Prédiction du prix de Liquidus (Old) jusqu'à $0.006828 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.002287 | $0.006828 |
| 2027 | $0.0022023 | $0.005785 |
| 2028 | $0.003974 | $0.009735 |
| 2029 | $0.008731 | $0.028721 |
| 2030 | $0.007425 | $0.021468 |
| 2031 | $0.008779 | $0.019598 |
| 2032 | $0.0134006 | $0.036354 |
| 2033 | $0.03114 | $0.096835 |
| 2034 | $0.025035 | $0.056081 |
| 2035 | $0.029599 | $0.066078 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur Liquidus (Old) aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,954.43, soit un rendement de 39.54% sur les 90 prochains jours.
$
≈ $3,954.43
(39.54% ROI)
Prévision du prix à long terme de Liquidus pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'Liquidus (Old)'
'name_with_ticker' => 'Liquidus (Old) <small>LIQ</small>'
'name_lang' => 'Liquidus'
'name_lang_with_ticker' => 'Liquidus <small>LIQ</small>'
'name_with_lang' => 'Liquidus/Liquidus (Old)'
'name_with_lang_with_ticker' => 'Liquidus/Liquidus (Old) <small>LIQ</small>'
'image' => '/uploads/coins/liquidus.png?1717589825'
'price_for_sd' => 0.006621
'ticker' => 'LIQ'
'marketcap' => '$43.46K'
'low24h' => '$0.006526'
'high24h' => '$0.006628'
'volume24h' => '$18.43'
'current_supply' => '6.56M'
'max_supply' => '77M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.006621'
'change_24h_pct' => '1.2931%'
'ath_price' => '$4.82'
'ath_days' => 1518
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '10 nov. 2021'
'ath_pct' => '-99.86%'
'fdv' => '$510.24K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.326487'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.006678'
'next_week_prediction_price_date' => '13 janvier 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.005852'
'next_month_prediction_price_date' => '5 février 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.002287'
'current_year_max_price_prediction' => '$0.006828'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.007425'
'grand_prediction_max_price' => '$0.021468'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0067470045105752
107 => 0.0067721953762551
108 => 0.0068289516829093
109 => 0.0063439752566845
110 => 0.0065617154338996
111 => 0.0066896173885179
112 => 0.0061117517044394
113 => 0.0066781948419235
114 => 0.0063355328960791
115 => 0.0062192282850498
116 => 0.0063758171218334
117 => 0.0063147942998512
118 => 0.0062623304608912
119 => 0.0062330547373084
120 => 0.006348036296963
121 => 0.0063426722697724
122 => 0.0061545401212184
123 => 0.0059091294026771
124 => 0.0059914972951518
125 => 0.0059615722676126
126 => 0.0058531201074053
127 => 0.0059262037688213
128 => 0.00560438031074
129 => 0.0050506997780388
130 => 0.0054164780976346
131 => 0.0054023960302204
201 => 0.0053952952132592
202 => 0.0056701675110652
203 => 0.0056437448820141
204 => 0.005595787551555
205 => 0.0058522393334228
206 => 0.0057586309832779
207 => 0.0060471098615236
208 => 0.0062371207083802
209 => 0.0061889278114104
210 => 0.0063676339312812
211 => 0.0059933948850347
212 => 0.0061177020843333
213 => 0.0061433216258264
214 => 0.0058490747582426
215 => 0.005648067950901
216 => 0.0056346630884967
217 => 0.0052861449850107
218 => 0.0054723205427531
219 => 0.0056361473290983
220 => 0.0055576870119111
221 => 0.005532848819425
222 => 0.0056597417580901
223 => 0.0056696024261889
224 => 0.0054447781485494
225 => 0.0054915262351296
226 => 0.0056864735273917
227 => 0.0054866140635478
228 => 0.0050983197721573
301 => 0.0050020174193039
302 => 0.0049891689102287
303 => 0.0047279892914542
304 => 0.0050084528030092
305 => 0.0048860229642606
306 => 0.0052727773579325
307 => 0.0050518653224726
308 => 0.0050423422461552
309 => 0.0050279467195699
310 => 0.0048031386324965
311 => 0.0048523573162663
312 => 0.0050159677173344
313 => 0.0050743457516385
314 => 0.0050682564443835
315 => 0.0050151659371118
316 => 0.0050394704994734
317 => 0.0049611770358358
318 => 0.0049335299842879
319 => 0.0048462682846819
320 => 0.0047180176929209
321 => 0.0047358517243119
322 => 0.0044817537434406
323 => 0.0043433076774614
324 => 0.0043049876310882
325 => 0.0042537444635729
326 => 0.0043107756832119
327 => 0.0044810339157865
328 => 0.0042756663650025
329 => 0.0039235781040419
330 => 0.0039447392084548
331 => 0.0039922819272824
401 => 0.0039036863852738
402 => 0.0038198381400228
403 => 0.0038927373864454
404 => 0.0037435529487789
405 => 0.0040103101538373
406 => 0.0040030951190189
407 => 0.0041025257089098
408 => 0.0041647016972897
409 => 0.0040214061737894
410 => 0.0039853677371413
411 => 0.0040058968685117
412 => 0.003666596056165
413 => 0.0040747975937761
414 => 0.0040783277376243
415 => 0.0040481005027836
416 => 0.0042654552197529
417 => 0.0047241414671946
418 => 0.0045515652502955
419 => 0.0044847385229684
420 => 0.0043577008654695
421 => 0.004526971001337
422 => 0.0045139736959279
423 => 0.0044551949517859
424 => 0.0044196453839281
425 => 0.0044851465527155
426 => 0.004411529064246
427 => 0.0043983053404436
428 => 0.0043181839617543
429 => 0.0042895842748527
430 => 0.0042684102052571
501 => 0.0042450996351534
502 => 0.0042965169441699
503 => 0.0041799985574282
504 => 0.0040394888054559
505 => 0.004027806939916
506 => 0.0040600615977518
507 => 0.0040457913127364
508 => 0.0040277386192815
509 => 0.0039932711111178
510 => 0.0039830453377274
511 => 0.0040162741404062
512 => 0.0039787607595414
513 => 0.004034113796467
514 => 0.0040190608332465
515 => 0.0039349762043461
516 => 0.0038301756246194
517 => 0.0038292426796332
518 => 0.0038066635666385
519 => 0.0037779056714474
520 => 0.0037699058828967
521 => 0.0038865980152442
522 => 0.0041281472369019
523 => 0.0040807253449075
524 => 0.0041149925218644
525 => 0.0042835531170209
526 => 0.0043371334614272
527 => 0.0042991034020876
528 => 0.0042470455112717
529 => 0.0042493357942693
530 => 0.0044272333661826
531 => 0.0044383286195292
601 => 0.0044663627452717
602 => 0.0045023945192939
603 => 0.0043052397690094
604 => 0.0042400498232608
605 => 0.0042091592103646
606 => 0.004114028078816
607 => 0.0042166188482643
608 => 0.0041568436002815
609 => 0.0041649093234476
610 => 0.0041596565106545
611 => 0.0041625249016332
612 => 0.004010235589762
613 => 0.0040657218109173
614 => 0.003973465206517
615 => 0.003849943969515
616 => 0.0038495298830164
617 => 0.0038797615307803
618 => 0.0038617785637258
619 => 0.0038133868617667
620 => 0.0038202606746276
621 => 0.0037600388410004
622 => 0.0038275726955815
623 => 0.0038295093248831
624 => 0.0038035051122755
625 => 0.0039075503331337
626 => 0.0039501777450122
627 => 0.0039330612152096
628 => 0.003948976803652
629 => 0.0040826959386169
630 => 0.004104497992191
701 => 0.0041141810242258
702 => 0.0041012070440551
703 => 0.0039514209439675
704 => 0.0039580645944461
705 => 0.0039093178953657
706 => 0.0038681320714434
707 => 0.0038697792884091
708 => 0.0038909541556875
709 => 0.0039834260429818
710 => 0.0041780276782772
711 => 0.0041854126680847
712 => 0.0041943634911668
713 => 0.0041579559953688
714 => 0.0041469751462633
715 => 0.0041614617206311
716 => 0.0042345438631801
717 => 0.0044225309754244
718 => 0.0043560837747202
719 => 0.0043020611662354
720 => 0.0043494535582672
721 => 0.0043421578709878
722 => 0.004280574928229
723 => 0.0042788465001341
724 => 0.0041606491437222
725 => 0.0041169542722803
726 => 0.0040804395671991
727 => 0.0040405664624908
728 => 0.0040169283494612
729 => 0.0040532472344049
730 => 0.004061553793104
731 => 0.003982141916429
801 => 0.0039713183710752
802 => 0.0040361678237924
803 => 0.0040076299974828
804 => 0.0040369818595462
805 => 0.0040437917433206
806 => 0.004042695195188
807 => 0.0040128984269723
808 => 0.0040318899984806
809 => 0.0039869692702036
810 => 0.0039381247250777
811 => 0.00390696494841
812 => 0.0038797739105229
813 => 0.0038948610786951
814 => 0.0038410780789693
815 => 0.0038238718149191
816 => 0.0040254560813775
817 => 0.0041743685464063
818 => 0.004172203300189
819 => 0.0041590229206971
820 => 0.0041394395503145
821 => 0.0042331112176594
822 => 0.0042004778817805
823 => 0.0042242213602388
824 => 0.0042302650720171
825 => 0.0042485575673205
826 => 0.0042550955620983
827 => 0.0042353332009503
828 => 0.0041690083031685
829 => 0.0040037329638782
830 => 0.0039267968472864
831 => 0.0039014066473387
901 => 0.0039023295328839
902 => 0.0038768722296036
903 => 0.0038843705463359
904 => 0.0038742646210483
905 => 0.0038551264434394
906 => 0.0038936793501577
907 => 0.0038981222135118
908 => 0.0038891235044108
909 => 0.0038912430261621
910 => 0.003816737558205
911 => 0.0038224020471164
912 => 0.0037908614530493
913 => 0.0037849479718892
914 => 0.0037052160966411
915 => 0.003563959522319
916 => 0.0036422293766009
917 => 0.0035476903990353
918 => 0.003511887055732
919 => 0.0036813745143678
920 => 0.0036643626743711
921 => 0.0036352457991658
922 => 0.0035921758722488
923 => 0.0035762008173979
924 => 0.0034791414412119
925 => 0.0034734066554752
926 => 0.0035215119031366
927 => 0.0034993129865414
928 => 0.0034681373002545
929 => 0.0033552221247522
930 => 0.0032282680825578
1001 => 0.003232100027087
1002 => 0.0032724817458451
1003 => 0.0033898970393511
1004 => 0.0033440208528731
1005 => 0.0033107371532147
1006 => 0.003304504116773
1007 => 0.0033825236175863
1008 => 0.0034929375568277
1009 => 0.0035447413067471
1010 => 0.0034934053638802
1011 => 0.0034344333968382
1012 => 0.0034380227472223
1013 => 0.0034619010872702
1014 => 0.0034644103631877
1015 => 0.0034260256750595
1016 => 0.0034368307399279
1017 => 0.0034204168583569
1018 => 0.0033196848974528
1019 => 0.0033178629757046
1020 => 0.0032931417279764
1021 => 0.0032923931784201
1022 => 0.0032503361690303
1023 => 0.0032444521026903
1024 => 0.0031609453578688
1025 => 0.003215909750192
1026 => 0.0031790425215817
1027 => 0.0031234749119659
1028 => 0.0031138950351234
1029 => 0.0031136070524575
1030 => 0.0031706625628428
1031 => 0.0032152430233338
1101 => 0.0031796838428076
1102 => 0.0031715877066875
1103 => 0.0032580332592305
1104 => 0.0032470322747007
1105 => 0.0032375054930466
1106 => 0.0034830511995993
1107 => 0.0032886826126924
1108 => 0.0032039268146299
1109 => 0.0030990254198381
1110 => 0.0031331818429411
1111 => 0.0031403791031511
1112 => 0.0028881101585744
1113 => 0.0027857646791777
1114 => 0.0027506435674568
1115 => 0.0027304308711218
1116 => 0.0027396420506567
1117 => 0.0026475191152723
1118 => 0.0027094272514234
1119 => 0.0026296565763383
1120 => 0.0026162827630641
1121 => 0.0027589226118065
1122 => 0.0027787701134691
1123 => 0.002694094505241
1124 => 0.0027484699534592
1125 => 0.00272875266006
1126 => 0.0026310240156069
1127 => 0.0026272915002321
1128 => 0.0025782547017735
1129 => 0.002501521607581
1130 => 0.0024664525245113
1201 => 0.0024481882415648
1202 => 0.0024557244406723
1203 => 0.002451913907792
1204 => 0.0024270476032047
1205 => 0.0024533392152635
1206 => 0.0023861750108973
1207 => 0.0023594296835399
1208 => 0.0023473494396595
1209 => 0.0022877373424571
1210 => 0.002382606698726
1211 => 0.0024012971570437
1212 => 0.002420024441338
1213 => 0.0025830326654598
1214 => 0.0025748892352391
1215 => 0.0026485018784226
1216 => 0.0026456414264735
1217 => 0.0026246459081918
1218 => 0.0025360692701565
1219 => 0.0025713743393506
1220 => 0.0024627108239971
1221 => 0.0025441289181007
1222 => 0.0025069731000527
1223 => 0.0025315664986433
1224 => 0.0024873453504801
1225 => 0.0025118191597201
1226 => 0.0024057293580811
1227 => 0.0023066641940344
1228 => 0.0023465309079392
1229 => 0.0023898705852655
1230 => 0.0024838420484532
1231 => 0.0024278734202263
]
'min_raw' => 0.0022877373424571
'max_raw' => 0.0068289516829093
'avg_raw' => 0.0045583445126832
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.002287'
'max' => '$0.006828'
'avg' => '$0.004558'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0043337926575429
'max_diff' => 0.00020742168290926
'year' => 2026
]
1 => [
'items' => [
101 => 0.0024480018553449
102 => 0.0023805749671571
103 => 0.0022414540372873
104 => 0.0022422414466419
105 => 0.0022208407224957
106 => 0.0022023473722764
107 => 0.0024343020904475
108 => 0.0024054548545815
109 => 0.0023594905596618
110 => 0.0024210155949602
111 => 0.0024372837908267
112 => 0.0024377469234927
113 => 0.0024826340010554
114 => 0.002506590242397
115 => 0.0025108126337658
116 => 0.0025814434201602
117 => 0.002605117928117
118 => 0.0027026298758494
119 => 0.0025045577226922
120 => 0.0025004785570429
121 => 0.002421881378379
122 => 0.0023720338050981
123 => 0.002425294484368
124 => 0.0024724761753933
125 => 0.0024233474450376
126 => 0.002429762620058
127 => 0.0023638113135201
128 => 0.00238738580231
129 => 0.0024076913278824
130 => 0.0023964798101649
131 => 0.0023796956254983
201 => 0.0024686078147822
202 => 0.0024635910406131
203 => 0.0025463881153567
204 => 0.0026109343559949
205 => 0.0027266127582392
206 => 0.0026058963150458
207 => 0.0026014969280514
208 => 0.0026445016416052
209 => 0.0026051113443195
210 => 0.0026300046524972
211 => 0.0027226020614427
212 => 0.0027245584987806
213 => 0.0026917856526432
214 => 0.0026897914219773
215 => 0.0026960858055736
216 => 0.002732952206899
217 => 0.0027200699534858
218 => 0.0027349776232743
219 => 0.0027536198926191
220 => 0.0028307322227877
221 => 0.0028493237445288
222 => 0.0028041559852968
223 => 0.0028082341282335
224 => 0.002791340146398
225 => 0.0027750207716259
226 => 0.0028117043428603
227 => 0.0028787442903086
228 => 0.0028783272382749
301 => 0.0028938792030125
302 => 0.0029035679482047
303 => 0.0028619767612451
304 => 0.0028349024278848
305 => 0.0028452844500798
306 => 0.0028618855296605
307 => 0.0028399009437155
308 => 0.0027042018950121
309 => 0.0027453643178999
310 => 0.0027385128779917
311 => 0.0027287555943989
312 => 0.0027701447289122
313 => 0.002766152645919
314 => 0.0026465742614176
315 => 0.0026542292816223
316 => 0.0026470397885505
317 => 0.0026702705114973
318 => 0.0026038568090436
319 => 0.0026242852166153
320 => 0.0026370977223398
321 => 0.0026446443866418
322 => 0.002671908112897
323 => 0.0026687090292977
324 => 0.0026717092533687
325 => 0.0027121341620482
326 => 0.0029165894779958
327 => 0.0029277175297376
328 => 0.0028729189330673
329 => 0.0028948098915825
330 => 0.0028527840382596
331 => 0.002880996275144
401 => 0.0029002983711072
402 => 0.0028130759110291
403 => 0.0028079111630123
404 => 0.0027657118540433
405 => 0.0027883873723922
406 => 0.0027523089922716
407 => 0.002761161364785
408 => 0.0027364093595015
409 => 0.0027809580409368
410 => 0.0028307703889466
411 => 0.0028433549552032
412 => 0.0028102503793787
413 => 0.0027862804847839
414 => 0.0027441972460496
415 => 0.0028141826099509
416 => 0.0028346484631209
417 => 0.0028140751115367
