.0014351335573589
205 => 0.0014295673773618
206 => 0.0014332439373134
207 => 0.0014192326820303
208 => 0.0014490333509524
209 => 0.0014963639851223
210 => 0.0014965161608505
211 => 0.0014909499508497
212 => 0.001488672377643
213 => 0.0014943836468897
214 => 0.0014974817761676
215 => 0.0015159509736439
216 => 0.0015357691583812
217 => 0.001628251979199
218 => 0.0016022831731893
219 => 0.0016843394336465
220 => 0.0017492352819962
221 => 0.0017686947093648
222 => 0.0017507929518225
223 => 0.0016895520063043
224 => 0.0016865472333519
225 => 0.0017780670612163
226 => 0.0017522085179709
227 => 0.0017491327265331
228 => 0.0017164115022662
301 => 0.0017357537984104
302 => 0.0017315233545093
303 => 0.001724845391851
304 => 0.0017617491454981
305 => 0.0018308296779047
306 => 0.001820062829096
307 => 0.00181202587592
308 => 0.0017768102866249
309 => 0.0017980179370672
310 => 0.0017904662989505
311 => 0.0018229129286879
312 => 0.0018036922640123
313 => 0.0017520126140732
314 => 0.0017602427686644
315 => 0.0017589987973547
316 => 0.0017845996387592
317 => 0.0017769149016215
318 => 0.001757498229093
319 => 0.0018305935681549
320 => 0.0018258471634139
321 => 0.0018325764801575
322 => 0.0018355389334991
323 => 0.0018800307783018
324 => 0.0018982576635372
325 => 0.0019023954855922
326 => 0.0019197096168479
327 => 0.0019019646942337
328 => 0.001972957036606
329 => 0.0020201628017655
330 => 0.0020749947271847
331 => 0.0021551189076544
401 => 0.0021852463407011
402 => 0.0021798040895814
403 => 0.0022405533287689
404 => 0.002349718361209
405 => 0.0022018694637853
406 => 0.0023575547117776
407 => 0.0023082665597359
408 => 0.0021914052379009
409 => 0.0021838807464792
410 => 0.0022630205904137
411 => 0.0024385451473327
412 => 0.0023945782366076
413 => 0.002438617061448
414 => 0.0023872434330117
415 => 0.0023846922993489
416 => 0.0024361219589829
417 => 0.0025562901620025
418 => 0.0024992027531856
419 => 0.0024173539542397
420 => 0.002477789833673
421 => 0.0024254346818313
422 => 0.0023074638714476
423 => 0.0023945446159395
424 => 0.0023363162020146
425 => 0.0023533103487906
426 => 0.002475697814038
427 => 0.0024609718304224
428 => 0.0024800286168104
429 => 0.0024463938876385
430 => 0.002414973746882
501 => 0.0023563257208697
502 => 0.0023389629316802
503 => 0.0023437613819645
504 => 0.0023389605538065
505 => 0.0023061475222558
506 => 0.0022990615512166
507 => 0.0022872512890411
508 => 0.0022909117831315
509 => 0.0022687050350275
510 => 0.0023106137568481
511 => 0.0023183923849165
512 => 0.0023488900577602
513 => 0.002352056427327
514 => 0.0024369920120896
515 => 0.0023902109192869
516 => 0.0024215957152242
517 => 0.0024187883636704
518 => 0.0021939379770995
519 => 0.0022249203764972
520 => 0.0022731192671475
521 => 0.0022514057322416
522 => 0.0022207078740694
523 => 0.0021959177076802
524 => 0.002158358070676
525 => 0.0022112225384905
526 => 0.0022807336921571
527 => 0.0023538193448948
528 => 0.0024416269678975
529 => 0.0024220293286367
530 => 0.0023521778424605
531 => 0.0023553113291038
601 => 0.0023746813105513
602 => 0.0023495954246284
603 => 0.0023421971071351
604 => 0.0023736648953366
605 => 0.0023738815966996
606 => 0.0023450172532147
607 => 0.0023129398175504
608 => 0.0023128054119237
609 => 0.0023070975420785
610 => 0.0023882588503771
611 => 0.0024328893636075
612 => 0.0024380061800237
613 => 0.002432544961094
614 => 0.002434646767512
615 => 0.0024086772552295
616 => 0.0024680358592877
617 => 0.002522509184329
618 => 0.0025079091695651
619 => 0.0024860216719196
620 => 0.0024685872258002
621 => 0.002503802168134
622 => 0.0025022341021854
623 => 0.0025220334073563
624 => 0.0025211351965074
625 => 0.0025144774348679
626 => 0.0025079094073347
627 => 0.0025339508940878
628 => 0.0025264513641164
629 => 0.0025189401853035
630 => 0.0025038753662904
701 => 0.0025059229253944
702 => 0.0024840392069339
703 => 0.0024739147974433
704 => 0.0023216679705593
705 => 0.0022809826436073
706 => 0.0022937830756926
707 => 0.0022979973102982
708 => 0.002280291003869
709 => 0.0023056772989115
710 => 0.0023017208717199
711 => 0.00231711301549
712 => 0.0023074966723116
713 => 0.00230789133039
714 => 0.0023361709452571
715 => 0.0023443806377631
716 => 0.0023402051218942
717 => 0.0023431295100805
718 => 0.002410520801526
719 => 0.0024009399149346
720 => 0.0023958502598871
721 => 0.0023972601291186
722 => 0.0024144800489685
723 => 0.0024193006863537
724 => 0.0023988753070124
725 => 0.0024085080339875
726 => 0.0024495229628722
727 => 0.002463875866738
728 => 0.0025096834460927
729 => 0.002490223572218
730 => 0.0025259430129186
731 => 0.0026357323959776
801 => 0.0027234397520126
802 => 0.002642780442743
803 => 0.0028038438326368
804 => 0.0029292547848401
805 => 0.0029244413036117
806 => 0.0029025730032875
807 => 0.0027597959684266
808 => 0.002628410412262
809 => 0.0027383200089191
810 => 0.0027386001910841
811 => 0.0027291588592572
812 => 0.0026705195581423
813 => 0.0027271183386865
814 => 0.0027316109443495
815 => 0.0027290962798585
816 => 0.0026841376651808
817 => 0.0026154941703088
818 => 0.0026289069448974
819 => 0.0026508773432869
820 => 0.0026092827956304
821 => 0.0025959908173517
822 => 0.0026207031338742
823 => 0.0027003313667255
824 => 0.0026852781105599
825 => 0.0026848850092064
826 => 0.0027492892226569
827 => 0.0027031897051255
828 => 0.0026290761229386
829 => 0.0026103614659984
830 => 0.0025439370415641
831 => 0.0025898166281166
901 => 0.0025914677527587
902 => 0.0025663399720819
903 => 0.0026311151038535
904 => 0.0026305181896108
905 => 0.0026920125367218
906 => 0.0028095666321761
907 => 0.0027748001016645
908 => 0.0027343704092673
909 => 0.0027387662378247
910 => 0.0027869776272694
911 => 0.0027578279206522
912 => 0.0027683103583907
913 => 0.0027869617608444
914 => 0.002798214615033
915 => 0.0027371471252785
916 => 0.0027229093722211