418 => 0.0028093078164381
419 => 0.0028002738008404
420 => 0.0028112244255537
421 => 0.0028345370016893
422 => 0.0028235432212994
423 => 0.0028308048069324
424 => 0.002803131130614
425 => 0.0028619905296586
426 => 0.0029554734206273
427 => 0.0029557739834077
428 => 0.0029447801437573
429 => 0.0029402817014379
430 => 0.0029515620480812
501 => 0.0029576811733912
502 => 0.0029941597459739
503 => 0.0030333027077257
504 => 0.0032159658308088
505 => 0.0031646747567854
506 => 0.0033267443462625
507 => 0.0034549203494366
508 => 0.0034933547283312
509 => 0.0034579969082255
510 => 0.0033370397156356
511 => 0.0033311049787104
512 => 0.0035118660912491
513 => 0.0034607927975735
514 => 0.0034547177918046
515 => 0.0033900899943084
516 => 0.0034282930269371
517 => 0.0034199374632965
518 => 0.0034067477973217
519 => 0.003479636522331
520 => 0.0036160777087271
521 => 0.0035948120702899
522 => 0.0035789382576812
523 => 0.0035093838316269
524 => 0.0035512711316551
525 => 0.0035363558664134
526 => 0.0036004413113527
527 => 0.0035624785134371
528 => 0.0034604058671419
529 => 0.0034766612725003
530 => 0.0034742043006817
531 => 0.0035247686066051
601 => 0.0035095904570501
602 => 0.0034712405233805
603 => 0.0036156113675851
604 => 0.0036062367279952
605 => 0.0036195278235926
606 => 0.0036253789749154
607 => 0.0037132549636831
608 => 0.0037492549445632
609 => 0.0037574275704914
610 => 0.003791624767989
611 => 0.0037565767130647
612 => 0.0038967939216017
613 => 0.0039900301833779
614 => 0.0040983288993251
615 => 0.0042565824312746
616 => 0.0043160872232147
617 => 0.0043053382151574
618 => 0.0044253242369589
619 => 0.0046409364509968
620 => 0.0043489196082036
621 => 0.0046564140527372
622 => 0.0045590648617919
623 => 0.0043282516812979
624 => 0.0043133900335827
625 => 0.0044696993992094
626 => 0.0048163785279504
627 => 0.0047295393382029
628 => 0.0048165205657556
629 => 0.0047150523435355
630 => 0.004710013591061
701 => 0.0048115924806837
702 => 0.0050489370930642
703 => 0.004936183564452
704 => 0.0047745237328868
705 => 0.004893890836809
706 => 0.0047904840044877
707 => 0.0045574794695179
708 => 0.0047294729339111
709 => 0.0046144658023632
710 => 0.0046480309974643
711 => 0.0048897588819583
712 => 0.0048606735433633
713 => 0.0048983126647351
714 => 0.0048318806007013
715 => 0.0047698225775187
716 => 0.0046539866687592
717 => 0.0046196933668168
718 => 0.00462917080173
719 => 0.0046196886702708
720 => 0.0045548795439068
721 => 0.004540884019239
722 => 0.0045175575316347
723 => 0.0045247873855328
724 => 0.0044809267644321
725 => 0.0045637008185159
726 => 0.0045790644123563
727 => 0.0046393004661352
728 => 0.0046455543730639
729 => 0.0048133109254316
730 => 0.0047209134354218
731 => 0.0047829016489359
801 => 0.0047773568396635
802 => 0.004333254102806
803 => 0.0043944475415933
804 => 0.0044896453287875
805 => 0.0044467588546941
806 => 0.0043861274142154
807 => 0.0043371642751767
808 => 0.0042629801127951
809 => 0.0043673928967666
810 => 0.0045046846046274
811 => 0.0046490363173411
812 => 0.0048224654418677
813 => 0.0047837580802109
814 => 0.0046457941804929
815 => 0.0046519831402515
816 => 0.0046902408542137
817 => 0.0046406936385528
818 => 0.0046260811973779
819 => 0.0046882333291855
820 => 0.0046886613367591
821 => 0.0046316512771603
822 => 0.004568295028647
823 => 0.0045680295636524
824 => 0.0045567559311782
825 => 0.0047170578977081
826 => 0.0048052077709428
827 => 0.0048153140118485
828 => 0.0048045275404075
829 => 0.0048086788251654
830 => 0.0047573863561801
831 => 0.0048746257299713
901 => 0.0049822161731345
902 => 0.0049533796360322
903 => 0.0049101495675606
904 => 0.0048757147357807
905 => 0.0049452678840196
906 => 0.0049421707918153
907 => 0.0049812764644734
908 => 0.0049795024052763
909 => 0.0049663526384001
910 => 0.0049533801056518
911 => 0.0050048147316502
912 => 0.0049900023853775
913 => 0.0049751670314397
914 => 0.0049454124579385
915 => 0.0049494565986485
916 => 0.0049062339944576
917 => 0.0048862372400272
918 => 0.0045855340323155
919 => 0.0045051763094542
920 => 0.0045304584848987
921 => 0.0045387820335064
922 => 0.0045038102495359
923 => 0.0045539508042354
924 => 0.0045461364518974
925 => 0.0045765375256011
926 => 0.0045575442546122
927 => 0.0045583237450787
928 => 0.0046141789052646
929 => 0.0046303938958914
930 => 0.0046221468207876
1001 => 0.0046279227894971
1002 => 0.0047610275505239
1003 => 0.0047421043099565
1004 => 0.0047320517155593
1005 => 0.004734836352908
1006 => 0.0047688474731486
1007 => 0.0047783687298777
1008 => 0.0047380264960698
1009 => 0.0047570521267493
1010 => 0.0048380608474703
1011 => 0.0048664093150262
1012 => 0.0049568840154281
1013 => 0.0049184487546378
1014 => 0.0049889983392576
1015 => 0.0052058437102529
1016 => 0.0053790747971623
1017 => 0.005219764330563
1018 => 0.0055378811608262
1019 => 0.0057855807443351
1020 => 0.0057760736217548
1021 => 0.0057328814699754
1022 => 0.0054508820795846
1023 => 0.005191382036173
1024 => 0.0054084648414407
1025 => 0.0054090182301548
1026 => 0.0053903706246611
1027 => 0.005274551948475
1028 => 0.0053863403857814
1029 => 0.0053952137459788
1030 => 0.0053902470238851
1031 => 0.0053014491164045
1101 => 0.005165871124278
1102 => 0.0051923627394117
1103 => 0.0052357565454149
1104 => 0.0051536030177546
1105 => 0.0051273499878093
1106 => 0.0051761593653209
1107 => 0.0053334333495007
1108 => 0.0053037016138177
1109 => 0.0053029251980436
1110 => 0.0054301301715138
1111 => 0.0053390788630606
1112 => 0.0051926968835164
1113 => 0.0051557335031404
1114 => 0.0050245384043222
1115 => 0.0051151553263769
1116 => 0.0051184164680794
1117 => 0.0050687865059526
1118 => 0.0051967240814167
1119 => 0.0051955451141358
1120 => 0.0053170028010439
1121 => 0.0055491842809881
1122 => 0.0054805167924119
1123 => 0.0054006639741992
1124 => 0.0054093461896174
1125 => 0.0055045686632214
1126 => 0.0054469949819628
1127 => 0.0054676988791614
1128 => 0.0055045373253933
1129 => 0.0055267628746523
1130 => 0.0054061482751108
1201 => 0.0053780272422945
1202 => 0.0053205014782937
1203 => 0.0053054940802351
1204 => 0.0053523476146993
1205 => 0.0053400033637278
1206 => 0.0051181423817471
1207 => 0.0050949566747073
1208 => 0.0050956677472406
1209 => 0.0050373661844687
1210 => 0.0049484423072631
1211 => 0.0051821289471905
1212 => 0.0051633606395619
1213 => 0.0051426418804915
1214 => 0.0051451798102581
1215 => 0.0052466152602754
1216 => 0.0051877775766523
1217 => 0.005344207201871
1218 => 0.005312049973631
1219 => 0.005279068033827
1220 => 0.0052745089250916
1221 => 0.005261813692154
1222 => 0.0052182770147225
1223 => 0.0051657038605754
1224 => 0.0051309905103988
1225 => 0.0047330675227107
1226 => 0.0048069197146141
1227 => 0.0048918799295598
1228 => 0.0049212078553024
1229 => 0.004871040408889
1230 => 0.0052202579312811
1231 => 0.0052840633377659
]
'min_raw' => 0.0022023473722764
'max_raw' => 0.0057855807443351
'avg_raw' => 0.0039939640583058
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.0022023'
'max' => '$0.005785'
'avg' => '$0.003993'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -8.5389970180705E-5
'max_diff' => -0.0010433709385742
'year' => 2027
]
2 => [
'items' => [
101 => 0.0050907925995998
102 => 0.0050546395356811
103 => 0.0052226281201328
104 => 0.0051213104679392
105 => 0.0051669338005182
106 => 0.005068321110111
107 => 0.0052686944837841
108 => 0.005267167974394
109 => 0.0051892182063972
110 => 0.0052551008165311
111 => 0.0052436520917289
112 => 0.0051556469956424
113 => 0.0052714844023019
114 => 0.0052715418562104
115 => 0.0051965168992877
116 => 0.0051089041746768
117 => 0.0050932410888366
118 => 0.0050814410576955
119 => 0.0051640317162126
120 => 0.0052380822423847
121 => 0.0053758719129087
122 => 0.0054105155098803
123 => 0.0055457317752151
124 => 0.0054652170727687
125 => 0.0055009081975232
126 => 0.0055396559622621
127 => 0.0055582330655799
128 => 0.005527962672626
129 => 0.0057380091899262
130 => 0.0057557435516454
131 => 0.0057616897297282
201 => 0.0056908632259079
202 => 0.0057537737384499
203 => 0.0057243399930087
204 => 0.0058009184217168
205 => 0.0058129268971407
206 => 0.0058027561456705
207 => 0.005806567825311
208 => 0.00562733017754
209 => 0.0056180357599491
210 => 0.0054913057165962
211 => 0.0055429491460037
212 => 0.0054464042300604
213 => 0.0054770196174289
214 => 0.0054905145884668
215 => 0.0054834655814294
216 => 0.0055458689880173
217 => 0.0054928133442439
218 => 0.0053527907771706
219 => 0.0052127300610425
220 => 0.0052109717128425
221 => 0.005174096198563
222 => 0.0051474419558262
223 => 0.0051525765085874
224 => 0.005170671342228
225 => 0.0051463902512004
226 => 0.0051515718530537
227 => 0.0052376209686509
228 => 0.0052548775051097
229 => 0.0051962330516586
301 => 0.0049607671086984
302 => 0.0049029831756744
303 => 0.0049445171208269
304 => 0.0049246665701726
305 => 0.0039745902765962
306 => 0.0041977966090911
307 => 0.0040651749856935
308 => 0.0041262931313826
309 => 0.0039909207960965
310 => 0.004055527569967
311 => 0.0040435970578947
312 => 0.004402506235391
313 => 0.0043969023622479
314 => 0.0043995846397711
315 => 0.0042715525449486
316 => 0.0044755111484511
317 => 0.0045759884906506
318 => 0.0045573928087274
319 => 0.0045620729412392
320 => 0.0044816527586649
321 => 0.0044003632829283
322 => 0.0043102007439758
323 => 0.0044777115969229
324 => 0.0044590872495808
325 => 0.0045018048015549
326 => 0.0046104475636142
327 => 0.0046264456230211
328 => 0.0046479471771004
329 => 0.0046402404005478
330 => 0.0048238470846423
331 => 0.0048016111037225
401 => 0.0048551934200108
402 => 0.0047449705301057
403 => 0.0046202428677253
404 => 0.0046439495186894
405 => 0.0046416663775647
406 => 0.0046125993705801
407 => 0.0045863589763481
408 => 0.004542676113137
409 => 0.0046808951561841
410 => 0.004675283715454
411 => 0.004766126418288
412 => 0.0047500690881632
413 => 0.0046428343076942
414 => 0.0046466642188573
415 => 0.0046724222120216
416 => 0.004761570920463
417 => 0.0047880363268353
418 => 0.0047757764961395
419 => 0.004804794606035
420 => 0.0048277293369328
421 => 0.0048076748551265
422 => 0.005091604026345
423 => 0.0049736968389823
424 => 0.0050311639817099
425 => 0.0050448695566344
426 => 0.0050097630146625
427 => 0.0050173763665452
428 => 0.0050289085201333
429 => 0.0050989294984927
430 => 0.0052826848064412
501 => 0.0053640687814669
502 => 0.0056089164857463
503 => 0.0053573109752606
504 => 0.0053423817455155
505 => 0.0053864862107485
506 => 0.0055302377329222
507 => 0.0056467348397501
508 => 0.0056853836509642
509 => 0.0056904917293885
510 => 0.0057629994685506
511 => 0.005804559552449
512 => 0.0057541951218735
513 => 0.0057115165403364
514 => 0.0055586471587309
515 => 0.0055763422059013
516 => 0.0056982435335709
517 => 0.0058704363388566
518 => 0.0060181956793997
519 => 0.0059664555082744
520 => 0.0063611964910917
521 => 0.0064003334471657
522 => 0.0063949259852856
523 => 0.0064840857955821
524 => 0.0063071217292231
525 => 0.0062314661623373
526 => 0.0057207441340872
527 => 0.0058642361919446
528 => 0.0060728103250335
529 => 0.0060452047564063
530 => 0.0058937326457546
531 => 0.0060180807742209
601 => 0.0059769673942245
602 => 0.0059445395656256
603 => 0.006093097734881
604 => 0.0059297519253514
605 => 0.0060711808256304
606 => 0.0058897967981279
607 => 0.0059666918530178
608 => 0.005923042500867
609 => 0.005951288981172
610 => 0.0057861606344795
611 => 0.0058752598820907
612 => 0.0057824538128477
613 => 0.0057824098106872
614 => 0.0057803611115649
615 => 0.0058895470404642
616 => 0.0058931075896857
617 => 0.0058124190232583
618 => 0.0058007905402438
619 => 0.005843787136683
620 => 0.0057934493830791
621 => 0.0058170021011684
622 => 0.0057941627709165
623 => 0.005789021156607
624 => 0.0057480518990147
625 => 0.0057304012163707
626 => 0.0057373225038374
627 => 0.0057136965815451
628 => 0.0056994611087771
629 => 0.0057775293177296
630 => 0.0057358206229488
701 => 0.0057711368620676
702 => 0.0057308895503271
703 => 0.0055913748329154
704 => 0.0055111384435907
705 => 0.0052476080754212
706 => 0.0053223449609257
707 => 0.005371895593336
708 => 0.00535551910962
709 => 0.0053907021334999
710 => 0.0053928620854215
711 => 0.0053814237257096
712 => 0.005368179570508
713 => 0.0053617330482035
714 => 0.0054097801439243
715 => 0.0054376731001811
716 => 0.0053768686622003
717 => 0.0053626230331259
718 => 0.0054240996770295
719 => 0.0054616003942968
720 => 0.0057384846207655
721 => 0.0057179721429444
722 => 0.0057694544369048
723 => 0.005763658320665
724 => 0.0058176199665081
725 => 0.0059058244515686
726 => 0.0057264800710788
727 => 0.0057576080542698
728 => 0.0057499761916415
729 => 0.0058332988666355
730 => 0.0058335589909319
731 => 0.0057836028849966
801 => 0.0058106849004694
802 => 0.0057955684623887
803 => 0.0058228859091096
804 => 0.0057176981862972
805 => 0.0058458054783697
806 => 0.0059184340579232
807 => 0.0059194425058208
808 => 0.0059538678761131
809 => 0.0059888460461131
810 => 0.0060559835974715
811 => 0.0059869736162447
812 => 0.0058628313780039
813 => 0.0058717940466279
814 => 0.0057990094977692
815 => 0.0058002330191851
816 => 0.0057937017659778
817 => 0.0058133025485026
818 => 0.0057219994558138
819 => 0.0057434281091738
820 => 0.0057134278689837
821 => 0.0057575428396065
822 => 0.0057100824236823
823 => 0.0057499725113262
824 => 0.005767187750776
825 => 0.0058307123549633
826 => 0.0057006997879936
827 => 0.0054355953628654
828 => 0.0054913235271078
829 => 0.0054088971948404
830 => 0.005416526065711
831 => 0.0054319375989952
901 => 0.005381983777281
902 => 0.0053915133922383
903 => 0.0053911729273331
904 => 0.0053882389847146
905 => 0.0053752440663787
906 => 0.0053563988638252
907 => 0.0054314723505506
908 => 0.0054442287988481
909 => 0.0054725848032239
910 => 0.0055569530381849
911 => 0.0055485226619723
912 => 0.005562272955348
913 => 0.0055322561421135
914 => 0.0054179184595866
915 => 0.005424127545843
916 => 0.0053467001407319
917 => 0.0054706048103947
918 => 0.0054412625491568
919 => 0.0054223454024541
920 => 0.0054171836837101
921 => 0.0055017610512068
922 => 0.0055270679251497
923 => 0.0055112983795896
924 => 0.0054789545815748
925 => 0.0055410642353487
926 => 0.0055576821585027
927 => 0.0055614022986514
928 => 0.0056714486967939
929 => 0.0055675526698446
930 => 0.005592561476169
1001 => 0.0057876730440332
1002 => 0.0056107337755363
1003 => 0.0057044624522756
1004 => 0.0056998749212897
1005 => 0.0057478233407041
1006 => 0.0056959417513883
1007 => 0.0056965848858674
1008 => 0.0057391598340001
1009 => 0.00567937099778
1010 => 0.0056645664411197
1011 => 0.0056441140521256
1012 => 0.0056887710952585
1013 => 0.0057155409729523
1014 => 0.0059312865268557