917 => 0.0026937839262378
918 => 0.0026861856410329
919 => 0.002709907709064
920 => 0.0027036577822508
921 => 0.002591328982126
922 => 0.0025795899975214
923 => 0.0025799500154199
924 => 0.0025504317804733
925 => 0.0025054093869917
926 => 0.0026237255489139
927 => 0.0026142231052779
928 => 0.0026037331429345
929 => 0.0026050181034667
930 => 0.0026563751392503
1001 => 0.0026265854649034
1002 => 0.0027057861965864
1003 => 0.0026895049071443
1004 => 0.0026728060640629
1005 => 0.0026704977752899
1006 => 0.0026640701453819
1007 => 0.0026420274108116
1008 => 0.0026154094842551
1009 => 0.0025978340235371
1010 => 0.0023963645657261
1011 => 0.0024337561252019
1012 => 0.0024767717060309
1013 => 0.002491620512159
1014 => 0.0024662206017708
1015 => 0.002643030354088
1016 => 0.0026753351996176
1017 => 0.0025774817153157
1018 => 0.0025591773237343
1019 => 0.0026442303869528
1020 => 0.0025929329925179
1021 => 0.0026160322060909
1022 => 0.0025661043409403
1023 => 0.0026675539083258
1024 => 0.0026667810325968
1025 => 0.0026273148595415
1026 => 0.0026606713987552
1027 => 0.0026548748792027
1028 => 0.0026103176670241
1029 => 0.0026689664514271
1030 => 0.0026689955404925
1031 => 0.0026310102069953
1101 => 0.0025866516535293
1102 => 0.0025787213918719
1103 => 0.0025727470049938
1104 => 0.0026145628731555
1105 => 0.0026520548497945
1106 => 0.0027218181232704
1107 => 0.0027393582677567
1108 => 0.0028078186194005
1109 => 0.0027670538132707
1110 => 0.0027851243238354
1111 => 0.0028047424192832
1112 => 0.0028141480556724
1113 => 0.0027988220759104
1114 => 0.0029051691814181
1115 => 0.002914148135514
1116 => 0.0029171587011548
1117 => 0.0028812990555328
1118 => 0.0029131508138997
1119 => 0.0028982484309792
1120 => 0.0029370202913371
1121 => 0.0029431002141051
1122 => 0.0029379507358201
1123 => 0.0029398805992717
1124 => 0.002849132105636
1125 => 0.0028444263175045
1126 => 0.0027802625624246
1127 => 0.0028064097668942
1128 => 0.0027575288214064
1129 => 0.0027730294727501
1130 => 0.0027798620121668
1201 => 0.0027762930813187
1202 => 0.002807888090604
1203 => 0.0027810258782776
1204 => 0.0027101320833916
1205 => 0.0026392189735386
1206 => 0.002638328717209
1207 => 0.002619658547105
1208 => 0.0026061634337321
1209 => 0.0026087630713326
1210 => 0.0026179245333128
1211 => 0.0026056309529072
1212 => 0.0026082544115871
1213 => 0.0026518213056869
1214 => 0.0026605583355937
1215 => 0.0026308664941923
1216 => 0.0025116494664534
1217 => 0.002482393308813
1218 => 0.0025034220547501
1219 => 0.0024933716686169
1220 => 0.0020123455362538
1221 => 0.002125355490891
1222 => 0.002058208813301
1223 => 0.0020891530916046
1224 => 0.002020613721333
1225 => 0.0020533243012828
1226 => 0.0020472838515652
1227 => 0.0022290005144142
1228 => 0.0022261632586669
1229 => 0.0022275213028489
1230 => 0.002162698315677
1231 => 0.0022659630943777
]
'min_raw' => 0.0013183395676221
'max_raw' => 0.0029431002141051
'avg_raw' => 0.0021307198908636
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.001318'
'max' => '$0.002943'
'avg' => '$0.00213'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.00020328528643565
'max_diff' => 0.00044524097555287
'year' => 2035
]
10 => [
'items' => [
101 => 0.0023168350376471
102 => 0.0023074199948608
103 => 0.002309789558291
104 => 0.0022690726078216
105 => 0.0022279155319323
106 => 0.0021822660007424
107 => 0.0022670771872406
108 => 0.0022576476310772
109 => 0.0022792756402688
110 => 0.0023342817571417
111 => 0.0023423816167991
112 => 0.0023532679103194
113 => 0.0023493659490315
114 => 0.0024423264972771
115 => 0.0024310683615111
116 => 0.0024581972295204
117 => 0.0024023910897531
118 => 0.002339241145439
119 => 0.0023512438853259
120 => 0.0023500879249548
121 => 0.0023353712226818
122 => 0.002322085641898
123 => 0.0022999688930821
124 => 0.0023699495589985
125 => 0.002367108471762
126 => 0.0024131023717184
127 => 0.0024049725031402
128 => 0.0023506792510587
129 => 0.0023526183451783
130 => 0.0023656596850297
131 => 0.0024107959111587
201 => 0.0024241954161825
202 => 0.0024179882315775
203 => 0.0024326801771254
204 => 0.0024442920918475
205 => 0.0024341384548343
206 => 0.0025778925428162
207 => 0.002518195822986
208 => 0.0025472915888641
209 => 0.0025542307575839
210 => 0.0025364562228233
211 => 0.0025403108829545
212 => 0.0025461496427212
213 => 0.0025816014486786
214 => 0.0026746372455733
215 => 0.0027158421667018
216 => 0.0028398092049322
217 => 0.0027124206716023
218 => 0.0027048619632207
219 => 0.0027271921702519
220 => 0.0027999739449367
221 => 0.0028589567372743
222 => 0.0028785247322916
223 => 0.0028811109658656
224 => 0.0029178218253738
225 => 0.0029388638054268
226 => 0.002913364161438
227 => 0.0028917558830815
228 => 0.0028143577121266
229 => 0.0028233167611629
301 => 0.0028850357247612
302 => 0.0029722173960726
303 => 0.0030470283397647
304 => 0.0030208321547083
305 => 0.0032206905550637
306 => 0.0032405056991106
307 => 0.0032377678869037
308 => 0.0032829097339313
309 => 0.0031933123605587
310 => 0.0031550077475746
311 => 0.0028964278381265
312 => 0.002969078245344
313 => 0.0030746798788434
314 => 0.003060703106664
315 => 0.0029840123776769
316 => 0.0030469701629697
317 => 0.0030261543502799
318 => 0.0030097360551627
319 => 0.003084951447938
320 => 0.0030022490339035
321 => 0.0030738548589994
322 => 0.0029820196476465
323 => 0.003020951816675
324 => 0.0029988520345973
325 => 0.003013153302049
326 => 0.0029295483847492
327 => 0.0029746595687295
328 => 0.0029276716111838
329 => 0.0029276493327739
330 => 0.0029266120710067
331 => 0.0029818931946828
401 => 0.0029836959101412
402 => 0.0029428430762195
403 => 0.0029369555446101
404 => 0.0029587248347501
405 => 0.0029332386973823
406 => 0.0029451635006489
407 => 0.0029335998875253
408 => 0.0029309966746442
409 => 0.0029102538315077
410 => 0.0029013172443481
411 => 0.0029048215104408
412 => 0.0028928596436933