1015 => 0.0060706679938698
1016 => 0.0060646170767943
1017 => 0.0061199111320227
1018 => 0.0060950006537068
1019 => 0.0060145581481726
1020 => 0.006151863696201
1021 => 0.0061084144756967
1022 => 0.0061119963766442
1023 => 0.0061118630581121
1024 => 0.0061407529913507
1025 => 0.0061202818259276
1026 => 0.0060799310575568
1027 => 0.0061067177806929
1028 => 0.0061862647719782
1029 => 0.0064331810737278
1030 => 0.0065713587073928
1031 => 0.0064248626066802
1101 => 0.0065259136552908
1102 => 0.0064653190342946
1103 => 0.0064543071891258
1104 => 0.0065177747152671
1105 => 0.0065813533329111
1106 => 0.0065773036498251
1107 => 0.0065311488382137
1108 => 0.0065050771562694
1109 => 0.0067025006666059
1110 => 0.0068479589460002
1111 => 0.0068380396665102
1112 => 0.0068818201402566
1113 => 0.0070103609652551
1114 => 0.0070221131273669
1115 => 0.0070206326250611
1116 => 0.0069915036650557
1117 => 0.0071180688004022
1118 => 0.0072236516630098
1119 => 0.0069847611524311
1120 => 0.0070757275315531
1121 => 0.0071165652698946
1122 => 0.007176527185791
1123 => 0.0072776929886921
1124 => 0.0073875858835467
1125 => 0.0074031259437935
1126 => 0.0073920995273881
1127 => 0.0073196222091519
1128 => 0.0074398683259967
1129 => 0.007510305681126
1130 => 0.0075522495141752
1201 => 0.0076586120959998
1202 => 0.0071168174698638
1203 => 0.0067333083045446
1204 => 0.0066734178104405
1205 => 0.0067952074852785
1206 => 0.0068273224512788
1207 => 0.0068143769487528
1208 => 0.0063827025160582
1209 => 0.0066711451338894
1210 => 0.0069814851377317
1211 => 0.0069934065611787
1212 => 0.0071487692560056
1213 => 0.0071993617179733
1214 => 0.0073244490511629
1215 => 0.0073166248044142
1216 => 0.0073470815794717
1217 => 0.0073400800943238
1218 => 0.0075717780388119
1219 => 0.0078273752790599
1220 => 0.0078185247593796
1221 => 0.0077817796320047
1222 => 0.0078363524121317
1223 => 0.0081001561555326
1224 => 0.0080758693342091
1225 => 0.0080994619123784
1226 => 0.0084105013931755
1227 => 0.0088148969630619
1228 => 0.0086270146201983
1229 => 0.0090346652425246
1230 => 0.0092912597006481
1231 => 0.0097350132836104
]
'min_raw' => 0.0039745902765962
'max_raw' => 0.0097350132836104
'avg_raw' => 0.0068548017801033
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.003974'
'max' => '$0.009735'
'avg' => '$0.006854'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0017722429043198
'max_diff' => 0.0039494325392753
'year' => 2028
]
3 => [
'items' => [
101 => 0.0096794531494911
102 => 0.0098522031629241
103 => 0.0095799889136675
104 => 0.0089549299737978
105 => 0.0088560120039339
106 => 0.0090540482846034
107 => 0.0095409011565315
108 => 0.0090387155551041
109 => 0.0091403070482249
110 => 0.0091110486913717
111 => 0.009109489637875
112 => 0.0091689923687151
113 => 0.0090826805541778
114 => 0.0087310306945539
115 => 0.0088921897529339
116 => 0.0088299585009997
117 => 0.0088990087146678
118 => 0.0092716442393603
119 => 0.0091068931913724
120 => 0.0089333413456054
121 => 0.0091510138744349
122 => 0.0094281858040309
123 => 0.0094108408828026
124 => 0.0093771844860051
125 => 0.0095669038325609
126 => 0.0098802646105182
127 => 0.0099649647696145
128 => 0.010027488695441
129 => 0.010036109688462
130 => 0.010124911274496
131 => 0.0096474027655085
201 => 0.01040522103256
202 => 0.010536075312973
203 => 0.01051148013161
204 => 0.010656919157098
205 => 0.010614127306368
206 => 0.010552128628494
207 => 0.010782680419662
208 => 0.010518371395659
209 => 0.010143218011666
210 => 0.0099374014455156
211 => 0.010208437302572
212 => 0.010373949442628
213 => 0.010483342438656
214 => 0.010516444693157
215 => 0.0096844703917688
216 => 0.0092360823867308
217 => 0.0095234939571812
218 => 0.0098741559092178
219 => 0.0096454548206596
220 => 0.0096544194703426
221 => 0.0093283518196474
222 => 0.009903005661122
223 => 0.0098192834300187
224 => 0.010253634513085
225 => 0.010149973141226
226 => 0.010504169588054
227 => 0.010410897793188
228 => 0.010798063798919
301 => 0.010952514800706
302 => 0.011211862071086
303 => 0.01140263897891
304 => 0.011514666828166
305 => 0.011507941096302
306 => 0.011951851247105
307 => 0.011690092940216
308 => 0.011361262815067
309 => 0.011355315315549
310 => 0.011525621096923
311 => 0.011882535293571
312 => 0.011975077951872
313 => 0.012026796672961
314 => 0.011947587651272
315 => 0.011663467769531
316 => 0.011540786245116
317 => 0.011645314458344
318 => 0.011517485435778
319 => 0.011738154191215
320 => 0.012041179524734
321 => 0.011978605991654
322 => 0.012187779931191
323 => 0.012404252952871
324 => 0.012713819096285
325 => 0.012794751149374
326 => 0.012928528755561
327 => 0.013066229855982
328 => 0.013110455738288
329 => 0.013194896670096
330 => 0.013194451624704
331 => 0.013448920056239
401 => 0.013729606616452
402 => 0.013835559295024
403 => 0.014079191637135
404 => 0.013661979789165
405 => 0.013978439768435
406 => 0.014263894591242
407 => 0.01392356358357
408 => 0.014392630590692
409 => 0.01441084339965
410 => 0.01468583519167
411 => 0.014407078328405
412 => 0.014241553392821
413 => 0.014719417679713
414 => 0.014950641155556
415 => 0.014880994762873
416 => 0.014350982275689
417 => 0.014042492274843
418 => 0.013235114439351
419 => 0.014191488361618
420 => 0.014657310201344
421 => 0.014349775909658
422 => 0.014504878318183
423 => 0.01535106676697
424 => 0.015673240541624
425 => 0.015606230648661
426 => 0.015617554217495
427 => 0.01579139333843
428 => 0.01656229173561
429 => 0.016100351546735
430 => 0.016453487512561
501 => 0.016640789555509
502 => 0.016814766131455
503 => 0.016387534646793
504 => 0.015831712762524
505 => 0.01565566063996
506 => 0.014319197685188
507 => 0.014249628984428
508 => 0.014210577964544
509 => 0.013964366808051
510 => 0.013770912281959
511 => 0.013617070060305
512 => 0.013213342129507
513 => 0.013349588454594
514 => 0.012706130397471
515 => 0.013117792059665
516 => 0.012090817463658
517 => 0.012946112423927
518 => 0.012480614262543
519 => 0.012793183758379
520 => 0.012792093232854
521 => 0.01221655369077
522 => 0.011884594494099
523 => 0.012096131814263
524 => 0.012322916613332
525 => 0.012359711683985
526 => 0.012653744095667
527 => 0.012735802221561
528 => 0.012487162269173
529 => 0.012069535697825
530 => 0.012166540825301
531 => 0.011882628688287
601 => 0.011385083588693
602 => 0.011742429165525
603 => 0.011864442656832
604 => 0.011918330765548
605 => 0.011429052303538
606 => 0.011275310388022
607 => 0.011193459482221
608 => 0.012006375992475
609 => 0.012050909393962
610 => 0.011823070215566
611 => 0.012852924906513
612 => 0.012619837072204
613 => 0.012880253291033
614 => 0.012157738626742
615 => 0.012185339659913
616 => 0.011843289639027
617 => 0.012034814794932
618 => 0.011899450987882
619 => 0.012019341455024
620 => 0.012091203306701
621 => 0.012433197200545
622 => 0.012950017444842
623 => 0.012382114717296
624 => 0.012134671366387
625 => 0.012288183829617
626 => 0.012697007748833
627 => 0.013316396913757
628 => 0.012949706061753
629 => 0.013112437235058
630 => 0.013147986757019
701 => 0.012877602498385
702 => 0.013326366367045
703 => 0.013566862570011
704 => 0.013813561910577
705 => 0.014027764035632
706 => 0.01371502476892
707 => 0.014049700613715
708 => 0.01378001096105
709 => 0.013538071462606
710 => 0.013538438384956
711 => 0.01338666620341
712 => 0.013092588477139
713 => 0.013038356032453
714 => 0.013320480058513
715 => 0.013546716810169
716 => 0.013565350752636
717 => 0.013690607042817
718 => 0.013764732425103
719 => 0.014491261940082
720 => 0.014783478121173
721 => 0.015140794536043
722 => 0.015279989416884
723 => 0.01569891610409
724 => 0.01536059878061
725 => 0.015287401699559
726 => 0.014271222586272
727 => 0.014437621859145
728 => 0.014704043150157
729 => 0.014275615775232
730 => 0.014547354334234
731 => 0.01460100128199
801 => 0.014261057976971
802 => 0.014442636384265
803 => 0.013960417968739
804 => 0.01296052848855
805 => 0.01332747952987
806 => 0.013597679010666
807 => 0.013212071036214
808 => 0.01390325840533
809 => 0.013499481013296
810 => 0.013371502964754
811 => 0.012872214969924
812 => 0.013107859684126
813 => 0.013426572534193
814 => 0.013229645047197
815 => 0.013638299151524
816 => 0.014217062347319
817 => 0.014629523466586
818 => 0.014661187109773
819 => 0.014396002242833
820 => 0.014820962684492
821 => 0.01482405805737
822 => 0.014344700943164
823 => 0.014051097379785
824 => 0.013984390032438
825 => 0.014151038064856
826 => 0.014353379541136
827 => 0.014672415653482
828 => 0.014865202494426
829 => 0.015367888329369
830 => 0.015503900703172
831 => 0.015653337065607
901 => 0.015853030130287
902 => 0.016092812854686
903 => 0.015568181904539
904 => 0.015589026470223
905 => 0.015100497393455
906 => 0.014578434012773
907 => 0.014974615042592
908 => 0.015492569037326
909 => 0.015373749818646
910 => 0.015360380229288
911 => 0.015382864170173
912 => 0.015293278359561
913 => 0.014888085058367
914 => 0.014684599519152
915 => 0.014947147779437
916 => 0.0150866804951
917 => 0.015303083568561
918 => 0.015276407322043
919 => 0.015833838399286
920 => 0.016050439260062
921 => 0.015995023491002
922 => 0.016005221326164
923 => 0.016397366838393
924 => 0.016833513298868
925 => 0.017242022013697
926 => 0.017657574624278
927 => 0.017156609732928
928 => 0.016902250656319
929 => 0.017164684296247
930 => 0.01702543331288
1001 => 0.01782561076783
1002 => 0.01788101331869
1003 => 0.018681132911702
1004 => 0.019440541681939
1005 => 0.018963570639575
1006 => 0.019413332849277
1007 => 0.019899787348721
1008 => 0.020838237002546
1009 => 0.020522200174195
1010 => 0.020280120916606
1011 => 0.020051357187903
1012 => 0.020527378192115
1013 => 0.021139771609412
1014 => 0.021271675286066
1015 => 0.021485409633329
1016 => 0.021260694101375
1017 => 0.02153133920801
1018 => 0.022486835361918
1019 => 0.022228651866734
1020 => 0.021861989798505
1021 => 0.02261626224519
1022 => 0.022889230511485
1023 => 0.024805064758937
1024 => 0.027223884635509
1025 => 0.02622247732378
1026 => 0.025600871490178
1027 => 0.025746963605762
1028 => 0.026630234742467
1029 => 0.026913913397951
1030 => 0.026142777022447
1031 => 0.026415155426825
1101 => 0.027915987214602
1102 => 0.028721135316296
1103 => 0.027627636048379
1104 => 0.024610714937006
1105 => 0.021828975890998
1106 => 0.022566818349341
1107 => 0.022483169912482
1108 => 0.02409562643587
1109 => 0.022222494275761
1110 => 0.022254033017422
1111 => 0.023899833434093
1112 => 0.023460762099087
1113 => 0.022749522768386
1114 => 0.021834168725217
1115 => 0.020142052116416
1116 => 0.018643297247839
1117 => 0.021582700687751
1118 => 0.021455948266464
1119 => 0.021272391976783
1120 => 0.021680876636602
1121 => 0.023664362194289
1122 => 0.023618636432268
1123 => 0.02332775246378
1124 => 0.023548385390144
1125 => 0.02271084474965
1126 => 0.022926698043151
1127 => 0.021828535249321
1128 => 0.022324950695461
1129 => 0.022747996768216
1130 => 0.022832929530626
1201 => 0.02302428738111
1202 => 0.02138915550012
1203 => 0.022123281709734
1204 => 0.022554512079559
1205 => 0.020606197580395
1206 => 0.02251600016622
1207 => 0.021360691491912
1208 => 0.020968562375698
1209 => 0.021496512571597
1210 => 0.021290769866807
1211 => 0.021113884370845
1212 => 0.02101517922482
1213 => 0.021402847580952
1214 => 0.021384762388774
1215 => 0.020750461714957
1216 => 0.019923042343366
1217 => 0.020200751443587
1218 => 0.02009985712394
1219 => 0.019734203093913
1220 => 0.019980609760915
1221 => 0.018895559502998
1222 => 0.017028786930255
1223 => 0.018262034072599
1224 => 0.018214555399134
1225 => 0.018190614498986
1226 => 0.01911736564201
1227 => 0.019028279903395
1228 => 0.018866588415479
1229 => 0.019731233502937
1230 => 0.019415626414897
1231 => 0.020388253093855
]
'min_raw' => 0.0087310306945539
'max_raw' => 0.028721135316296
'avg_raw' => 0.018726083005425
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.008731'
'max' => '$0.028721'
'avg' => '$0.018726'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.0047564404179577
'max_diff' => 0.018986122032686
'year' => 2029
]
4 => [
'items' => [
101 => 0.021028887930166
102 => 0.020866402213311
103 => 0.021468922373319
104 => 0.020207149300363
105 => 0.020626259701649
106 => 0.020712637774493
107 => 0.019720563916774
108 => 0.019042855431974
109 => 0.018997660002481
110 => 0.017822606883821
111 => 0.018450310775111
112 => 0.019002664223295
113 => 0.018738129785974
114 => 0.01865438608586
115 => 0.019082214487952
116 => 0.019115460418897
117 => 0.018357449670105
118 => 0.018515064107858
119 => 0.019172342514504
120 => 0.018498502378413
121 => 0.017189341065148
122 => 0.016864650958887
123 => 0.016821331313486
124 => 0.015940745993809
125 => 0.016886348304353
126 => 0.016473567555234
127 => 0.017777536995829
128 => 0.01703271664469
129 => 0.017000608928006
130 => 0.01695207340506
131 => 0.016194117243892
201 => 0.016360061472561
202 => 0.016911685362675
203 => 0.017108510981156
204 => 0.017087980456604
205 => 0.016908982104676
206 => 0.016990926633569
207 => 0.01672695475464
208 => 0.01663374079009
209 => 0.016339531877452
210 => 0.015907126053159
211 => 0.015967254735126
212 => 0.015110545652064
213 => 0.014643765074619
214 => 0.014514566362852
215 => 0.01434179644589
216 => 0.014534081184696
217 => 0.015108118702872
218 => 0.014415707667099
219 => 0.013228617513253
220 => 0.013299963654202
221 => 0.013460257250056
222 => 0.01316155119463
223 => 0.012878850981669
224 => 0.013124635880646
225 => 0.012621650133328
226 => 0.013521040674576
227 => 0.013496714680948
228 => 0.013831951856788
301 => 0.014041582542599
302 => 0.013558451680544
303 => 0.013436945575262
304 => 0.013506160974975
305 => 0.012362184596922
306 => 0.013738464580699
307 => 0.01375036670715
308 => 0.013648453474486
309 => 0.01438128007797
310 => 0.015927772785671
311 => 0.015345920021509
312 => 0.015120609044633
313 => 0.014692292712889
314 => 0.01526299879403
315 => 0.0152191774714
316 => 0.015021000831725
317 => 0.0149011429817
318 => 0.015121984745413
319 => 0.014873778243229
320 => 0.014829193535178
321 => 0.014559058713031
322 => 0.014462632871876
323 => 0.014391243017908
324 => 0.014312649803312
325 => 0.014486006850503
326 => 0.014093156974549
327 => 0.013619418535697
328 => 0.013580032310427
329 => 0.013688781141269
330 => 0.01364066787902
331 => 0.013579801962638
401 => 0.013463592352419
402 => 0.013429115443493
403 => 0.013541148671685
404 => 0.013414669688999
405 => 0.01360129631762
406 => 0.013550544201157
407 => 0.013267047004218
408 => 0.012913704532727
409 => 0.01291055904357
410 => 0.012834431987685
411 => 0.012737472736236
412 => 0.01271050089061
413 => 0.013103936562004
414 => 0.013918336627251
415 => 0.013758450407501