413 => 0.0028856521862982
414 => 0.0029251783263218
415 => 0.0029040611041871
416 => 0.0029219418091661
417 => 0.0029015644891177
418 => 0.0028309278198544
419 => 0.0027903039243919
420 => 0.0026568778041763
421 => 0.0026947172863548
422 => 0.002719804902187
423 => 0.0027115134453041
424 => 0.0027293267030564
425 => 0.0027304202924091
426 => 0.0027246290207292
427 => 0.0027179234700316
428 => 0.0027146595787923
429 => 0.0027389859500344
430 => 0.0027531082273284
501 => 0.0027223227800647
502 => 0.002715110180505
503 => 0.0027462359673998
504 => 0.0027652226794248
505 => 0.0029054098933055
506 => 0.0028950243717025
507 => 0.0029210899928703
508 => 0.0029181554039364
509 => 0.0029454763274994
510 => 0.0029901344908412
511 => 0.0028993319581485
512 => 0.0029150921381086
513 => 0.0029112281059381
514 => 0.0029534145959721
515 => 0.0029535462975892
516 => 0.0029282533894424
517 => 0.0029419650852793
518 => 0.0029343115928238
519 => 0.0029481424881225
520 => 0.0028948856667297
521 => 0.0029597467264675
522 => 0.0029965187677845
523 => 0.0029970293476138
524 => 0.0030144590033571
525 => 0.0030321685430499
526 => 0.0030661604623143
527 => 0.0030312205268707
528 => 0.0029683669843419
529 => 0.0029729048070968
530 => 0.0029360537981094
531 => 0.0029366732702282
601 => 0.0029333664795093
602 => 0.0029432904073801
603 => 0.0028970634108264
604 => 0.0029079127945204
605 => 0.002892723593815
606 => 0.0029150591197527
607 => 0.0028910297860384
608 => 0.0029112262425848
609 => 0.0029199423637071
610 => 0.002952105038293
611 => 0.0028862793328514
612 => 0.0027520562634474
613 => 0.0027802715799336
614 => 0.0027385389105853
615 => 0.002742401428021
616 => 0.0027502043279561
617 => 0.0027249125763164
618 => 0.0027297374454945
619 => 0.0027295650672154
620 => 0.0027280796043322
621 => 0.0027215002429169
622 => 0.0027119588671777
623 => 0.0027499687714419
624 => 0.002756427394848
625 => 0.0027707841146256
626 => 0.0028134999744275
627 => 0.002809231652724
628 => 0.0028161934625134
629 => 0.0028009958708319
630 => 0.0027431064007113
701 => 0.0027462500774535
702 => 0.0027070483781044
703 => 0.0027697816390358
704 => 0.0027549255748086
705 => 0.002745347773557
706 => 0.0027427343817478
707 => 0.002785556125904
708 => 0.0027983690629041
709 => 0.0027903849004099
710 => 0.0027740091501989
711 => 0.0028054554316599
712 => 0.0028138691299668
713 => 0.0028157526467324
714 => 0.002871469428255
715 => 0.0028188665958833
716 => 0.0028315286204623
717 => 0.0029303141216937
718 => 0.0028407293035442
719 => 0.0028881843796979
720 => 0.0028858617006644
721 => 0.0029101381118324
722 => 0.0028838703263733
723 => 0.0028841959470557
724 => 0.0029057517555464
725 => 0.0028754805101318
726 => 0.0028679849240617
727 => 0.0028576298255902
728 => 0.002880239804269
729 => 0.0028937934639255
730 => 0.0030030260066912
731 => 0.0030735952109269
801 => 0.003070531615658
802 => 0.0030985271416058
803 => 0.0030859149007567
804 => 0.0030451866481139
805 => 0.0031147048090938
806 => 0.0030927063541964
807 => 0.00309451988009
808 => 0.0030944523805657
809 => 0.0031090794299342
810 => 0.0030987148249072
811 => 0.0030782851244941
812 => 0.0030918473130425
813 => 0.0031321221644601
814 => 0.0032571365390435
815 => 0.0033270962392805
816 => 0.0032529248772452
817 => 0.0033040872895831
818 => 0.0032734080732119
819 => 0.0032678327469696
820 => 0.0032999665227903
821 => 0.0033321565445318
822 => 0.0033301061793082
823 => 0.0033067378764998
824 => 0.003293537715192
825 => 0.0033934937589927
826 => 0.0034671396693583
827 => 0.0034621175119998
828 => 0.0034842836812871
829 => 0.0035493642398884
830 => 0.0035553143905508
831 => 0.00355456480833
901 => 0.0035398167390793
902 => 0.0036038970008007
903 => 0.0036573538825136
904 => 0.0035364029871604
905 => 0.0035824595047474
906 => 0.0036031357593406
907 => 0.0036334946354516
908 => 0.0036847151481893
909 => 0.0037403542105925
910 => 0.0037482221840676
911 => 0.0037426394803698
912 => 0.0037059440230567
913 => 0.0037668249490503
914 => 0.003802487567664
915 => 0.0038237238409239
916 => 0.0038775754965322
917 => 0.0036032634488499
918 => 0.003409091747307
919 => 0.0033787690322377
920 => 0.003440431465713
921 => 0.0034566913576717
922 => 0.0034501370156113
923 => 0.003231579112206
924 => 0.0033776183701079
925 => 0.0035347443322807
926 => 0.0035407801804034
927 => 0.003619440722416
928 => 0.0036450558192999
929 => 0.003708387865893
930 => 0.0037044264291352
1001 => 0.0037198467746476
1002 => 0.0037163019042575
1003 => 0.0038336111844354
1004 => 0.0039630207410684
1005 => 0.0039585396996194
1006 => 0.003939935544749
1007 => 0.0039675658872113
1008 => 0.0041011304180274
1009 => 0.0040888339363578
1010 => 0.004100778920888
1011 => 0.0042582590300873
1012 => 0.0044630055733307
1013 => 0.0043678802477773
1014 => 0.0045742748326531
1015 => 0.0047041892833256
1016 => 0.0049288628923587
1017 => 0.0049007326499669
1018 => 0.0049881964372324
1019 => 0.0048503736451268
1020 => 0.0045339046558705
1021 => 0.0044838222269261
1022 => 0.0045840885179619
1023 => 0.004830583410632
1024 => 0.0045763255165909
1025 => 0.0046277615574092
1026 => 0.0046129479741933
1027 => 0.0046121586212974
1028 => 0.0046422850108037
1029 => 0.0045985851115379
1030 => 0.0044205438604673
1031 => 0.0045021391166293
1101 => 0.0044706312696991
1102 => 0.0045055915749337
1103 => 0.0046942579235584
1104 => 0.0046108440335874
1105 => 0.0045229742764972
1106 => 0.0046331824517484
1107 => 0.004773515330481
1108 => 0.0047647335511324
1109 => 0.004747693228697
1110 => 0.004843748634063
1111 => 0.0050024040221347
1112 => 0.0050452879360015
1113 => 0.005076943964495
1114 => 0.0050813087959912
1115 => 0.0051262692731304
1116 => 0.004884505456054
1117 => 0.0052681908426894
1118 => 0.0053344427098664
1119 => 0.0053219901046957
1120 => 0.0053956262667582
1121 => 0.0053739606399103
1122 => 0.0053425705458404
1123 => 0.0054592995255703
1124 => 0.0053254791698529
1125 => 0.0051355380224263
1126 => 0.0050313325523382
1127 => 0.0051685587213657
1128 => 0.0052523579542575
1129 => 0.0053077439165668
1130 => 0.0053245036752965
1201 => 0.0049032728929603
1202 => 0.0046762528638114
1203 => 0.0048217700997059
1204 => 0.0049993111705604
1205 => 0.0048835192064412
1206 => 0.0048880580322114
1207 => 0.0047229691209702
1208 => 0.0050139178760134
1209 => 0.0049715290896678
1210 => 0.0051914421882132
1211 => 0.0051389581623324
1212 => 0.0053182887572189
1213 => 0.0052710650015626
1214 => 0.0054670881710473
1215 => 0.0055452871204702
1216 => 0.0056765953272458
1217 => 0.0057731861786706
1218 => 0.0058299061741157
1219 => 0.0058265009183406
1220 => 0.0060512537980839
1221 => 0.0059187248771668
1222 => 0.0057522373178265
1223 => 0.0057492260831396
1224 => 0.0058354523492688
1225 => 0.006016158948055
1226 => 0.0060630135399461
1227 => 0.0060891988647923
1228 => 0.0060490951282727
1229 => 0.0059052444830505
1230 => 0.0058431305037829
1231 => 0.0058960534137341
]
'min_raw' => 0.0021822660007424
'max_raw' => 0.0060891988647923
'avg_raw' => 0.0041357324327674
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.002182'
'max' => '$0.006089'
'avg' => '$0.004135'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.00086392643312032
'max_diff' => 0.0031460986506871
'year' => 2036
]
11 => [
'items' => [
101 => 0.0058313332425813
102 => 0.0059430584152638
103 => 0.0060964809405662
104 => 0.0060647997957897
105 => 0.0061707051128749
106 => 0.0062803059744938
107 => 0.0064370401290916
108 => 0.0064780162409524
109 => 0.0065457481956763
110 => 0.0066154666258753
111 => 0.0066378583066908
112 => 0.0066806109730982
113 => 0.0066803856454429
114 => 0.0068092236832479
115 => 0.0069513360287286
116 => 0.0070049801492393
117 => 0.0071283318463994
118 => 0.0069170963877717
119 => 0.0070773209096388
120 => 0.0072218474390429
121 => 0.007049536952558
122 => 0.0072870268149833
123 => 0.0072962480081776
124 => 0.0074354770775079
125 => 0.0072943417426794
126 => 0.0072105360313783
127 => 0.0074524799797457
128 => 0.0075695490351978
129 => 0.0075342868829561
130 => 0.0072659401632893
131 => 0.007109750862511
201 => 0.006700973335708
202 => 0.0071851879740811
203 => 0.007421034799698
204 => 0.0072653293769873
205 => 0.007343858135359
206 => 0.0077722855779997
207 => 0.0079354030095346
208 => 0.0079014757240522
209 => 0.0079072088768081
210 => 0.0079952240820735
211 => 0.0083855319730793
212 => 0.0081516504375225
213 => 0.0083304441080817
214 => 0.0084252756262578
215 => 0.0085133604253576
216 => 0.008297051998255
217 => 0.0080156379127965
218 => 0.0079265022589721
219 => 0.0072498475413172
220 => 0.0072146247247008
221 => 0.0071948530903734
222 => 0.0070701957326925
223 => 0.0069722491960793
224 => 0.0068943584736427
225 => 0.0066899499578304
226 => 0.0067589318314421
227 => 0.0064331473206102
228 => 0.0066415727055463
301 => 0.0061216127599165
302 => 0.0065546508533302
303 => 0.0063189679069112
304 => 0.0064772226667591
305 => 0.0064766705308105
306 => 0.0061852733432133
307 => 0.0060172015267114
308 => 0.0061243034296393
309 => 0.0062391251713378
310 => 0.0062577546126216
311 => 0.0064066239978877
312 => 0.0064481702433787
313 => 0.0063222831799322
314 => 0.0061108377457647
315 => 0.0061599516975649
316 => 0.0060162062340457
317 => 0.0057642978383177
318 => 0.0059452228460282
319 => 0.0060069985983716
320 => 0.0060342822898934
321 => 0.0057865593145696
322 => 0.0057087193773955
323 => 0.0056672780479842
324 => 0.0060788598204223
325 => 0.0061014071990098
326 => 0.0059860516222782
327 => 0.0065074697675697
328 => 0.0063894567825109
329 => 0.0065213062007049
330 => 0.0061554951212272
331 => 0.0061694695970932
401 => 0.0059962887696858
402 => 0.0060932584610869
403 => 0.0060247234086836
404 => 0.0060854242682948
405 => 0.0061218081132667
406 => 0.0062949605234044
407 => 0.0065566279757155
408 => 0.0062690973274539
409 => 0.0061438161064915
410 => 0.0062215398713682
411 => 0.0064285284995528
412 => 0.0067421268668054
413 => 0.0065564703216365
414 => 0.0066388615437299
415 => 0.0066568603604269
416 => 0.0065199640973983
417 => 0.00674717442729
418 => 0.0068689382889324
419 => 0.0069938428154966
420 => 0.0071022939161669
421 => 0.0069439532008775
422 => 0.0071134004634871
423 => 0.0069768558812921
424 => 0.0068543612753438
425 => 0.0068545470490974
426 => 0.0067777043934254
427 => 0.0066288120652632
428 => 0.0066013540355319
429 => 0.0067441941737608
430 => 0.006858738437609
501 => 0.0068681728518096
502 => 0.0069315904417727
503 => 0.0069691203182598
504 => 0.007336964127226
505 => 0.0074849139501558
506 => 0.0076658241930875
507 => 0.0077362989282521
508 => 0.0079484026145064
509 => 0.0077771116616369
510 => 0.007740051786513
511 => 0.007225557622247
512 => 0.007309806012823
513 => 0.0074446958148959
514 => 0.0072277819054002
515 => 0.0073653638542756
516 => 0.0073925254453678
517 => 0.0072204112537586
518 => 0.0073123448801123
519 => 0.0070681964249375
520 => 0.0065619497448575
521 => 0.0067477380245633
522 => 0.0068845407340854
523 => 0.0066893063999448
524 => 0.0070392563872796
525 => 0.0068348228291127
526 => 0.0067700272057152
527 => 0.0065172363775338
528 => 0.0066365439176241
529 => 0.0067979090739157
530 => 0.0066982041680404
531 => 0.0069051068184985
601 => 0.0071981361504686
602 => 0.0074069663026289
603 => 0.0074229976886575
604 => 0.007288733891352
605 => 0.0075038924833941
606 => 0.0075054596788432
607 => 0.007262759908071
608 => 0.007114107649831
609 => 0.0070803335439918
610 => 0.0071647078821815
611 => 0.0072671539051059
612 => 0.0074286827299417
613 => 0.0075262912158043
614 => 0.0077808023793931
615 => 0.0078496658028534
616 => 0.0079253258271507
617 => 0.0080264309522994
618 => 0.0081478335778623
619 => 0.0078822115445859