416 => 0.013873984587069
417 => 0.014442298402164
418 => 0.01462294827419
419 => 0.014494727273953
420 => 0.014319210460501
421 => 0.01432693230953
422 => 0.014926726393647
423 => 0.014964134814951
424 => 0.015058653827172
425 => 0.015180137468946
426 => 0.014515416463457
427 => 0.014295624009949
428 => 0.014191474151856
429 => 0.013870732899996
430 => 0.01421662484185
501 => 0.014015088419901
502 => 0.014042282568687
503 => 0.014024572343615
504 => 0.014034243324064
505 => 0.01352078927659
506 => 0.01370786494514
507 => 0.013396815362254
508 => 0.012980354887724
509 => 0.012978958766183
510 => 0.013080886877326
511 => 0.013020256048371
512 => 0.012857100046615
513 => 0.01288027558659
514 => 0.012677233469961
515 => 0.012904928575745
516 => 0.012911458056646
517 => 0.012823783038283
518 => 0.013174578764612
519 => 0.013318300059911
520 => 0.013260590484644
521 => 0.013314251002269
522 => 0.013765094401775
523 => 0.013838601547571
524 => 0.013871248566124
525 => 0.013827505886164
526 => 0.013322491591987
527 => 0.01334489112342
528 => 0.013180538224085
529 => 0.013041677343229
530 => 0.013047231050233
531 => 0.013118623593645
601 => 0.013430399017838
602 => 0.014086512017889
603 => 0.014111411026628
604 => 0.014141589351576
605 => 0.014018838937603
606 => 0.013981816238186
607 => 0.014030658735087
608 => 0.014277060281123
609 => 0.014910871954896
610 => 0.014686840578526
611 => 0.014504699582282
612 => 0.014664486340848
613 => 0.014639888421817
614 => 0.014432257230722
615 => 0.014426429714725
616 => 0.014027919075306
617 => 0.013880598765561
618 => 0.013757486888005
619 => 0.013623051931629
620 => 0.01354335438319
621 => 0.013665806039481
622 => 0.01369381218208
623 => 0.013426069495511
624 => 0.013389577156674
625 => 0.013608221614155
626 => 0.013512004340304
627 => 0.013610966192533
628 => 0.013633926191129
629 => 0.013630229102541
630 => 0.013529767218158
701 => 0.013593798627448
702 => 0.013442345255797
703 => 0.013277662461687
704 => 0.013172605099146
705 => 0.013080928616492
706 => 0.013131796057337
707 => 0.012950462918753
708 => 0.012892450798204
709 => 0.013572106226733
710 => 0.014074174999314
711 => 0.014066874720519
712 => 0.014022436150838
713 => 0.013956409450326
714 => 0.014272230016726
715 => 0.014162204446423
716 => 0.014242257241762
717 => 0.014262634037981
718 => 0.014324308463038
719 => 0.0143463517689
720 => 0.014279721588525
721 => 0.014056102564997
722 => 0.013498865219424
723 => 0.013239469730827
724 => 0.013153864899016
725 => 0.013156976472066
726 => 0.013071145396684
727 => 0.013096426495063
728 => 0.013062353662382
729 => 0.012997827960389
730 => 0.013127811777068
731 => 0.013142791201057
801 => 0.013112451425053
802 => 0.013119597540618
803 => 0.012868397153595
804 => 0.012887495373442
805 => 0.01278115405845
806 => 0.012761216343853
807 => 0.012492394759752
808 => 0.012016138357206
809 => 0.012280030635544
810 => 0.011961285872182
811 => 0.011840572400525
812 => 0.012412011200552
813 => 0.012354654594274
814 => 0.012256485016644
815 => 0.012111271750997
816 => 0.012057410738225
817 => 0.011730168274944
818 => 0.011710833044443
819 => 0.011873023245535
820 => 0.011798178048355
821 => 0.011693067045422
822 => 0.01131236564773
823 => 0.010884331230823
824 => 0.010897250899341
825 => 0.011033400683496
826 => 0.011429274543225
827 => 0.011274599777542
828 => 0.01116238146035
829 => 0.01114136634281
830 => 0.011404414536949
831 => 0.011776682841957
901 => 0.011951342801633
902 => 0.011778260086096
903 => 0.011579431981923
904 => 0.011591533727343
905 => 0.011672041217947
906 => 0.011680501416895
907 => 0.011551084760937
908 => 0.011587514791527
909 => 0.011532174243829
910 => 0.01119254940476
911 => 0.011186406668384
912 => 0.011103057255686
913 => 0.011100533468594
914 => 0.01095873532511
915 => 0.010938896784632
916 => 0.010657347964212
917 => 0.010842664250421
918 => 0.010718363815174
919 => 0.010531013739747
920 => 0.010498714516127
921 => 0.010497743562463
922 => 0.010690110199215
923 => 0.010840416334269
924 => 0.010720526074462
925 => 0.010693229386279
926 => 0.010984686602114
927 => 0.010947596014707
928 => 0.010915475805222
929 => 0.011743350298318
930 => 0.01108802303718
1001 => 0.010802262946552
1002 => 0.01044858057003
1003 => 0.010563741335246
1004 => 0.010588007400541
1005 => 0.0097374650410456
1006 => 0.0093924001117266
1007 => 0.0092739868314818
1008 => 0.0092058383145829
1009 => 0.0092368944494889
1010 => 0.0089262955410224
1011 => 0.0091350231443437
1012 => 0.0088660707438838
1013 => 0.0088209799986999
1014 => 0.0093019002075312
1015 => 0.0093688174450949
1016 => 0.0090833277200918
1017 => 0.009266658340132
1018 => 0.0092001801088191
1019 => 0.0088706811608495
1020 => 0.0088580967246673
1021 => 0.0086927657350242
1022 => 0.0084340547506207
1023 => 0.0083158168886058
1024 => 0.0082542375834803
1025 => 0.0082796464049318
1026 => 0.0082667989272832
1027 => 0.0081829604452569
1028 => 0.0082716044509351
1029 => 0.0080451556466594
1030 => 0.0079549819081749
1031 => 0.0079142525225163
1101 => 0.0077132661748148
1102 => 0.0080331248330423
1103 => 0.0080961410181864
1104 => 0.0081592813646818
1105 => 0.0087088749731794
1106 => 0.0086814188296343
1107 => 0.0089296089955979
1108 => 0.008919964782141
1109 => 0.0088491769263941
1110 => 0.0085505346070347
1111 => 0.0086695681127438
1112 => 0.008303201484085
1113 => 0.0085777082727854
1114 => 0.0084524348381001
1115 => 0.0085353531985046
1116 => 0.0083862585100502
1117 => 0.0084687736666096
1118 => 0.0081110844934304
1119 => 0.007777079376338
1120 => 0.0079114927856732
1121 => 0.0080576155336584
1122 => 0.008374446882674
1123 => 0.0081857447450022
1124 => 0.0082536091693268
1125 => 0.0080262747082068
1126 => 0.0075572187800377
1127 => 0.0075598735856518
1128 => 0.0074877195500419
1129 => 0.0074253679286132
1130 => 0.0082074194554883
1201 => 0.0081101589857162
1202 => 0.0079551871562701
1203 => 0.0081626231083195
1204 => 0.0082174724664925
1205 => 0.0082190339506106
1206 => 0.008370373866529
1207 => 0.0084511440067838
1208 => 0.0084653800940815
1209 => 0.0087035167216943
1210 => 0.008783336978172
1211 => 0.0091121053180184
1212 => 0.0084442912246927
1213 => 0.0084305380329079
1214 => 0.0081655421575628
1215 => 0.0079974775839999
1216 => 0.0081770496827002
1217 => 0.0083361260481127
1218 => 0.0081704851036598
1219 => 0.0081921143141342
1220 => 0.0079697548795686
1221 => 0.008049237914442
1222 => 0.008117699411596
1223 => 0.0080798989968483
1224 => 0.0080233099464104
1225 => 0.0083230836002318
1226 => 0.0083061691958608
1227 => 0.0085853253140658
1228 => 0.0088029474708522
1229 => 0.0091929652804271
1230 => 0.0087859613640474
1231 => 0.0087711285236405
]
'min_raw' => 0.0074253679286132
'max_raw' => 0.021468922373319
'avg_raw' => 0.014447145150966
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.007425'
'max' => '$0.021468'
'avg' => '$0.014447'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0013056627659407
'max_diff' => -0.0072522129429774
'year' => 2030
]
5 => [
'items' => [
101 => 0.0089161219178806
102 => 0.0087833147804388
103 => 0.0088672443069555
104 => 0.0091794429361598
105 => 0.0091860392012388
106 => 0.0090755432623591
107 => 0.0090688195744364
108 => 0.0090900415281914
109 => 0.0092143391741898
110 => 0.0091709057573971
111 => 0.0092211680069092
112 => 0.0092840217195669
113 => 0.0095440113245414
114 => 0.00960669393811
115 => 0.0094544076843471
116 => 0.009468157427985
117 => 0.0094111981887265
118 => 0.0093561762773
119 => 0.009479857498882
120 => 0.0097058873622834
121 => 0.0097044812422342
122 => 0.0097569157771506
123 => 0.0097895820580124
124 => 0.0096493544673745
125 => 0.0095580714621806
126 => 0.0095930751748605
127 => 0.0096490468737173
128 => 0.009574924307289
129 => 0.0091174054903804
130 => 0.0092561874730153
131 => 0.0092330873650126
201 => 0.0092001900021477
202 => 0.0093397363588564
203 => 0.0093262767723262
204 => 0.0089231099002837
205 => 0.0089489193353602
206 => 0.0089246794575142
207 => 0.0090030034618468
208 => 0.0087790850271674
209 => 0.0088479608295611
210 => 0.0088911590871519
211 => 0.0089166031927376
212 => 0.0090085247492994
213 => 0.0089977388155915
214 => 0.009007854280516
215 => 0.0091441496825059
216 => 0.0098334850548374
217 => 0.0098710040582206
218 => 0.0096862467636308
219 => 0.0097600536586429
220 => 0.0096183605600132
221 => 0.0097134800863846
222 => 0.0097785584505539
223 => 0.0094844818367227
224 => 0.009467068528193
225 => 0.0093247906117422
226 => 0.0094012427050098
227 => 0.0092796019275211
228 => 0.009309448319503
301 => 0.0092259952055598
302 => 0.0093761941953084
303 => 0.0095441400044107
304 => 0.0095865697481709
305 => 0.009474955359491
306 => 0.0093941391863401
307 => 0.0092522526087894
308 => 0.0094882131494047
309 => 0.0095572152022478
310 => 0.0094878507109962
311 => 0.0094717774427292
312 => 0.0094413186284068
313 => 0.0094782394241757
314 => 0.0095568394022491
315 => 0.0095197731041034
316 => 0.0095442560470527
317 => 0.0094509523152309
318 => 0.0096494008885419
319 => 0.0099645849822096
320 => 0.0099655983506086
321 => 0.0099285318526617
322 => 0.0099133650403107
323 => 0.0099513975165874
324 => 0.0099720285747936
325 => 0.010095018629109
326 => 0.010226991857529
327 => 0.010842853330136
328 => 0.010669921893037
329 => 0.011216350829297
330 => 0.011648505172961
331 => 0.011778089364807
401 => 0.011658878005716
402 => 0.011251062385938
403 => 0.011231053006045
404 => 0.011840501717307
405 => 0.011668304541856
406 => 0.011647822235763
407 => 0.011429925104336
408 => 0.011558729296094
409 => 0.011530557929913
410 => 0.011486088050206
411 => 0.011731837475503
412 => 0.012191858461457
413 => 0.012120159876746
414 => 0.012066640209262
415 => 0.011832132605685
416 => 0.011973358562208
417 => 0.011923070704095
418 => 0.012139139256011
419 => 0.01201114503236
420 => 0.011666999978891
421 => 0.011721806212973
422 => 0.011713522360947
423 => 0.011884003448655
424 => 0.011832829257725
425 => 0.011703529778851
426 => 0.012190286159737
427 => 0.012158678907844
428 => 0.012203490764605
429 => 0.012223218329804
430 => 0.01251949836124
501 => 0.012640874810216
502 => 0.012668429389127
503 => 0.012783727628063
504 => 0.012665560663908
505 => 0.013138312772144
506 => 0.01345266533827
507 => 0.013817802020261
508 => 0.014351364852137
509 => 0.014551989412655
510 => 0.014515748381518
511 => 0.014920289631179
512 => 0.015647241264372
513 => 0.014662686090929
514 => 0.015699425079251
515 => 0.015371205485275
516 => 0.014593002732378
517 => 0.014542895649499
518 => 0.015069903588881
519 => 0.016238756475795
520 => 0.015945972084643
521 => 0.016239235366172
522 => 0.015897128170672
523 => 0.01588013966491
524 => 0.016222619983284
525 => 0.017022843914797
526 => 0.016642687520881
527 => 0.01609764011203
528 => 0.016500094636848
529 => 0.016151451282043
530 => 0.015365860224535
531 => 0.015945748197937
601 => 0.015557993624382
602 => 0.015671161023112
603 => 0.016486163462585
604 => 0.016388100212839
605 => 0.016515003138423
606 => 0.016291022796395
607 => 0.016081789838482
608 => 0.015691240984695
609 => 0.015575618722914
610 => 0.015607572556417
611 => 0.015575602888181
612 => 0.015357094393816
613 => 0.015309907505262
614 => 0.015231260623701
615 => 0.015255636580891
616 => 0.015107757434599
617 => 0.015386835937042
618 => 0.015438635366327
619 => 0.01564172542719
620 => 0.015662810911034
621 => 0.01622841383973
622 => 0.015916889251175
623 => 0.016125886840917
624 => 0.016107192129329
625 => 0.014609868745751
626 => 0.014816186697012
627 => 0.015137152683034
628 => 0.01499255794139
629 => 0.014788134806664
630 => 0.014623052164898
701 => 0.014372935082055
702 => 0.014724970073083
703 => 0.015187858651537
704 => 0.015674550529266
705 => 0.016259278931042
706 => 0.016128774358755
707 => 0.015663619438523
708 => 0.015684485948449
709 => 0.015813474502141
710 => 0.015646422605264
711 => 0.015597155739635
712 => 0.015806705991347
713 => 0.015808149048764
714 => 0.015615935652511
715 => 0.015402325637257
716 => 0.015401430603493
717 => 0.015363420764507
718 => 0.015903890036588
719 => 0.016201093488627
720 => 0.016235167385435
721 => 0.016198800043885
722 => 0.016212796390279
723 => 0.01603986024997
724 => 0.016435140984099
725 => 0.016797889674948
726 => 0.016700665276805
727 => 0.016554912082726
728 => 0.016438812643217
729 => 0.01667331593855
730 => 0.016662873875951
731 => 0.016794721381589
801 => 0.016788740017145
802 => 0.016744404660034
803 => 0.01670066686016
804 => 0.016874082292765
805 => 0.016824141433141
806 => 0.016774123001569
807 => 0.016673803379611
808 => 0.016687438482368
809 => 0.016541710454633
810 => 0.016474290000942
811 => 0.015460448141714
812 => 0.01518951646869
813 => 0.015274757088346
814 => 0.015302820513609
815 => 0.0151849107023
816 => 0.015353963083171
817 => 0.015327616448683
818 => 0.01543011579121
819 => 0.015366078652004
820 => 0.015368706758534
821 => 0.015557026330783
822 => 0.015611696303776
823 => 0.015583890714271
824 => 0.01560336479604
825 => 0.01605213679092
826 => 0.015988335764169
827 => 0.015954442740309
828 => 0.015963831339547
829 => 0.016078502206019
830 => 0.016110603787834
831 => 0.015974587129946
901 => 0.016038733372109
902 => 0.016311859929868
903 => 0.016407438767459
904 => 0.016712480536606
905 => 0.016582893371388
906 => 0.016820756221548
907 => 0.017551865529519
908 => 0.018135926233642
909 => 0.017598799872801
910 => 0.018671352976241
911 => 0.019506489415874
912 => 0.019474435488328
913 => 0.019328810133025
914 => 0.018378029499753
915 => 0.017503106985676
916 => 0.018235016819874
917 => 0.01823688260856
918 => 0.018174010904704
919 => 0.01778352015174
920 => 0.018160422672938
921 => 0.018190339826362
922 => 0.018173594176058
923 => 0.017874205831315
924 => 0.017417095165108
925 => 0.017506413495116
926 => 0.017652718741715
927 => 0.017375732387432
928 => 0.017287218464043
929 => 0.017451782688086
930 => 0.017982042906267
1001 => 0.017881800283608
1002 => 0.017879182543618
1003 => 0.018308062992841
1004 => 0.018001077149391
1005 => 0.017507540085295
1006 => 0.017382915467656
1007 => 0.016940582032241
1008 => 0.01724610331162
1009 => 0.017257098478556
1010 => 0.017089767596192
1011 => 0.017521118064185
1012 => 0.017517143093685
1013 => 0.017926646165
1014 => 0.018709462235026
1015 => 0.01847794500308
1016 => 0.01820871565133
1017 => 0.018237988346786
1018 => 0.018559037564762
1019 => 0.018364923878733
1020 => 0.018434728513638
1021 => 0.018558931907087
1022 => 0.018633866898152
1023 => 0.018227206354755
1024 => 0.018132394329267
1025 => 0.017938442199618
1026 => 0.01788784370928
1027 => 0.018045813671936
1028 => 0.018004194167937