620 => 0.0078927652031494
621 => 0.0076454216435498
622 => 0.0073810995774631
623 => 0.0075816870774122
624 => 0.0078439285505588
625 => 0.0077837700668679
626 => 0.0077770010085264
627 => 0.0077883846870766
628 => 0.0077430271549661
629 => 0.0075378767182587
630 => 0.0074348514532539
701 => 0.0075677803296583
702 => 0.0076384261114836
703 => 0.0077479915581351
704 => 0.0077344853041893
705 => 0.0080167141282935
706 => 0.0081263797151838
707 => 0.0080983225652022
708 => 0.0081034857560318
709 => 0.0083020300627855
710 => 0.0085228521656465
711 => 0.0087296812050187
712 => 0.0089400765873821
713 => 0.0086864367420715
714 => 0.0085576540709536
715 => 0.008690524914769
716 => 0.008620021774748
717 => 0.0090251537298983
718 => 0.0090532041874706
719 => 0.0094583068469692
720 => 0.0098427975095608
721 => 0.0096013058132528
722 => 0.0098290216058464
723 => 0.010075314801477
724 => 0.01055045433548
725 => 0.010390444056038
726 => 0.010267878689667
727 => 0.010152055010677
728 => 0.010393065700163
729 => 0.010703122101948
730 => 0.010769905281209
731 => 0.01087811954475
801 => 0.010764345478447
802 => 0.010901373809506
803 => 0.011385144031445
804 => 0.01125442504712
805 => 0.011068783075252
806 => 0.011450673203686
807 => 0.011588877756607
808 => 0.012558869687288
809 => 0.01378352456814
810 => 0.01327650940595
811 => 0.012961788733501
812 => 0.013035755556801
813 => 0.013482958062104
814 => 0.013626585313309
815 => 0.013236156933251
816 => 0.013374062837527
817 => 0.014133937928699
818 => 0.014541586535402
819 => 0.013987944972988
820 => 0.012460469860031
821 => 0.011052068046838
822 => 0.011425639628857
823 => 0.011383288204732
824 => 0.012199679193848
825 => 0.011251307442575
826 => 0.011267275590632
827 => 0.01210054868083
828 => 0.011878245706282
829 => 0.011518143357929
830 => 0.011054697192494
831 => 0.010197974092105
901 => 0.0094391505505998
902 => 0.010927378262117
903 => 0.01086320317703
904 => 0.010770268143609
905 => 0.010977085003866
906 => 0.011981328971285
907 => 0.011958177897415
908 => 0.011810902577239
909 => 0.011922609609568
910 => 0.011498560575066
911 => 0.011607847666674
912 => 0.011051844948795
913 => 0.011303181398001
914 => 0.01151737074002
915 => 0.011560372421557
916 => 0.011657257405782
917 => 0.010829385823327
918 => 0.011201075858817
919 => 0.01141940893202
920 => 0.010432972164261
921 => 0.011399910248758
922 => 0.010814974420925
923 => 0.010616438415517
924 => 0.010883740991669
925 => 0.010779572917782
926 => 0.010690015324809
927 => 0.010640040649135
928 => 0.010836318159952
929 => 0.01082716157947
930 => 0.01050601347595
1001 => 0.010087088866579
1002 => 0.010227693716216
1003 => 0.010176610656165
1004 => 0.0099914790566967
1005 => 0.010116235401864
1006 => 0.0095668715954891
1007 => 0.008621719720067
1008 => 0.0092461159997557
1009 => 0.0092220774222002
1010 => 0.009209956081334
1011 => 0.0096791726284744
1012 => 0.0096340682841344
1013 => 0.0095522034574943
1014 => 0.0099899755449563
1015 => 0.0098301828441672
1016 => 0.010322626296104
1017 => 0.010646981402795
1018 => 0.01056471445595
1019 => 0.010869772001537
1020 => 0.010230932967969
1021 => 0.010443129669147
1022 => 0.010486863115168
1023 => 0.0099845735053506
1024 => 0.0096414479126833
1025 => 0.0096185653475705
1026 => 0.0090236328555046
1027 => 0.0093414409906389
1028 => 0.0096210989977629
1029 => 0.0094871645146885
1030 => 0.0094447648585261
1031 => 0.0096613755064967
1101 => 0.0096782080089888
1102 => 0.0092944251683412
1103 => 0.0093742257737337
1104 => 0.0097070075639676
1105 => 0.00936584052645
1106 => 0.0087030087018724
1107 => 0.0085386172450102
1108 => 0.0085166843943291
1109 => 0.0080708417252679
1110 => 0.008549602668226
1111 => 0.0083406106866292
1112 => 0.0090008138523851
1113 => 0.008623709344846
1114 => 0.0086074531232352
1115 => 0.0085828794600012
1116 => 0.0081991242572116
1117 => 0.0082831422577071
1118 => 0.0085624308876569
1119 => 0.0086620842172346
1120 => 0.008651689558524
1121 => 0.0085610622210048
1122 => 0.008602550952034
1123 => 0.0084689012937567
1124 => 0.0084217068177419
1125 => 0.0082727480695758
1126 => 0.0080538198606762
1127 => 0.0080842631708884
1128 => 0.0076505091033763
1129 => 0.0074141768663249
1130 => 0.0073487632179179
1201 => 0.0072612893534435
1202 => 0.0073586436236693
1203 => 0.0076492803326013
1204 => 0.0072987107996119
1205 => 0.006697683924895
1206 => 0.0067338066641655
1207 => 0.0068149637343686
1208 => 0.0066637280709528
1209 => 0.0065205962077769
1210 => 0.0066450377501532
1211 => 0.0063903747401384
1212 => 0.006845738542462
1213 => 0.0068334222277515
1214 => 0.0070031536937491
1215 => 0.0071092902626777
1216 => 0.0068646798334195
1217 => 0.006803160971958
1218 => 0.0068382049113228
1219 => 0.0062590066549616
1220 => 0.0069558208393814
1221 => 0.0069618469173841
1222 => 0.0069102479789869
1223 => 0.0072812800204661
1224 => 0.0080642733557831
1225 => 0.0077696797672029
1226 => 0.0076556042255663
1227 => 0.0074387465375264
1228 => 0.0077276965311042
1229 => 0.0077055096799195
1230 => 0.0076051723247489
1231 => 0.0075444879792701
]
'min_raw' => 0.0056672780479842
'max_raw' => 0.014541586535402
'avg_raw' => 0.010104432291693
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.005667'
'max' => '$0.014541'
'avg' => '$0.0101044'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.0034850120472418
'max_diff' => 0.0084523876706092
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.00017788938207265
]
1 => [
'year' => 2028
'avg' => 0.00030530982129328
]
2 => [
'year' => 2029
'avg' => 0.00083405140503176
]
3 => [
'year' => 2030
'avg' => 0.00064346941687539
]
4 => [
'year' => 2031
'avg' => 0.00063196671165856
]
5 => [
'year' => 2032
'avg' => 0.0011080365327812
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.00017788938207265
'min' => '$0.000177'
'max_raw' => 0.0011080365327812
'max' => '$0.001108'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.0011080365327812
]
1 => [
'year' => 2033
'avg' => 0.0028499839003662
]
2 => [
'year' => 2034
'avg' => 0.0018064567598694
]
3 => [
'year' => 2035
'avg' => 0.0021307198908636
]
4 => [
'year' => 2036
'avg' => 0.0041357324327674
]
5 => [
'year' => 2037
'avg' => 0.010104432291693
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.0011080365327812
'min' => '$0.001108'
'max_raw' => 0.010104432291693
'max' => '$0.0101044'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.010104432291693
]
]
]
]
'prediction_2025_max_price' => '$0.0003041'
'last_price' => 0.00029492
'sma_50day_nextmonth' => '$0.00029'
'sma_200day_nextmonth' => '$0.000473'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.000289'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.000286'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.000289'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.000324'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.000333'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.000373'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.000564'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.00029'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.000289'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.000295'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.000316'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.000342'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.0004075'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.000639'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.000425'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.000974'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.0003059'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.000319'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.00035'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.000481'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.001036'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.00187'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.000935'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '41.02'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 31.1
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.000289'
'vwma_10_action' => 'BUY'
'hma_9' => '0.000288'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 66.04
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -41.52
'cci_20_action' => 'NEUTRAL'
'adx_14' => 23.01
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000075'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -33.96
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 39.74
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '0.0000047'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 18
'buy_signals' => 12
'sell_pct' => 60
'buy_pct' => 40
'overall_action' => 'bearish'
'overall_action_label' => 'Baixista'
'overall_action_dir' => -1
'last_updated' => 1767674534
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Frictionless para 2026
A previsão de preço para Frictionless em 2026 sugere que o preço médio poderia variar entre $0.0001018 na extremidade inferior e $0.0003041 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Frictionless poderia potencialmente ganhar 3.13% até 2026 se FRIC atingir a meta de preço prevista.
Previsão de preço de Frictionless 2027-2032
A previsão de preço de FRIC para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.000177 na extremidade inferior e $0.001108 na extremidade superior. Considerando a volatilidade de preços no mercado, se Frictionless atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Frictionless | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.000098 | $0.000177 | $0.000257 |
| 2028 | $0.000177 | $0.0003053 | $0.000433 |
| 2029 | $0.000388 | $0.000834 | $0.001279 |
| 2030 | $0.00033 | $0.000643 | $0.000956 |
| 2031 | $0.000391 | $0.000631 | $0.000872 |
| 2032 | $0.000596 | $0.001108 | $0.001619 |
Previsão de preço de Frictionless 2032-2037
A previsão de preço de Frictionless para 2032-2037 é atualmente estimada entre $0.001108 na extremidade inferior e $0.0101044 na extremidade superior. Comparado ao preço atual, Frictionless poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Frictionless | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.000596 | $0.001108 | $0.001619 |
| 2033 | $0.001386 | $0.002849 | $0.004313 |
| 2034 | $0.001115 | $0.0018064 | $0.002497 |
| 2035 | $0.001318 | $0.00213 | $0.002943 |
| 2036 | $0.002182 | $0.004135 | $0.006089 |
| 2037 | $0.005667 | $0.0101044 | $0.014541 |
Frictionless Histograma de preços potenciais
Previsão de preço de Frictionless baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Frictionless é Baixista, com 12 indicadores técnicos mostrando sinais de alta e 18 indicando sinais de baixa. A previsão de preço de FRIC foi atualizada pela última vez em 6 de janeiro de 2026.
Médias Móveis Simples de 50 e 200 dias e Índice de Força Relativa de 14 dias - RSI (14) de Frictionless
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Frictionless está projetado para aumentar no próximo mês, alcançando $0.000473 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Frictionless é esperado para alcançar $0.00029 até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em 41.02, sugerindo que o mercado de FRIC está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de FRIC para Sábado, 19 de Outubro de 2024
Médias móveis (MA) são indicadores amplamente utilizados nos mercados financeiros, projetados para suavizar movimentos de preços ao longo de um período definido. Como indicadores atrasados, eles se baseiam em dados históricos de preços. A tabela abaixo destaca dois tipos: a média móvel simples (SMA) e a média móvel exponencial (EMA).