1029 => 0.01725617437735
1030 => 0.017178002147291
1031 => 0.017180399577983
1101 => 0.016983831788612
1102 => 0.016684018728147
1103 => 0.017471909550142
1104 => 0.017408630890611
1105 => 0.017338776147867
1106 => 0.017347332955268
1107 => 0.017689329656998
1108 => 0.017490954298747
1109 => 0.01801836770174
1110 => 0.017909947361583
1111 => 0.017798746448808
1112 => 0.0177833750954
1113 => 0.017740572231197
1114 => 0.017593785283604
1115 => 0.017416531223856
1116 => 0.017299492740127
1117 => 0.015957867605041
1118 => 0.016206865426239
1119 => 0.016493314722661
1120 => 0.016592195871912
1121 => 0.01642305282375
1122 => 0.017600464082084
1123 => 0.017815588464799
1124 => 0.01716396267734
1125 => 0.017042070098212
1126 => 0.017608455339279
1127 => 0.017266855801136
1128 => 0.017420678052245
1129 => 0.017088198481619
1130 => 0.01776377130058
1201 => 0.017758624567594
1202 => 0.017495811482514
1203 => 0.017717939302357
1204 => 0.017679339127362
1205 => 0.017382623801587
1206 => 0.017773177705649
1207 => 0.017773371415513
1208 => 0.017520419535172
1209 => 0.017225027117222
1210 => 0.01717221792975
1211 => 0.017132433300906
1212 => 0.017410893472392
1213 => 0.017660559991423
1214 => 0.018125127485763
1215 => 0.018241930791691
1216 => 0.018697821870766
1217 => 0.018426360930111
1218 => 0.018546696049095
1219 => 0.018677336843195
1220 => 0.018739970844043
1221 => 0.018637912100787
1222 => 0.019346098598845
1223 => 0.019405891237554
1224 => 0.019425939192109
1225 => 0.019187142689531
1226 => 0.019399249874838
1227 => 0.019300011947084
1228 => 0.019558201466009
1229 => 0.019598688879305
1230 => 0.019564397480625
1231 => 0.019577248824655
]
'min_raw' => 0.0087790850271674
'max_raw' => 0.019598688879305
'avg_raw' => 0.014188886953236
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.008779'
'max' => '$0.019598'
'avg' => '$0.014188'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0013537170985542
'max_diff' => -0.0018702334940132
'year' => 2031
]
6 => [
'items' => [
101 => 0.018972936581223
102 => 0.018941599803399
103 => 0.018514320614226
104 => 0.018688440042103
105 => 0.018362932117449
106 => 0.01846615403346
107 => 0.018511653270503
108 => 0.01848788705113
109 => 0.018698284493308
110 => 0.018519403686099
111 => 0.018047307825148
112 => 0.017575083341996
113 => 0.017569154948275
114 => 0.017444826577316
115 => 0.017354959936989
116 => 0.017372271440106
117 => 0.017433279435066
118 => 0.017351414041415
119 => 0.017368884173832
120 => 0.017659004774825
121 => 0.017717186392309
122 => 0.017519462523073
123 => 0.016725572656676
124 => 0.01653075009214
125 => 0.016670784688029
126 => 0.016603857170577
127 => 0.013400608614576
128 => 0.014153164348351
129 => 0.013706021285719
130 => 0.013912085381043
131 => 0.013455668101231
201 => 0.013673494350037
202 => 0.013633269795623
203 => 0.014843357145791
204 => 0.014824463296238
205 => 0.014833506782179
206 => 0.014401837635569
207 => 0.015089498307213
208 => 0.015428264681543
209 => 0.015365568041629
210 => 0.015381347435149
211 => 0.015110205174842
212 => 0.014836132031946
213 => 0.01453214273692
214 => 0.015096917272866
215 => 0.015034123985492
216 => 0.015178149194417
217 => 0.015544445851895
218 => 0.015598384426134
219 => 0.015670878416903
220 => 0.015644894481686
221 => 0.01626393723612
222 => 0.016188967073982
223 => 0.016369623594346
224 => 0.015997999425515
225 => 0.015577471403592
226 => 0.015657400032463
227 => 0.015649702262757
228 => 0.015551700819315
229 => 0.015463229498116
301 => 0.01531594967496
302 => 0.015781964828738
303 => 0.015763045464538
304 => 0.016069327979578
305 => 0.016015189569975
306 => 0.015653640020731
307 => 0.015666552833613
308 => 0.015753397705932
309 => 0.016053968800606
310 => 0.016143198765946
311 => 0.016101863890801
312 => 0.016199700474294
313 => 0.016277026520768
314 => 0.016209411435198
315 => 0.017166698459263
316 => 0.016769166145053
317 => 0.016962920628987
318 => 0.017009129931737
319 => 0.016890765774419
320 => 0.016916434721839
321 => 0.01695531618281
322 => 0.017191396800057
323 => 0.017810940650192
324 => 0.018085332404038
325 => 0.018910853533737
326 => 0.018062547988599
327 => 0.018012213048188
328 => 0.018160914331996
329 => 0.018645582625416
330 => 0.019038360754654
331 => 0.019168667920036
401 => 0.019185890163079
402 => 0.019430355067992
403 => 0.019570477792488
404 => 0.01940067059847
405 => 0.019256776781095
406 => 0.018741366988013
407 => 0.018801027074976
408 => 0.019212025912093
409 => 0.019792585977232
410 => 0.0202907669101
411 => 0.020116321310768
412 => 0.021447218094272
413 => 0.021579171074131
414 => 0.021560939438865
415 => 0.021861547964219
416 => 0.021264901259253
417 => 0.021009823233394
418 => 0.019287888257676
419 => 0.019771681749038
420 => 0.020474904000928
421 => 0.020381829898942
422 => 0.019871131102435
423 => 0.020290379499268
424 => 0.020151762868165
425 => 0.020042430180005
426 => 0.02054330441965
427 => 0.019992572618381
428 => 0.020469410029922
429 => 0.019857861117369
430 => 0.020117118163572
501 => 0.019969951325295
502 => 0.020065186305749
503 => 0.019508444555982
504 => 0.019808848890015
505 => 0.019495946748049
506 => 0.019495798391693
507 => 0.019488891059566
508 => 0.019857019041968
509 => 0.019869023682258
510 => 0.019596976547052
511 => 0.019557770304694
512 => 0.019702736331516
513 => 0.01953301908077
514 => 0.019612428714206
515 => 0.019535424317671
516 => 0.019518089006051
517 => 0.019379958293696
518 => 0.01932044778483
519 => 0.019343783388753
520 => 0.019264126942236
521 => 0.019216131051909
522 => 0.019479343468941
523 => 0.01933871969248
524 => 0.019457790858369
525 => 0.019322094236859
526 => 0.018851710626499
527 => 0.018581188037965
528 => 0.017692677002579
529 => 0.01794465763002
530 => 0.018111721046706
531 => 0.018056506588488
601 => 0.018175128609899
602 => 0.018182411038606
603 => 0.018143845810236
604 => 0.018099192216296
605 => 0.018077457316265
606 => 0.018239451454029
607 => 0.018333494503473
608 => 0.01812848809559
609 => 0.018080457962568
610 => 0.018287730759651
611 => 0.018414167046134
612 => 0.019347701547113
613 => 0.019278542296003
614 => 0.01945211844447
615 => 0.019432576433896
616 => 0.019614511890338
617 => 0.019911899469959
618 => 0.019307227369713
619 => 0.019412177538328
620 => 0.019386446180637
621 => 0.019667374396783
622 => 0.019668251424009
623 => 0.019499820925025
624 => 0.019591129830997
625 => 0.019540163704612
626 => 0.019632266383475
627 => 0.01927761863204
628 => 0.019709541311428
629 => 0.019954413638159
630 => 0.019957813690653
701 => 0.020073881230096
702 => 0.020191812572349
703 => 0.020418171514148
704 => 0.020185499544319
705 => 0.019766945320755
706 => 0.019797163583775
707 => 0.019551765395643
708 => 0.01955589058352
709 => 0.019533870007334
710 => 0.019599955414099
711 => 0.019292120662521
712 => 0.019364368863425
713 => 0.019263220959074
714 => 0.019411957662538
715 => 0.019251941556669
716 => 0.019386433772197
717 => 0.019444476153932
718 => 0.019658653792095
719 => 0.019220307345369
720 => 0.01832648926705
721 => 0.018514380663609
722 => 0.018236474529547
723 => 0.018262195800318
724 => 0.018314156860785
725 => 0.018145734063211
726 => 0.018177863825376
727 => 0.018176715924177
728 => 0.018166823931798
729 => 0.018123010657352
730 => 0.018059472741213
731 => 0.018312588243171
801 => 0.018355597499233
802 => 0.018451201747739
803 => 0.018735655142312
804 => 0.018707231540321
805 => 0.018753591614452
806 => 0.018652387832925
807 => 0.018266890353483
808 => 0.018287824721302
809 => 0.018026772819161
810 => 0.018444526063677
811 => 0.018345596581302
812 => 0.01828181610044
813 => 0.018264413005315
814 => 0.018549571504834
815 => 0.018634895397202
816 => 0.018581727273352
817 => 0.018472677900173
818 => 0.018682084934229
819 => 0.018738113422369
820 => 0.018750656134612
821 => 0.019121685249144
822 => 0.018771392540495
823 => 0.018855711477077
824 => 0.019513543750386
825 => 0.018916980653143
826 => 0.019232993430697
827 => 0.019217526249687
828 => 0.019379187693394
829 => 0.019204265292759
830 => 0.019206433665558
831 => 0.019349978075675
901 => 0.019148395840036
902 => 0.019098481243634
903 => 0.019029524586201
904 => 0.019180088924978
905 => 0.019270345436636
906 => 0.019997746634495
907 => 0.020467680981837
908 => 0.020447279892455
909 => 0.020633707660165
910 => 0.020549720243329
911 => 0.020278502719604
912 => 0.020741437961149
913 => 0.020594945880691
914 => 0.020607022509816
915 => 0.020606573017077
916 => 0.020703977444022
917 => 0.020634957480547
918 => 0.020498912047784
919 => 0.020589225355026
920 => 0.020857423589938
921 => 0.021689919140433
922 => 0.022155794679588
923 => 0.021661872848005
924 => 0.022002573513554
925 => 0.021798274518285
926 => 0.021761147313475
927 => 0.021975132509022
928 => 0.022189492257326
929 => 0.022175838468062
930 => 0.022020224298288
1001 => 0.021932321802346
1002 => 0.022597948951115
1003 => 0.023088371695665
1004 => 0.023054928152323
1005 => 0.023202537076214
1006 => 0.02363592144213
1007 => 0.0236755446772
1008 => 0.023670553060311
1009 => 0.023572342737933
1010 => 0.023999065928249
1011 => 0.024355045921091
1012 => 0.023549609885872
1013 => 0.023856309384152
1014 => 0.02399399667017
1015 => 0.024196162456022
1016 => 0.024537250023674
1017 => 0.024907761591153
1018 => 0.024960155989247
1019 => 0.024922979656497
1020 => 0.024678617317859
1021 => 0.025084035496117
1022 => 0.025321519956714
1023 => 0.025462936518265
1024 => 0.025821545388885
1025 => 0.023994846979974
1026 => 0.022701819053345
1027 => 0.022499894071053
1028 => 0.022910516462853
1029 => 0.023018794312918
1030 => 0.022975147647326
1031 => 0.021519727158949
1101 => 0.022492231583388
1102 => 0.023538564573589
1103 => 0.023578758485068
1104 => 0.024102574657754
1105 => 0.024273150675531
1106 => 0.024694891352698
1107 => 0.024668511358514
1108 => 0.024771198502044
1109 => 0.02474759250604
1110 => 0.025528778302515
1111 => 0.026390542243241
1112 => 0.026360702098215
1113 => 0.026236813335808
1114 => 0.026420809274156
1115 => 0.027310242013221
1116 => 0.027228357299477
1117 => 0.027307901323956
1118 => 0.028356592649547
1119 => 0.029720040547416
1120 => 0.029086582110925
1121 => 0.030461004645356
1122 => 0.031326130775772
1123 => 0.032822276962615
1124 => 0.032634952091347
1125 => 0.033217390822657
1126 => 0.032299601475897
1127 => 0.030192171619905
1128 => 0.029858662778276
1129 => 0.030526355925005
1130 => 0.032167814373693
1201 => 0.030474660557001
1202 => 0.03081718336895
1203 => 0.030718536776066
1204 => 0.030713280318352
1205 => 0.030913897929727
1206 => 0.030622891620916
1207 => 0.029437279567785
1208 => 0.02998063858488
1209 => 0.029770821574136
1210 => 0.03000362919045
1211 => 0.031259995878532
1212 => 0.03070452621769
1213 => 0.030119384052684
1214 => 0.030853282181043
1215 => 0.031787786693202
1216 => 0.031729307080297
1217 => 0.03161583218868
1218 => 0.032255484211375
1219 => 0.033312001952409
1220 => 0.033597574452378
1221 => 0.033808378233583
1222 => 0.033837444513452
1223 => 0.034136845260695
1224 => 0.032526891984064
1225 => 0.03508192918061
1226 => 0.035523113522976
1227 => 0.035440189151829
1228 => 0.035930546980493
1229 => 0.035786271268122
1230 => 0.035577238397063
1231 => 0.036354559857597
]
'min_raw' => 0.013400608614576
'max_raw' => 0.036354559857597
'avg_raw' => 0.024877584236086
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.0134006'
'max' => '$0.036354'
'avg' => '$0.024877'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0046215235874081
'max_diff' => 0.016755870978292
'year' => 2032
]
7 => [
'items' => [
101 => 0.035463423529702
102 => 0.0341985677032
103 => 0.033504642780769
104 => 0.034418459095953
105 => 0.034976494831841
106 => 0.035345320955524
107 => 0.0354569275177
108 => 0.032651868073979
109 => 0.031140096609543
110 => 0.032109124785752
111 => 0.033291406039478
112 => 0.032520324352004
113 => 0.032550549294303
114 => 0.031451189444667
115 => 0.033388674992249
116 => 0.033106399644784
117 => 0.034570844646765
118 => 0.034221343094137
119 => 0.035415541143825
120 => 0.035101068775407
121 => 0.036406425994796
122 => 0.036927168330746
123 => 0.037801575759878
124 => 0.038444793424227
125 => 0.038822503139526
126 => 0.038799826864973
127 => 0.04029650093122
128 => 0.039413964524163
129 => 0.038305290799039
130 => 0.038285238389172
131 => 0.038859436221442
201 => 0.040062797354398
202 => 0.04037481138798
203 => 0.040549184667016
204 => 0.040282125920196
205 => 0.03932419590229
206 => 0.038910566577373
207 => 0.039262990746197
208 => 0.03883200627188
209 => 0.039576006387437
210 => 0.040597677455948
211 => 0.040386706420426
212 => 0.041091950961631
213 => 0.041821804867889
214 => 0.042865528733628
215 => 0.043138396801115
216 => 0.043589437340427
217 => 0.044053706214479
218 => 0.044202816864427
219 => 0.044487515361496
220 => 0.044486014859885
221 => 0.045343972943221
222 => 0.046290327277891
223 => 0.046647554131076
224 => 0.04746897758237
225 => 0.046062318708139
226 => 0.047129285622776
227 => 0.048091716487692
228 => 0.046944266734172
301 => 0.048525758897896
302 => 0.048587164654875
303 => 0.049514318680987
304 => 0.048574470454304
305 => 0.048016391577401
306 => 0.049627544384077
307 => 0.05040713047639
308 => 0.050172312800903
309 => 0.048385338696071
310 => 0.047345243120134
311 => 0.044623112378453
312 => 0.047847593829271
313 => 0.049418144684551
314 => 0.048381271348773
315 => 0.048904209948019
316 => 0.051757193382096
317 => 0.052843424756795
318 => 0.052617496224188
319 => 0.052655674427098
320 => 0.053241785160392
321 => 0.055840922928891
322 => 0.054283459330464
323 => 0.055474081894414
324 => 0.056105583809224
325 => 0.056692157981683
326 => 0.055251717202794
327 => 0.053377724913736
328 => 0.052784152890947
329 => 0.04827817473007
330 => 0.048043618998325
331 => 0.04791195575833
401 => 0.0470818376543
402 => 0.046429592213017
403 => 0.045910902421788
404 => 0.044549705515721
405 => 0.045009069513165
406 => 0.042839605748767
407 => 0.044227551784154
408 => 0.040765035232641
409 => 0.043648721905976
410 => 0.042079262354824
411 => 0.043133112232943
412 => 0.043129435449997
413 => 0.041188963700971
414 => 0.040069740092746
415 => 0.040782952936742
416 => 0.041547573720411
417 => 0.041671630870069
418 => 0.042662981674741
419 => 0.04293964637531
420 => 0.042101339416344
421 => 0.040693282273289
422 => 0.041020341833257
423 => 0.040063112241202
424 => 0.03838560420043
425 => 0.039590419761793
426 => 0.040001796766443
427 => 0.040183484287327
428 => 0.038533847792329
429 => 0.038015496190249
430 => 0.037739530146693
501 => 0.040480334917033
502 => 0.040630482389369