Média Móvel Simples Diária (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 3 | $0.000289 | BUY |
| SMA 5 | $0.000286 | BUY |
| SMA 10 | $0.000289 | BUY |
| SMA 21 | $0.000324 | SELL |
| SMA 50 | $0.000333 | SELL |
| SMA 100 | $0.000373 | SELL |
| SMA 200 | $0.000564 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.00029 | BUY |
| EMA 5 | $0.000289 | BUY |
| EMA 10 | $0.000295 | SELL |
| EMA 21 | $0.000316 | SELL |
| EMA 50 | $0.000342 | SELL |
| EMA 100 | $0.0004075 | SELL |
| EMA 200 | $0.000639 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.000425 | SELL |
| SMA 50 | $0.000974 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.000481 | SELL |
| EMA 50 | $0.001036 | SELL |
| EMA 100 | $0.00187 | SELL |
| EMA 200 | $0.000935 | SELL |
Osciladores de Frictionless
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 41.02 | NEUTRAL |
| Stoch RSI (14) | 31.1 | NEUTRAL |
| Estocástico Rápido (14) | 66.04 | NEUTRAL |
| Índice de Canal de Commodities (20) | -41.52 | NEUTRAL |
| Índice Direcional Médio (14) | 23.01 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.000075 | NEUTRAL |
| Momentum (10) | -0 | BUY |
| MACD (12, 26) | -0 | NEUTRAL |
| Williams Percent Range (14) | -33.96 | NEUTRAL |
| Oscilador Ultimate (7, 14, 28) | 39.74 | NEUTRAL |
| VWMA (10) | 0.000289 | BUY |
| Média Móvel de Hull (9) | 0.000288 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | 0.0000047 | NEUTRAL |
Previsão do preço de Frictionless com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Frictionless
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Frictionless por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.000414 | $0.000582 | $0.000818 | $0.001149 | $0.001615 | $0.00227 |
| Amazon.com stock | $0.000615 | $0.001284 | $0.002679 | $0.00559 | $0.011664 | $0.024338 |
| Apple stock | $0.000418 | $0.000593 | $0.000841 | $0.001193 | $0.001693 | $0.0024018 |
| Netflix stock | $0.000465 | $0.000734 | $0.001158 | $0.001827 | $0.002884 | $0.00455 |
| Google stock | $0.000381 | $0.000494 | $0.00064 | $0.000829 | $0.001074 | $0.00139 |
| Tesla stock | $0.000668 | $0.001515 | $0.003435 | $0.007788 | $0.017655 | $0.040024 |
| Kodak stock | $0.000221 | $0.000165 | $0.000124 | $0.000093 | $0.000069 | $0.000052 |
| Nokia stock | $0.000195 | $0.000129 | $0.000085 | $0.000056 | $0.000037 | $0.000024 |
Este cálculo mostra quanto a criptomoeda pode custar, se assumirmos que sua capitalização se comportará da mesma forma que a de algumas empresas de Internet ou nichos tecnológicos. Se você extrapolar os dados, poderá obter uma imagem em potencial do preço futuro para 2024, 2025, 2026, 2027, 2028, 2029 e 2030.
Visão geral da previsão para Frictionless
Você pode fazer perguntas como: 'Devo investir em Frictionless agora?', 'Devo comprar FRIC hoje?', 'Frictionless será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Frictionless regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Frictionless, com métodos de análise técnica.
Se você estiver tentando encontrar criptomoedas com bom retorno, você deve explorar o máximo de fontes de informações disponíveis sobre Frictionless para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Frictionless é de $0.0002949 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de Frictionless com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Frictionless tiver 1% da média anterior do crescimento anual do Bitcoin | $0.0003025 | $0.00031 | $0.000318 | $0.000326 |
| Se Frictionless tiver 2% da média anterior do crescimento anual do Bitcoin | $0.00031 | $0.000326 | $0.000343 | $0.000361 |
| Se Frictionless tiver 5% da média anterior do crescimento anual do Bitcoin | $0.000333 | $0.000376 | $0.000425 | $0.00048 |
| Se Frictionless tiver 10% da média anterior do crescimento anual do Bitcoin | $0.000371 | $0.000468 | $0.000589 | $0.000743 |
| Se Frictionless tiver 20% da média anterior do crescimento anual do Bitcoin | $0.000448 | $0.000681 | $0.001035 | $0.001573 |
| Se Frictionless tiver 50% da média anterior do crescimento anual do Bitcoin | $0.000678 | $0.001559 | $0.003586 | $0.008248 |
| Se Frictionless tiver 100% da média anterior do crescimento anual do Bitcoin | $0.001061 | $0.00382 | $0.013752 | $0.049497 |
Perguntas Frequentes sobre Frictionless
FRIC é um bom investimento?
A decisão de adquirir Frictionless depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Frictionless experimentou uma escalada de 1.7487% nas últimas 24 horas, e Frictionless registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Frictionless dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Frictionless pode subir?
Parece que o valor médio de Frictionless pode potencialmente subir para $0.0003041 até o final deste ano. Observando as perspectivas de Frictionless em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.000956. No entanto, dada a imprevisibilidade do mercado, é vital conduzir uma pesquisa aprofundada antes de investir quaisquer fundos em um projeto, rede ou ativo específico.
Qual será o preço de Frictionless na próxima semana?
Com base na nossa nova previsão experimental de Frictionless, o preço de Frictionless aumentará 0.86% na próxima semana e atingirá $0.000297 até 13 de janeiro de 2026.
Qual será o preço de Frictionless no próximo mês?
Com base na nossa nova previsão experimental de Frictionless, o preço de Frictionless diminuirá -11.62% no próximo mês e atingirá $0.00026 até 5 de fevereiro de 2026.
Até onde o preço de Frictionless pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Frictionless em 2026, espera-se que FRIC fluctue dentro do intervalo de $0.0001018 e $0.0003041. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Frictionless não considera flutuações repentinas e extremas de preço.
Onde estará Frictionless em 5 anos?
O futuro de Frictionless parece seguir uma tendência de alta, com um preço máximo de $0.000956 projetada após um período de cinco anos. Com base na previsão de Frictionless para 2030, o valor de Frictionless pode potencialmente atingir seu pico mais alto de aproximadamente $0.000956, enquanto seu pico mais baixo está previsto para cerca de $0.00033.
Quanto será Frictionless em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Frictionless, espera-se que o valor de FRIC em 2026 aumente 3.13% para $0.0003041 se o melhor cenário ocorrer. O preço ficará entre $0.0003041 e $0.0001018 durante 2026.