503 => 0.039862306692184
504 => 0.043334533684869
505 => 0.042548661777823
506 => 0.043426673241285
507 => 0.040990664606266
508 => 0.041083723416644
509 => 0.039930477890056
510 => 0.040576218325052
511 => 0.040119829798783
512 => 0.040524048879235
513 => 0.040766336129401
514 => 0.041919392419746
515 => 0.043661887956632
516 => 0.041747164261007
517 => 0.040912891727475
518 => 0.041430469715152
519 => 0.042808848101964
520 => 0.044897161915875
521 => 0.043660838106807
522 => 0.044209497619132
523 => 0.044329355314412
524 => 0.0434177359088
525 => 0.04493077462368
526 => 0.045741624362889
527 => 0.046573388413605
528 => 0.047295585833342
529 => 0.046241163560865
530 => 0.047369546537911
531 => 0.046460269044821
601 => 0.04564455313414
602 => 0.045645790238464
603 => 0.045134079731986
604 => 0.044142576146011
605 => 0.043959727672363
606 => 0.044910928523496
607 => 0.045673701527049
608 => 0.045736527165058
609 => 0.046158837492517
610 => 0.046408756394165
611 => 0.048858301378585
612 => 0.049843528635018
613 => 0.051048245874786
614 => 0.051517551133819
615 => 0.052929991708262
616 => 0.051789331231585
617 => 0.051542542162365
618 => 0.048116423334558
619 => 0.048677450100677
620 => 0.049575708084264
621 => 0.048131235277859
622 => 0.049047420801714
623 => 0.049228295231586
624 => 0.048082152644631
625 => 0.048694356922222
626 => 0.04706852386686
627 => 0.04369732667435
628 => 0.044934527729863
629 => 0.045845524144094
630 => 0.044545419935939
701 => 0.046875806408075
702 => 0.045514442739994
703 => 0.045082955814193
704 => 0.043399571480447
705 => 0.04419406408657
706 => 0.04526862671239
707 => 0.044604671940947
708 => 0.045982477785002
709 => 0.04793381830758
710 => 0.049324459768306
711 => 0.049431215951997
712 => 0.048537126658492
713 => 0.049969910457336
714 => 0.049980346723105
715 => 0.048364160744915
716 => 0.047374255832235
717 => 0.047149347353297
718 => 0.04771121282959
719 => 0.048393421243899
720 => 0.049469073771062
721 => 0.050119068065253
722 => 0.051813908454168
723 => 0.052272483668526
724 => 0.052776318797788
725 => 0.053449597907482
726 => 0.054258042103889
727 => 0.052489212226903
728 => 0.052559491135427
729 => 0.050912381245095
730 => 0.049152208107822
731 => 0.050487960110333
801 => 0.052234278165973
802 => 0.051833670874499
803 => 0.051788594370544
804 => 0.051864400547017
805 => 0.051562355731857
806 => 0.05019621822719
807 => 0.04951015252482
808 => 0.050395352314905
809 => 0.050865796607625
810 => 0.051595414678581
811 => 0.051505473850966
812 => 0.053384891646487
813 => 0.054115176571183
814 => 0.053928338436792
815 => 0.053962721150031
816 => 0.055284867123237
817 => 0.0567553653655
818 => 0.058132681018714
819 => 0.059533745658246
820 => 0.057844707550806
821 => 0.056987118165236
822 => 0.057871931504785
823 => 0.057402437092171
824 => 0.060100291248139
825 => 0.060287084816447
826 => 0.062984743886853
827 => 0.065545143575934
828 => 0.063937002405547
829 => 0.065453407096953
830 => 0.067093522404997
831 => 0.070257570933332
901 => 0.069192030701558
902 => 0.068375843583164
903 => 0.067604550700068
904 => 0.069209488750493
905 => 0.071274215912853
906 => 0.071718938367914
907 => 0.072439558642167
908 => 0.071681914537045
909 => 0.072594413409904
910 => 0.075815935403417
911 => 0.074945451723609
912 => 0.073709224961046
913 => 0.076252307176664
914 => 0.077172638744514
915 => 0.083632007669072
916 => 0.091787227759547
917 => 0.088410913092028
918 => 0.086315125624906
919 => 0.086807685392423
920 => 0.089785695697842
921 => 0.090742138090621
922 => 0.088142197961585
923 => 0.089060540768799
924 => 0.094120699926019
925 => 0.096835312964525
926 => 0.093148503837062
927 => 0.082976743675363
928 => 0.073597916266927
929 => 0.076085603629747
930 => 0.07580357708473
1001 => 0.081240086831452
1002 => 0.074924690975733
1003 => 0.075031026045208
1004 => 0.080579957056128
1005 => 0.079099597395176
1006 => 0.076701604334573
1007 => 0.073615424270048
1008 => 0.067910334983668
1009 => 0.062857178304538
1010 => 0.072767582224795
1011 => 0.072340227586854
1012 => 0.071721354740705
1013 => 0.073098589290772
1014 => 0.079786049331052
1015 => 0.079631881731928
1016 => 0.0786511461233
1017 => 0.079395025438637
1018 => 0.076571198693991
1019 => 0.077298963143426
1020 => 0.073596430612748
1021 => 0.075270129948031
1022 => 0.076696459318458
1023 => 0.076982816056739
1024 => 0.077627992409822
1025 => 0.072115031111803
1026 => 0.074590188882574
1027 => 0.076044112181981
1028 => 0.069475233821074
1029 => 0.075914266577341
1030 => 0.072019062720837
1031 => 0.070696972027941
1101 => 0.072476992973721
1102 => 0.071783317080023
1103 => 0.071186935280637
1104 => 0.07085414398944
1105 => 0.072161194918278
1106 => 0.072100219430184
1107 => 0.069961630422951
1108 => 0.067171928243055
1109 => 0.068108243863481
1110 => 0.067768071620575
1111 => 0.06653524352919
1112 => 0.067366020810552
1113 => 0.063707698110193
1114 => 0.057413744047293
1115 => 0.061571722890271
1116 => 0.061411645227827
1117 => 0.061330926811479
1118 => 0.064455532993883
1119 => 0.064155174206375
1120 => 0.063610020065925
1121 => 0.066525231345885
1122 => 0.065461140013575
1123 => 0.068740418768306
1124 => 0.070900363846624
1125 => 0.070352531907859
1126 => 0.072383970693938
1127 => 0.068129814684284
1128 => 0.069542874663576
1129 => 0.069834104366892
1130 => 0.066489258091207
1201 => 0.064204316618611
1202 => 0.064051937072629
1203 => 0.060090163443478
1204 => 0.062206510937851
1205 => 0.064068809152489
1206 => 0.063176912827857
1207 => 0.062894565096123
1208 => 0.064337018423799
1209 => 0.064449109401137
1210 => 0.061893423238967
1211 => 0.062424831320137
1212 => 0.06464089135786
1213 => 0.062368992293011
1214 => 0.057955063522615
1215 => 0.056860348160216
1216 => 0.056714292951265
1217 => 0.053745338065472
1218 => 0.056933502275317
1219 => 0.055541783160231
1220 => 0.059938207169434
1221 => 0.057426993353872
1222 => 0.057318739945382
1223 => 0.057155099041128
1224 => 0.054599596924944
1225 => 0.055159089477756
1226 => 0.057018927936427
1227 => 0.05768253925106
1228 => 0.057613319154137
1229 => 0.057009813713348
1230 => 0.057286095413693
1231 => 0.056396095793956
]
'min_raw' => 0.031140096609543
'max_raw' => 0.096835312964525
'avg_raw' => 0.063987704787034
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.03114'
'max' => '$0.096835'
'avg' => '$0.063987'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.017739487994967
'max_diff' => 0.060480753106928
'year' => 2033
]
8 => [
'items' => [
101 => 0.056081818404486
102 => 0.055089872514514
103 => 0.053631986088301
104 => 0.053834714137603
105 => 0.050946259650542
106 => 0.049372476344108
107 => 0.048936873867018
108 => 0.048354368029572
109 => 0.049002669451346
110 => 0.050938077021895
111 => 0.048603564872191
112 => 0.044601207538512
113 => 0.044841756033951
114 => 0.045382197083714
115 => 0.044375088762857
116 => 0.04342194525736
117 => 0.044250626204412
118 => 0.042554774639988
119 => 0.045587132643248
120 => 0.045505115857345
121 => 0.046635391401199
122 => 0.04734217589436
123 => 0.045713266461821
124 => 0.045303600144577
125 => 0.045536964697175
126 => 0.041679968468689
127 => 0.046320192522794
128 => 0.046360321373103
129 => 0.046016713793822
130 => 0.048487489851788
131 => 0.053701597988474
201 => 0.051739840770439
202 => 0.05098018908119
203 => 0.049536090664626
204 => 0.051460266062618
205 => 0.051312519413864
206 => 0.050644353036948
207 => 0.050240243927383
208 => 0.050984827352418
209 => 0.050147981801081
210 => 0.049997661345083
211 => 0.049086882932004
212 => 0.048761776476312
213 => 0.048521080599379
214 => 0.048256098089163
215 => 0.048840583477171
216 => 0.04751606269249
217 => 0.045918820470539
218 => 0.045786027062184
219 => 0.046152681337968
220 => 0.045990464115134
221 => 0.04578525042853
222 => 0.045393441614182
223 => 0.045277200308636
224 => 0.045654928159397
225 => 0.04522849543879
226 => 0.045857720147038
227 => 0.045686605842986
228 => 0.044730775250364
301 => 0.043539456438148
302 => 0.043528851201843
303 => 0.043272183517905
304 => 0.042945278632166
305 => 0.042854341171524
306 => 0.044180837006431
307 => 0.046926643686008
308 => 0.046387576133222
309 => 0.046777107685975
310 => 0.048693217391971
311 => 0.049302291048078
312 => 0.048869984993673
313 => 0.048278217802928
314 => 0.048304252556052
315 => 0.050326500186939
316 => 0.050452625291138
317 => 0.050771302739948
318 => 0.051180893319905
319 => 0.04893974004056
320 => 0.048198694438138
321 => 0.047847545920066
322 => 0.046766144395982
323 => 0.047932343227347
324 => 0.047252849109923
325 => 0.047344536081188
326 => 0.047284824820871
327 => 0.047317431206662
328 => 0.045586285037386
329 => 0.046217023715106
330 => 0.045168298329618
331 => 0.043764172763399
401 => 0.043759465642151
402 => 0.04410312338526
403 => 0.04389870231233
404 => 0.043348610461222
405 => 0.043426748412312
406 => 0.042742177740151
407 => 0.043509867686464
408 => 0.043531882287198
409 => 0.043236279841513
410 => 0.044419012124607
411 => 0.044903578506008
412 => 0.04470900664384
413 => 0.044889926825469
414 => 0.046409976823784
415 => 0.04665781129794
416 => 0.046767883000334
417 => 0.046620401500833
418 => 0.044917710549043
419 => 0.044993232133156
420 => 0.044439104858294
421 => 0.04397092570353
422 => 0.043989650414444
423 => 0.044230355359023
424 => 0.045281527969157
425 => 0.047493658757175
426 => 0.047577607503534
427 => 0.047679355833078
428 => 0.047265494242208
429 => 0.047140669626279
430 => 0.047305345514656
501 => 0.048136105530324
502 => 0.050273045839767
503 => 0.049517708412965
504 => 0.048903607327448
505 => 0.04944233953991
506 => 0.049359405938524
507 => 0.048659362881401
508 => 0.048639715004353
509 => 0.047296108560429
510 => 0.046799407850549
511 => 0.046384327559969
512 => 0.045931070718601
513 => 0.045662364869732
514 => 0.04607521917822
515 => 0.04616964384332
516 => 0.045266930682352
517 => 0.045143894214152
518 => 0.045881069267815
519 => 0.045556666011354
520 => 0.045890322805438
521 => 0.04596773404372
522 => 0.045955269051425
523 => 0.045616554794203
524 => 0.045832441161151
525 => 0.045321805544494
526 => 0.044766566006369
527 => 0.044412357773691
528 => 0.044103264111775
529 => 0.044274767240035
530 => 0.043663389903022
531 => 0.043467797988316
601 => 0.045759303717626
602 => 0.047452063637705
603 => 0.047427450238061
604 => 0.047277622497778
605 => 0.047055008867164
606 => 0.04811981995667
607 => 0.047748861064656
608 => 0.048018764653249
609 => 0.048087466444364
610 => 0.048295406074412
611 => 0.04836972661914
612 => 0.048145078314037
613 => 0.04739113116363
614 => 0.045512366547963
615 => 0.044637796547741
616 => 0.044349173880552
617 => 0.044359664766332
618 => 0.044070279303148
619 => 0.044155516291403
620 => 0.044040637357131
621 => 0.043823084447821
622 => 0.044261333960933
623 => 0.044311838134742
624 => 0.04420954546169
625 => 0.044233639089243
626 => 0.043386699446144
627 => 0.043451090427752
628 => 0.043092553259745
629 => 0.043025331862974
630 => 0.042118981123655
701 => 0.040513249411311
702 => 0.041402980652098
703 => 0.040328310428371
704 => 0.039921316530735
705 => 0.041847962341609
706 => 0.041654580539033
707 => 0.041323594954074
708 => 0.040833998290478
709 => 0.04065240212546
710 => 0.039549081313171
711 => 0.039483891233594
712 => 0.040030726820332
713 => 0.039778381012516
714 => 0.039423991927511
715 => 0.03814043058547
716 => 0.036697282664461
717 => 0.036740842228892
718 => 0.037199880731843
719 => 0.038534597088951
720 => 0.038013100317401
721 => 0.037634748426156
722 => 0.037563894490142
723 => 0.038450779842121
724 => 0.039705908423398
725 => 0.040294786671813
726 => 0.039711226212132
727 => 0.039040863377176
728 => 0.039081665256777
729 => 0.039353101882202
730 => 0.039381626033627
731 => 0.038945288742484
801 => 0.03906811513408
802 => 0.038881530613764
803 => 0.037736461756995
804 => 0.037715751092428
805 => 0.037434732728247
806 => 0.037426223603864
807 => 0.036948141263076
808 => 0.036881254238772
809 => 0.035931992733614
810 => 0.036556799530938
811 => 0.036137711935122
812 => 0.035506048075458
813 => 0.035397148987964
814 => 0.035393875349894
815 => 0.036042452896315
816 => 0.036549220524688
817 => 0.036145002143278
818 => 0.036052969453276
819 => 0.037035637805354
820 => 0.036910584300331
821 => 0.03680228877149
822 => 0.039593525425315
823 => 0.0373840438109
824 => 0.036420583714214
825 => 0.035228118888454
826 => 0.035616391448651
827 => 0.035698206181995
828 => 0.032830543233984
829 => 0.031667132733121
830 => 0.031267894091425
831 => 0.031038126608722
901 => 0.031142834535828
902 => 0.03009562863061
903 => 0.030799368318104
904 => 0.029892576522296
905 => 0.029740549926774
906 => 0.031362005987625
907 => 0.031587622126083
908 => 0.030625073585979
909 => 0.03124318557118
910 => 0.031019049572947
911 => 0.029908120864985
912 => 0.02986569155978
913 => 0.029308266585157
914 => 0.028436004438616
915 => 0.028037357231729
916 => 0.027829738305169
917 => 0.02791540592068
918 => 0.027872089752805
919 => 0.027589422457238
920 => 0.027888291911309
921 => 0.027124803957543
922 => 0.026820776902512
923 => 0.02668345493513
924 => 0.026005815431435
925 => 0.027084241229468
926 => 0.027296704697331
927 => 0.027509586783858
928 => 0.029362580006308
929 => 0.029270009701419
930 => 0.03010680017405
1001 => 0.030074284035042
1002 => 0.029835617837141
1003 => 0.02882872440688
1004 => 0.029230054182032
1005 => 0.027994823514608
1006 => 0.028920342318163
1007 => 0.02849797418681
1008 => 0.028777539228088
1009 => 0.028274856076506
1010 => 0.02855306168787
1011 => 0.027347087667436
1012 => 0.026220966095666
1013 => 0.026674150289684
1014 => 0.027166813336481
1015 => 0.028235032350146
1016 => 0.027598809918222
1017 => 0.027827619562976
1018 => 0.027061145555324
1019 => 0.025479690745063
1020 => 0.025488641607544
1021 => 0.025245369238851
1022 => 0.025035146393953
1023 => 0.027671887717906
1024 => 0.027343967253561
1025 => 0.026821468910795
1026 => 0.027520853705846
1027 => 0.027705782146386
1028 => 0.027711046799109
1029 => 0.028221299891844
1030 => 0.028493622058904
1031 => 0.02854162002116
1101 => 0.029344514287325
1102 => 0.029613633854912
1103 => 0.030722099266576
1104 => 0.028470517425638
1105 => 0.028424147579318
1106 => 0.027530695484171
1107 => 0.02696405404051
1108 => 0.027569493908601
1109 => 0.028105830980947
1110 => 0.027547360972043
1111 => 0.02762028536526
1112 => 0.026870585006982
1113 => 0.027138567608386
1114 => 0.02736939032587
1115 => 0.027241943588408
1116 => 0.027051149653935
1117 => 0.028061857457322
1118 => 0.028004829362059
1119 => 0.028946023704645
1120 => 0.029679752000144
1121 => 0.0309947242753
1122 => 0.02962248215512
1123 => 0.029572472198092
1124 => 0.030061327549888
1125 => 0.029613559013705
1126 => 0.029896533272128
1127 => 0.030949132747503
1128 => 0.030971372515753
1129 => 0.03059882774324
1130 => 0.030576158359976
1201 => 0.03064770965873
1202 => 0.031066787850398
1203 => 0.030920349053257
1204 => 0.031089811736686
1205 => 0.031301727417217
1206 => 0.032178300522283
1207 => 0.03238963933029
1208 => 0.031876195593442
1209 => 0.031922553814093
1210 => 0.031730511762166
1211 => 0.031545001546285
1212 => 0.031962001419995
1213 => 0.032724076885355
1214 => 0.032719336053436
1215 => 0.032896122748769
1216 => 0.033006259395382
1217 => 0.032533472283168
1218 => 0.032225705257981
1219 => 0.032343722719163
1220 => 0.032532435209678
1221 => 0.032282525801892
1222 => 0.030739969167741
1223 => 0.031207882311643
1224 => 0.031129998684714
1225 => 0.031019082928995
1226 => 0.031489573213453
1227 => 0.031444193277749
1228 => 0.030084888020445
1229 => 0.030171906332763
1230 => 0.030090179892231
1231 => 0.030354254741246
]
'min_raw' => 0.025035146393953
'max_raw' => 0.056081818404486
'avg_raw' => 0.04055848239922
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.025035'
'max' => '$0.056081'
'avg' => '$0.040558'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0061049502155898
'max_diff' => -0.040753494560039
'year' => 2034
]
9 => [
'items' => [
101 => 0.029599298105238
102 => 0.029831517681764
103 => 0.029977163623237
104 => 0.03006295020167
105 => 0.030372870147376
106 => 0.03033650461883
107 => 0.030370609615062
108 => 0.030830139078712
109 => 0.033154281414387
110 => 0.033280779353786
111 => 0.032657857235734
112 => 0.032906702335301
113 => 0.032428974160574
114 => 0.032749676284769
115 => 0.032969092533192
116 => 0.031977592697886
117 => 0.03191888251242
118 => 0.031439182583579
119 => 0.031696946153746
120 => 0.031286825779755
121 => 0.03138745497413
122 => 0.03110608697396
123 => 0.031612493354456
124 => 0.032178734375447
125 => 0.032321789218884
126 => 0.031945473514782
127 => 0.031672996144599
128 => 0.031194615642182
129 => 0.031990173079106
130 => 0.032222818317836
131 => 0.031988951092707
201 => 0.031934758946545
202 => 0.03183206492749
203 => 0.031956545968153
204 => 0.032221551281903
205 => 0.032096579669818
206 => 0.032179125621316
207 => 0.03186454557522
208 => 0.032533628795375
209 => 0.033596293972627
210 => 0.033599710614935
211 => 0.033474738329207
212 => 0.033423602362452
213 => 0.033551831511562
214 => 0.033621390564719
215 => 0.034036060119734
216 => 0.03448101707343
217 => 0.036557437026398
218 => 0.035974386612533
219 => 0.037816709921583
220 => 0.0392737484633
221 => 0.039710650613387
222 => 0.039308721193142
223 => 0.037933742358282
224 => 0.03786627933696
225 => 0.039921078217332
226 => 0.039340503417876
227 => 0.039271445892854
228 => 0.038536790501155
301 => 0.03897106282649
302 => 0.038876081098548
303 => 0.038726147794328
304 => 0.039554709139394
305 => 0.041105702011177
306 => 0.040863965226991
307 => 0.040683519931442
308 => 0.039892861173185
309 => 0.040369014345683
310 => 0.040199465321069
311 => 0.040927955529278
312 => 0.040496414067969
313 => 0.039336104992759
314 => 0.039520888037415
315 => 0.039492958451947
316 => 0.040067747341764
317 => 0.039895209984178
318 => 0.039459267763753
319 => 0.041100400886156
320 => 0.040993834829649
321 => 0.041144921133383
322 => 0.041211433996787
323 => 0.042210362808384
324 => 0.042619591980339
325 => 0.042712494166937
326 => 0.043101230229374
327 => 0.042702822059573
328 => 0.044296738798988
329 => 0.045356600423078
330 => 0.046587684239439
331 => 0.048386628579278
401 => 0.049063048292223
402 => 0.048940859125478
403 => 0.050304798192876
404 => 0.052755766378328
405 => 0.04943626987162
406 => 0.05293170775355
407 => 0.051825092476902
408 => 0.049201327563128
409 => 0.049032388034837
410 => 0.050809232096982
411 => 0.054750101211916
412 => 0.053762958195593
413 => 0.054751715824256
414 => 0.053598277529466
415 => 0.053540999596189
416 => 0.054695695900801
417 => 0.057393706755746
418 => 0.056111982931986
419 => 0.054274317539051
420 => 0.055631221067954
421 => 0.054455745655725
422 => 0.051807070557121
423 => 0.053762203345932
424 => 0.05245486172903
425 => 0.052836413514945
426 => 0.055584251141283
427 => 0.055253624048206
428 => 0.055681486121893
429 => 0.054926320760935
430 => 0.054220877235154
501 => 0.052904114507359
502 => 0.052514285979277
503 => 0.052622020559878
504 => 0.052514232591369
505 => 0.051777515946842
506 => 0.0516184220576
507 => 0.051353258605467
508 => 0.051435443847006
509 => 0.050936858980691
510 => 0.051877791636318
511 => 0.052052437028672
512 => 0.052737169348165
513 => 0.052808260529087
514 => 0.054715230292322
515 => 0.053664903392057
516 => 0.054369553357616
517 => 0.054306522832274
518 => 0.049258192504761
519 => 0.049953807882096
520 => 0.0510359671131
521 => 0.050548455846365
522 => 0.04985922897527
523 => 0.049302641322853
524 => 0.048459354115432
525 => 0.04964626466598
526 => 0.051206925826086
527 => 0.052847841471591
528 => 0.054819294102613
529 => 0.054379288825607
530 => 0.052810986535968
531 => 0.052881339431035
601 => 0.0533162333455
602 => 0.05275300621199
603 => 0.052586899534818
604 => 0.053293412838798
605 => 0.05329827820763
606 => 0.052650217322253
607 => 0.051930016242047
608 => 0.051926998573224
609 => 0.051798845747319
610 => 0.053621075632502
611 => 0.054623117821131
612 => 0.054738000343186
613 => 0.054615385312061
614 => 0.054662574971124
615 => 0.054079508700054
616 => 0.055412225292789
617 => 0.056635257830293
618 => 0.056307458983963
619 => 0.055816041913962
620 => 0.055424604547853
621 => 0.056215248780566
622 => 0.056180042637473
623 => 0.056624575708028
624 => 0.0566044091202
625 => 0.056454929368307
626 => 0.056307464322356
627 => 0.056892146560861
628 => 0.056723767465881
629 => 0.056555126831659
630 => 0.056216892222137
701 => 0.056262863923053
702 => 0.055771531703138
703 => 0.055544218936372
704 => 0.052125980323809
705 => 0.051212515272363
706 => 0.051499909972844
707 => 0.051594527770442
708 => 0.051196986609416
709 => 0.051766958514382
710 => 0.051678128996743
711 => 0.052023712686348
712 => 0.051807807000582
713 => 0.051816667845237
714 => 0.052451600431129
715 => 0.052635924062009
716 => 0.052542175575669
717 => 0.052607833801992
718 => 0.054120899914988
719 => 0.053905790298851
720 => 0.053791517602571
721 => 0.053823171920394
722 => 0.054209792752768
723 => 0.054318025477118
724 => 0.053859435818669
725 => 0.054075709352669
726 => 0.054996574611242
727 => 0.055318825335282
728 => 0.056347294957298
729 => 0.055910382782276
730 => 0.056712353988645
731 => 0.059177340064891
801 => 0.061146541506659
802 => 0.059335582480118
803 => 0.062951770151633
804 => 0.06576749096522
805 => 0.065659418910566
806 => 0.065168432857921
807 => 0.061962809571463
808 => 0.059012947230114
809 => 0.061480632336424
810 => 0.061486922973244
811 => 0.06127494663413
812 => 0.059958379797321
813 => 0.061229132962033
814 => 0.061330000733551
815 => 0.061273541604406
816 => 0.060264132897479
817 => 0.058722952371913
818 => 0.059024095357544
819 => 0.059517373711157
820 => 0.058583494879122
821 => 0.058285064006573
822 => 0.058839903777438
823 => 0.060627713124623
824 => 0.060289738123612
825 => 0.060280912230472
826 => 0.061726912608501
827 => 0.060691888404245
828 => 0.059027893734986
829 => 0.058607713135605
830 => 0.057116355075369
831 => 0.058146441399609
901 => 0.058183512372591
902 => 0.057619344620032
903 => 0.0590736728388
904 => 0.059060270948235
905 => 0.060440939143766
906 => 0.063080258178329
907 => 0.062299681666807
908 => 0.061391956110389
909 => 0.061490651046872
910 => 0.062573090900221
911 => 0.061918623055187
912 => 0.062153974255373
913 => 0.062572734667992
914 => 0.06282538322216
915 => 0.061454298807967
916 => 0.06113463344447
917 => 0.060480710298052
918 => 0.060310113955205
919 => 0.060842720713408
920 => 0.060702397649896
921 => 0.058180396700858
922 => 0.057916833569402
923 => 0.057924916674363
924 => 0.057262174648574
925 => 0.056251333982936
926 => 0.058907762898074
927 => 0.058694414479489
928 => 0.058458894337228
929 => 0.058487744210796
930 => 0.059640809968128
1001 => 0.058971973597659
1002 => 0.060750184708676
1003 => 0.06038463796217
1004 => 0.06000971632095
1005 => 0.059957890729741
1006 => 0.059813577884682
1007 => 0.059318675442532
1008 => 0.05872105100461
1009 => 0.058326447585352
1010 => 0.053803064773133
1011 => 0.054642578311773
1012 => 0.055608362113913
1013 => 0.055941746812275
1014 => 0.055371469216207
1015 => 0.059341193477908
1016 => 0.060066500353735
1017 => 0.057869498516257
1018 => 0.057458529175459
1019 => 0.059368136559472
1020 => 0.058216409866903
1021 => 0.058735032326046
1022 => 0.057614054240698
1023 => 0.059891795166813
1024 => 0.059874442597216
1025 => 0.058988349931845
1026 => 0.059737269384916
1027 => 0.059607126199942
1028 => 0.058606729763089
1029 => 0.059923509518236
1030 => 0.059924162624567
1031 => 0.059071317699463
1101 => 0.058075381538703
1102 => 0.057897331676121
1103 => 0.057763195022299
1104 => 0.058702042931932
1105 => 0.059543811032008
1106 => 0.06111013277424
1107 => 0.061503943275123
1108 => 0.063041011877522
1109 => 0.062125762363306
1110 => 0.062531480618492
1111 => 0.062971945176849
1112 => 0.063183120083673
1113 => 0.062839021905273
1114 => 0.065226722127476
1115 => 0.065428317183475
1116 => 0.06549591026196
1117 => 0.064690791181277
1118 => 0.065405925365391
1119 => 0.065071337763399
1120 => 0.065941841752669
1121 => 0.066078347893339
1122 => 0.065962732048538
1123 => 0.06600606125219
1124 => 0.063968580331723
1125 => 0.063862926197429
1126 => 0.06242232457945
1127 => 0.063009380387166
1128 => 0.061911907692958
1129 => 0.062259927589513
1130 => 0.062413331443859
1201 => 0.062333201975941
1202 => 0.063042571641723
1203 => 0.06243946251116
1204 => 0.060847758355283
1205 => 0.059255620540673
1206 => 0.059235632547338
1207 => 0.058816450764317
1208 => 0.058513459112167
1209 => 0.058571826053578
1210 => 0.058777518768028
1211 => 0.058501503877674
1212 => 0.058560405648841
1213 => 0.059538567510664
1214 => 0.059734730896121
1215 => 0.059068091066355
1216 => 0.056391435954175
1217 => 0.055734578075765
1218 => 0.056206714492709
1219 => 0.055981063694889
1220 => 0.045181087544658
1221 => 0.047718381742844
1222 => 0.046210807688651
1223 => 0.04690556717297
1224 => 0.045366724448048
1225 => 0.046101140854038
1226 => 0.045965520960445
1227 => 0.050045414947135
1228 => 0.049981713014244
1229 => 0.050012203758487
1230 => 0.048556801092516
1231 => 0.050875297057897
]
'min_raw' => 0.029599298105238
'max_raw' => 0.066078347893339
'avg_raw' => 0.047838822999289
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.029599'
'max' => '$0.066078'
'avg' => '$0.047838'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0045641517112853
'max_diff' => 0.0099965294888534
'year' => 2035
]
10 => [
'items' => [
101 => 0.052017471540863
102 => 0.051806085442055
103 => 0.05185928676899
104 => 0.050945111707817
105 => 0.050021054971367
106 => 0.048996133839333
107 => 0.050900310618572
108 => 0.050688598666102
109 => 0.051174189713512
110 => 0.052409184468216
111 => 0.052591042137135
112 => 0.052835460688381
113 => 0.052747854036656
114 => 0.054834999903415
115 => 0.054582232767518
116 => 0.05519132883896
117 => 0.053938372007774
118 => 0.052520532421533
119 => 0.052790017374209
120 => 0.052764063806205
121 => 0.052433645097398
122 => 0.052135357861105
123 => 0.051638793654585
124 => 0.053209996281689
125 => 0.053146208324381
126 => 0.0541788612078
127 => 0.053996329780001
128 => 0.05277734023214
129 => 0.052820876682317
130 => 0.053113680232656
131 => 0.054127076663553
201 => 0.054427921721533
202 => 0.054288558304074
203 => 0.054618421176051
204 => 0.054879131340469
205 => 0.054651162358738
206 => 0.057878722396018
207 => 0.056538414443838
208 => 0.057191671213928
209 => 0.057347469104382
210 => 0.056948396084061
211 => 0.057034940732435
212 => 0.057166032292717
213 => 0.057961994576389
214 => 0.060050829922287
215 => 0.060975960877802
216 => 0.063759263002626
217 => 0.060899141630391
218 => 0.060729433864521
219 => 0.061230790624874
220 => 0.062864883614597
221 => 0.064189162500218
222 => 0.06462850220606
223 => 0.064686568200895
224 => 0.065510798695806
225 => 0.0659832322445
226 => 0.06541071543431
227 => 0.064925567382682
228 => 0.063187827280543
229 => 0.063388975429075
301 => 0.064774686703437
302 => 0.066732085496461
303 => 0.06841173729351
304 => 0.067823581775959
305 => 0.072310793201788
306 => 0.072755681886044
307 => 0.072694212654853
308 => 0.073707735285901
309 => 0.071696099263565
310 => 0.070836085890404
311 => 0.065030461898108
312 => 0.066661605431618
313 => 0.069032568351275
314 => 0.068718762518204
315 => 0.066996905869928
316 => 0.06841043111084
317 => 0.067943075461173
318 => 0.067574452669678
319 => 0.069263185138563
320 => 0.067406354419717
321 => 0.069014045044453
322 => 0.066952165188799
323 => 0.06782626842082
324 => 0.067330085150709
325 => 0.067651176536405
326 => 0.065774082856599
327 => 0.066786917042349
328 => 0.065731945624582
329 => 0.065731445430768
330 => 0.065708156878249
331 => 0.066949326072793
401 => 0.066989800555668
402 => 0.066072574645597
403 => 0.065940388062195
404 => 0.066429151142828
405 => 0.06585693758266
406 => 0.066124672705993
407 => 0.0658650470068
408 => 0.065806599793357
409 => 0.065340882452675
410 => 0.065140238617144
411 => 0.065218916235011
412 => 0.064950348964141
413 => 0.064788527468939
414 => 0.065675966509866
415 => 0.065201843629487
416 => 0.065603300378568
417 => 0.06514578974511
418 => 0.063559858561646
419 => 0.062647772767119
420 => 0.059652095777456
421 => 0.060501666055598
422 => 0.061064932028951
423 => 0.060878772628118
424 => 0.061278715055232
425 => 0.061303268272059
426 => 0.061173242912074
427 => 0.061022690202491
428 => 0.060949409469553
429 => 0.061495584015093
430 => 0.061812656722169
501 => 0.061121463304904
502 => 0.060959526358062
503 => 0.061658361064752
504 => 0.062084649832129
505 => 0.065232126579476
506 => 0.064998951335816
507 => 0.065584175439071
508 => 0.06551828818604
509 => 0.066131696279762
510 => 0.067134359267394
511 => 0.065095665064557
512 => 0.065449511885428
513 => 0.065362756816467
514 => 0.066309925910984
515 => 0.06631288286951
516 => 0.065745007682742
517 => 0.066052862034212
518 => 0.065881026180764
519 => 0.066191556792953
520 => 0.064995837138277
521 => 0.066452094607712
522 => 0.067277698753723
523 => 0.067289162268091
524 => 0.0676804920809
525 => 0.068078105835009
526 => 0.068841290811161
527 => 0.068056821020244