Quanto será Frictionless em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Frictionless, o valor de FRIC pode diminuir -12.62% para $0.000257 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.000257 e $0.000098 ao longo do ano.
Quanto será Frictionless em 2028?
Nosso novo modelo experimental de previsão de preços de Frictionless sugere que o valor de FRIC em 2028 pode aumentar 47.02%, alcançando $0.000433 no melhor cenário. O preço é esperado para variar entre $0.000433 e $0.000177 durante o ano.
Quanto será Frictionless em 2029?
Com base no nosso modelo de previsão experimental, o valor de Frictionless pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.001279 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.001279 e $0.000388.
Quanto será Frictionless em 2030?
Usando nossa nova simulação experimental para previsões de preços de Frictionless, espera-se que o valor de FRIC em 2030 aumente 224.23%, alcançando $0.000956 no melhor cenário. O preço está previsto para variar entre $0.000956 e $0.00033 ao longo de 2030.
Quanto será Frictionless em 2031?
Nossa simulação experimental indica que o preço de Frictionless poderia aumentar 195.98% em 2031, potencialmente atingindo $0.000872 sob condições ideais. O preço provavelmente oscilará entre $0.000872 e $0.000391 durante o ano.
Quanto será Frictionless em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Frictionless, FRIC poderia ver um 449.04% aumento em valor, atingindo $0.001619 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.001619 e $0.000596 ao longo do ano.
Quanto será Frictionless em 2033?
De acordo com nossa previsão experimental de preços de Frictionless, espera-se que o valor de FRIC seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.004313. Ao longo do ano, o preço de FRIC poderia variar entre $0.004313 e $0.001386.
Quanto será Frictionless em 2034?
Os resultados da nossa nova simulação de previsão de preços de Frictionless sugerem que FRIC pode aumentar 746.96% em 2034, atingindo potencialmente $0.002497 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.002497 e $0.001115.
Quanto será Frictionless em 2035?
Com base em nossa previsão experimental para o preço de Frictionless, FRIC poderia aumentar 897.93%, com o valor potencialmente atingindo $0.002943 em 2035. A faixa de preço esperada para o ano está entre $0.002943 e $0.001318.
Quanto será Frictionless em 2036?
Nossa recente simulação de previsão de preços de Frictionless sugere que o valor de FRIC pode aumentar 1964.7% em 2036, possivelmente atingindo $0.006089 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.006089 e $0.002182.
Quanto será Frictionless em 2037?
De acordo com a simulação experimental, o valor de Frictionless poderia aumentar 4830.69% em 2037, com um pico de $0.014541 sob condições favoráveis. O preço é esperado para cair entre $0.014541 e $0.005667 ao longo do ano.
Previsões relacionadas
Previsão de Preço do SolPod
Previsão de Preço do zuzalu
Previsão de Preço do SOFT COQ INU
Previsão de Preço do All Street Bets
Previsão de Preço do MagicRing
Previsão de Preço do AI INU
Previsão de Preço do Wall Street Baby On Solana
Previsão de Preço do Meta Masters Guild Games
Previsão de Preço do Morfey
Previsão de Preço do PANTIESPrevisão de Preço do Celer Bridged BUSD (zkSync)
Previsão de Preço do Bridged BUSD
Previsão de Preço do Multichain Bridged BUSD (Moonriver)
Previsão de Preço do tooker kurlson
Previsão de Preço do dogwifsaudihatPrevisão de Preço do Harmony Horizen Bridged BUSD (Harmony)
Previsão de Preço do IoTeX Bridged BUSD (IoTeX)
Previsão de Preço do MIMANY
Previsão de Preço do The Open League MEME
Previsão de Preço do Sandwich Cat
Previsão de Preço do Hege
Previsão de Preço do DexNet
Previsão de Preço do SolDocs
Previsão de Preço do Secret Society
Previsão de Preço do duk
Como ler e prever os movimentos de preço de Frictionless?
Traders de Frictionless utilizam indicadores e padrões de gráfico para prever a direção do mercado. Eles também identificam níveis-chave de suporte e resistência para avaliar quando uma tendência de baixa pode desacelerar ou uma tendência de alta pode estagnar.
Indicadores de Previsão de Preço de Frictionless
Médias móveis são ferramentas populares para a previsão de preço de Frictionless. Uma média móvel simples (SMA) calcula o preço médio de fechamento de FRIC em um período específico, como uma SMA de 12 dias. Uma média móvel exponencial (EMA) dá mais peso aos preços recentes, reagindo mais rapidamente às mudanças de preço.
Médias móveis comumente usadas no mercado de criptomoedas incluem as de 50 dias, 100 dias e 200 dias, que ajudam a identificar níveis-chave de resistência e suporte. Um movimento de preço de FRIC acima dessas médias é visto como altista, enquanto uma queda abaixo indica fraqueza.
Traders também usam RSI e níveis de retração de Fibonacci para avaliar a direção futura de FRIC.
Como ler gráficos de Frictionless e prever movimentos de preço?
A maioria dos traders prefere gráficos de velas em vez de gráficos de linha simples porque eles fornecem informações mais detalhadas. Velas podem representar a ação de preço de Frictionless em diferentes períodos de tempo, como 5 minutos para tendências de curto prazo e semanal para tendências de longo prazo. Opções populares incluem gráficos de 1 hora, 4 horas e 1 dia.
Por exemplo, um gráfico de velas de 1 hora mostra os preços de abertura, fechamento, máximo e mínimo de FRIC dentro de cada hora. A cor da vela é crucial: verde indica que o preço fechou mais alto do que abriu, enquanto vermelho significa o oposto. Alguns gráficos usam velas vazias e preenchidas para transmitir a mesma informação.
O que afeta o preço de Frictionless?
A ação de preço de Frictionless é impulsionada pela oferta e demanda, influenciada por fatores como reduções pela metade das recompensas de bloco, hard forks e atualizações de protocolo. Eventos do mundo real, como regulamentações, adoção por empresas e governos e hacks de exchanges de criptomoedas, também impactam o preço de FRIC. A capitalização de mercado de Frictionless pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de FRIC, grandes detentores de Frictionless, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Frictionless.
Padrões de previsão de preço altistas e baixistas
Traders frequentemente identificam padrões de velas para ganhar vantagem em previsões de preço de criptomoedas. Certas formações indicam tendências altistas, enquanto outras sugerem movimentos baixistas.
Padrões de velas altistas comumente seguidos:
- Martelo
- Engolfo de Alta
- Linha de Perfuração
- Estrela da Manhã
- Três Soldados Brancos
Padrões de velas baixistas comuns:
- Harami de Baixa
- Nuvem Negra
- Estrela da Noite
- Estrela Cadente
- Homem Enforcado