528 => 0.066645636232978
529 => 0.066747519216519
530 => 0.065920142092077
531 => 0.065934050451017
601 => 0.065859806540979
602 => 0.066082618103824
603 => 0.06504473174654
604 => 0.065288321600097
605 => 0.064947294378657
606 => 0.06544877055885
607 => 0.064909265085945
608 => 0.065362714980546
609 => 0.065558408922954
610 => 0.066280523783427
611 => 0.064802608133919
612 => 0.06178903807848
613 => 0.062422527040138
614 => 0.061485547106361
615 => 0.061572268166566
616 => 0.061747458509735
617 => 0.061179609288811
618 => 0.061287937025178
619 => 0.061284066796144
620 => 0.0612507152532
621 => 0.06110299573946
622 => 0.060888773219122
623 => 0.061742169805934
624 => 0.061887178515557
625 => 0.06220951491427
626 => 0.063168569393975
627 => 0.06307273723539
628 => 0.06322904346208
629 => 0.062887827846839
630 => 0.061588096180327
701 => 0.061658677863017
702 => 0.060778523148887
703 => 0.062187007379373
704 => 0.06185345972251
705 => 0.061638419378275
706 => 0.061579743628016
707 => 0.062541175418273
708 => 0.062828850878515
709 => 0.062649590836874
710 => 0.062281923261618
711 => 0.062987953697271
712 => 0.063176857656818
713 => 0.063219146286851
714 => 0.064470096850919
715 => 0.063289060527055
716 => 0.063573347708701
717 => 0.065791275146544
718 => 0.063779921013485
719 => 0.064845380156316
720 => 0.064793231475657
721 => 0.065338284319957
722 => 0.064748521233524
723 => 0.064755832053805
724 => 0.065239802054466
725 => 0.064560153472987
726 => 0.064391862926293
727 => 0.064159370741355
728 => 0.06466700892161
729 => 0.064971315052173
730 => 0.067423798976284
731 => 0.069008215438115
801 => 0.068939431740905
802 => 0.069567985975712
803 => 0.069284816536034
804 => 0.068370387718993
805 => 0.069931206206968
806 => 0.069437297929954
807 => 0.069478015128212
808 => 0.069476499632059
809 => 0.069804905458063
810 => 0.069572199832388
811 => 0.069113513157438
812 => 0.06941801077828
813 => 0.07032225985229
814 => 0.073129076723765
815 => 0.07469980863042
816 => 0.073034516690715
817 => 0.074183212771576
818 => 0.073494404445323
819 => 0.07336922748217
820 => 0.074090693508924
821 => 0.074813422366452
822 => 0.07476738766267
823 => 0.074242723624642
824 => 0.073946354222418
825 => 0.076190562627096
826 => 0.077844057150571
827 => 0.077731299909238
828 => 0.078228973701862
829 => 0.079690159349479
830 => 0.079823751852923
831 => 0.079806922268077
901 => 0.079475799309357
902 => 0.080914526338369
903 => 0.082114737737965
904 => 0.079399153911475
905 => 0.080433212683
906 => 0.08089743498083
907 => 0.081579051042594
908 => 0.082729051590906
909 => 0.083978257208954
910 => 0.084154908580189
911 => 0.084029565978751
912 => 0.0832056812932
913 => 0.08457257698659
914 => 0.08537327242613
915 => 0.085850068236786
916 => 0.087059143081353
917 => 0.080900301859701
918 => 0.076540767928746
919 => 0.075859963752994
920 => 0.077244405815687
921 => 0.077609472146901
922 => 0.077462314366543
923 => 0.072555262575768
924 => 0.075834129140854
925 => 0.079361913869954
926 => 0.079497430448754
927 => 0.081263513246642
928 => 0.081838622199814
929 => 0.083260550337877
930 => 0.083171608345692
1001 => 0.083517825219492
1002 => 0.083438235955846
1003 => 0.086072058409314
1004 => 0.088977555701908
1005 => 0.088876947569581
1006 => 0.088459247957487
1007 => 0.089079603109814
1008 => 0.092078387687783
1009 => 0.091802307658387
1010 => 0.092070495890504
1011 => 0.095606231912023
1012 => 0.10020319169258
1013 => 0.098067442347296
1014 => 0.10270140388125
1015 => 0.10561823703112
1016 => 0.11066259835766
1017 => 0.11003101947557
1018 => 0.11199475232276
1019 => 0.10890036146215
1020 => 0.10179501456662
1021 => 0.10067056622222
1022 => 0.10292174028327
1023 => 0.10845603204599
1024 => 0.10274744574078
1025 => 0.10390228531545
1026 => 0.10356969144026
1027 => 0.10355196892608
1028 => 0.10422836520951
1029 => 0.10324721712194
1030 => 0.099249843308015
1031 => 0.10108181617026
1101 => 0.10037440346959
1102 => 0.1011593306021
1103 => 0.10539525860769
1104 => 0.10352245386451
1105 => 0.10154960620187
1106 => 0.10402399498076
1107 => 0.10717474218853
1108 => 0.1069775740907
1109 => 0.10659498557105
1110 => 0.10875161702464
1111 => 0.11231374035225
1112 => 0.11327656797393
1113 => 0.11398730764011
1114 => 0.11408530663204
1115 => 0.11509475715486
1116 => 0.10966668727935
1117 => 0.11828117357451
1118 => 0.1197686573873
1119 => 0.11948907208038
1120 => 0.12114234773541
1121 => 0.12065591209815
1122 => 0.11995114317916
1123 => 0.1225719367542
1124 => 0.11956740840755
1125 => 0.11530285867909
1126 => 0.11296324235482
1127 => 0.11604423786208
1128 => 0.11792569430644
1129 => 0.11916921733305
1130 => 0.11954550664955
1201 => 0.11008805289205
1202 => 0.10499100985119
1203 => 0.10825815600266
1204 => 0.11224429979385
1205 => 0.10964454404932
1206 => 0.10974644955252
1207 => 0.10603988106462
1208 => 0.11257224885921
1209 => 0.1116205378174
1210 => 0.11655801638586
1211 => 0.11537964749976
1212 => 0.11940596960053
1213 => 0.11834570405465
1214 => 0.12274680705695
1215 => 0.12450252619967
1216 => 0.12745065189617
1217 => 0.12961930515954
1218 => 0.13089277983552
1219 => 0.13081632519266
1220 => 0.13586246630146
1221 => 0.13288693318834
1222 => 0.12914896231896
1223 => 0.12908135421908
1224 => 0.13101730229979
1225 => 0.13507451837554
1226 => 0.13612649547389
1227 => 0.13671440715851
1228 => 0.13581399994816
1229 => 0.13258427201225
1230 => 0.13118969186462
1231 => 0.13237791455528
]
'min_raw' => 0.048996133839333
'max_raw' => 0.13671440715851
'avg_raw' => 0.092855270498922
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.048996'
'max' => '$0.136714'
'avg' => '$0.092855'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.019396835734095
'max_diff' => 0.070636059265172
'year' => 2036
]
11 => [
'items' => [
101 => 0.13092482030974
102 => 0.13343326864377
103 => 0.13687790398205
104 => 0.13616660040626
105 => 0.13854438161554
106 => 0.14100513501726
107 => 0.14452412290107
108 => 0.14544411664164
109 => 0.14696483131058
110 => 0.14853014623366
111 => 0.14903288320054
112 => 0.14999276406042
113 => 0.14998770501448
114 => 0.15288037059317
115 => 0.15607107030485
116 => 0.15727548558115
117 => 0.16004497209714
118 => 0.15530232349289
119 => 0.15889967693883
120 => 0.16214457979468
121 => 0.1582758728383
122 => 0.16360798408455
123 => 0.16381501788142
124 => 0.16694098241228
125 => 0.16377221849791
126 => 0.16189061660061
127 => 0.16732273077542
128 => 0.16995115971461
129 => 0.16915945552726
130 => 0.16313454757027
131 => 0.15962779271885
201 => 0.15044993887017
202 => 0.16132150320771
203 => 0.16661672506864
204 => 0.16312083422489
205 => 0.16488395822265
206 => 0.17450299105958
207 => 0.17816529597763
208 => 0.17740356215612
209 => 0.17753228263275
210 => 0.179508395891
211 => 0.1882715703435
212 => 0.18302047308276
213 => 0.18703474018373
214 => 0.18916389297957
215 => 0.19114156875532
216 => 0.18628502210093
217 => 0.17996672626041
218 => 0.1779654567437
219 => 0.16277323677695
220 => 0.16198241575121
221 => 0.16153850394514
222 => 0.15873970280041
223 => 0.1565406117568
224 => 0.15479181291191
225 => 0.15020244250737
226 => 0.15175122029652
227 => 0.14443672174773
228 => 0.14911627870933
301 => 0.13744216241072
302 => 0.14716471336244
303 => 0.14187317090957
304 => 0.1454262993511
305 => 0.14541390282069
306 => 0.13887146683944
307 => 0.13509792630261
308 => 0.13750257320107
309 => 0.14008054555733
310 => 0.14049881289879
311 => 0.14384122135065
312 => 0.14477401570473
313 => 0.14194760526386
314 => 0.13720024229864
315 => 0.13830294643964
316 => 0.13507558003839
317 => 0.12941974455905
318 => 0.13348186434172
319 => 0.13486885063433
320 => 0.13548142279601
321 => 0.12991955817918
322 => 0.12817189956261
323 => 0.12724146077943
324 => 0.13648227541951
325 => 0.13698850810545
326 => 0.13439855011008
327 => 0.14610540583906
328 => 0.14345578383663
329 => 0.1464160607865
330 => 0.13820288759684
331 => 0.13851664187319
401 => 0.13462839406326
402 => 0.13680555302401
403 => 0.13526680724366
404 => 0.13662966009508
405 => 0.13744654847497
406 => 0.14133415826169
407 => 0.14720910362145
408 => 0.14075347899992
409 => 0.13794067090607
410 => 0.13968572122766
411 => 0.1443330201941
412 => 0.15137391601912
413 => 0.14720556397947
414 => 0.14905540783146
415 => 0.14945951641929
416 => 0.14638592794604
417 => 0.15148724361025
418 => 0.15422108011771
419 => 0.15702543068661
420 => 0.15946036970947
421 => 0.1559053114004
422 => 0.15970973338869
423 => 0.15664404083701
424 => 0.15389379769269
425 => 0.15389796867629
426 => 0.15217270097721
427 => 0.14882977741253
428 => 0.14821329101755
429 => 0.15142033109787
430 => 0.15399207353446
501 => 0.15420389455935
502 => 0.15562774331314
503 => 0.15647036233883
504 => 0.16472917427557
505 => 0.168050936757
506 => 0.17211272504155
507 => 0.17369502048823
508 => 0.17845716249842
509 => 0.17461134606293
510 => 0.17377927948579
511 => 0.16222788065386
512 => 0.16411942156547
513 => 0.1671479610715
514 => 0.16227782015484
515 => 0.16536680361455
516 => 0.16597663438311
517 => 0.16211233463007
518 => 0.1641764240947
519 => 0.15869481443651
520 => 0.14732858773249
521 => 0.15149989746978
522 => 0.15457138548409
523 => 0.15018799337592
524 => 0.15804505406912
525 => 0.15345512141481
526 => 0.15200033311901
527 => 0.14632468530765
528 => 0.14900337259889
529 => 0.15262633551541
530 => 0.15038776564765
531 => 0.15503313424621
601 => 0.16161221505633
602 => 0.16630085983265
603 => 0.16666079575945
604 => 0.16364631128307
605 => 0.16847704189465
606 => 0.16851222849332
607 => 0.16306314462935
608 => 0.1597256111033
609 => 0.15896731646395
610 => 0.16086168514547
611 => 0.16316179844458
612 => 0.16678843603957
613 => 0.16897993718359
614 => 0.17469420988479
615 => 0.1762403282367
616 => 0.17793904355165
617 => 0.18020905107683
618 => 0.18293477712879
619 => 0.17697104370277
620 => 0.17720799394958
621 => 0.17165464795678
622 => 0.16572010133311
623 => 0.1702236824688
624 => 0.17611151571742
625 => 0.17476084026471
626 => 0.17460886168448
627 => 0.17486444750108
628 => 0.17384608231867
629 => 0.16924005434101
630 => 0.16692693592589
701 => 0.16991144882084
702 => 0.17149758459912
703 => 0.17395754286565
704 => 0.17365430108588
705 => 0.17999088940024
706 => 0.18245309601072
707 => 0.181823158196
708 => 0.18193908191421
709 => 0.18639678937216
710 => 0.19135467686286
711 => 0.19599839274877
712 => 0.20072218000016
713 => 0.19502747009606
714 => 0.19213604760763
715 => 0.19511925755761
716 => 0.19353632436643
717 => 0.20263232801144
718 => 0.2032621155685
719 => 0.21235746146891
720 => 0.22099002778205
721 => 0.21556806754926
722 => 0.22068073183833
723 => 0.22621049510859
724 => 0.23687830562869
725 => 0.23328576234362
726 => 0.23053393048959
727 => 0.22793346268428
728 => 0.23334462337449
729 => 0.24030599515703
730 => 0.2418054079638
731 => 0.24423502953054
801 => 0.2416805795331
802 => 0.24475713319158
803 => 0.2556187195122
804 => 0.25268382301049
805 => 0.24851579816992
806 => 0.2570899774122
807 => 0.26019293954871
808 => 0.28197115285659
809 => 0.30946704677091
810 => 0.29808356614261
811 => 0.291017472374
812 => 0.29267817201961
813 => 0.30271874168237
814 => 0.3059434539863
815 => 0.29717757431923
816 => 0.3002738312104
817 => 0.31733451109799
818 => 0.32648701848555
819 => 0.31405668410751
820 => 0.27976188455273
821 => 0.24814051313637
822 => 0.2565279247649
823 => 0.25557705257791
824 => 0.27390662475397
825 => 0.25261382669956
826 => 0.25297234281037
827 => 0.27168095112768
828 => 0.26668981517537
829 => 0.25860481414902
830 => 0.24819954259126
831 => 0.22896443574562
901 => 0.2119273652018
902 => 0.24534098394125
903 => 0.24390012794248
904 => 0.24181355493337
905 => 0.24645699737437
906 => 0.26900423580372
907 => 0.26848444897963
908 => 0.26517783040237
909 => 0.26768587145003
910 => 0.25816514242716
911 => 0.26061885107932
912 => 0.24813550414958
913 => 0.25377849831244
914 => 0.25858746736797
915 => 0.25955293910387
916 => 0.26172819622307
917 => 0.24314086230413
918 => 0.25148602953828
919 => 0.25638803345192
920 => 0.23424060143368
921 => 0.25595024993034
922 => 0.24281729817369
923 => 0.23835977709717
924 => 0.24436124199296
925 => 0.24202246528645
926 => 0.24001172241177
927 => 0.23888969333876
928 => 0.24329650680072
929 => 0.24309092368544
930 => 0.23588052153603
1001 => 0.22647484586573
1002 => 0.22963169935146
1003 => 0.22848478488444
1004 => 0.22432821890102
1005 => 0.22712924250815
1006 => 0.21479495210796
1007 => 0.19357444655505
1008 => 0.20759336252497
1009 => 0.20705364950977
1010 => 0.20678150173347
1011 => 0.21731632963048
1012 => 0.21630364900802
1013 => 0.21446562376205
1014 => 0.22429446212598
1015 => 0.22070680390661
1016 => 0.23176312118012
1017 => 0.23904552681422
1018 => 0.23719847318427
1019 => 0.24404761088206
1020 => 0.22970442687983
1021 => 0.23446865725671
1022 => 0.23545055853444
1023 => 0.22417317578626
1024 => 0.21646933608189
1025 => 0.21595557780381
1026 => 0.20259818141092
1027 => 0.20973359474687
1028 => 0.21601246319903
1029 => 0.21300537247032
1030 => 0.21205341737989
1031 => 0.21691674948302
1101 => 0.21729467203906
1102 => 0.20867799771099
1103 => 0.21046967715839
1104 => 0.21794127829594
1105 => 0.21028141197987
1106 => 0.19539954295982
1107 => 0.19170863368491
1108 => 0.19121619835068
1109 => 0.18120615966741
1110 => 0.19195527789142
1111 => 0.18726299972819
1112 => 0.20208585022373
1113 => 0.19361911751722
1114 => 0.19325413359248
1115 => 0.19270240685875
1116 => 0.18408635305457
1117 => 0.1859727212589
1118 => 0.19224329647208
1119 => 0.19448070835123
1120 => 0.19424732796166
1121 => 0.19221256723264
1122 => 0.19314407027473
1123 => 0.19014337441899
1124 => 0.18908376625825
1125 => 0.18573935143476
1126 => 0.1808239855624
1127 => 0.18150749733464
1128 => 0.17176887136606
1129 => 0.16646275107038
1130 => 0.16499408690608
1201 => 0.16303012780587
1202 => 0.16521592131234
1203 => 0.17174128306229
1204 => 0.16387031235913
1205 => 0.15037608517296
1206 => 0.1511871112199
1207 => 0.15300924595156
1208 => 0.14961370993373
1209 => 0.1464001200586
1210 => 0.14919407572824
1211 => 0.14347639377821
1212 => 0.15370020049867
1213 => 0.15342367517877
1214 => 0.15723447808819
1215 => 0.15961745135301
1216 => 0.15412546947437
1217 => 0.1527442508838
1218 => 0.15353105576587
1219 => 0.14052692369466
1220 => 0.15617176306317
1221 => 0.15630706028369
1222 => 0.15514856334023
1223 => 0.16347895732374
1224 => 0.18105868694398
1225 => 0.17444448551786
1226 => 0.17188326681037
1227 => 0.16701438817519
1228 => 0.17350187987116
1229 => 0.17300374172955
1230 => 0.17075097213988
1231 => 0.16938849006299
]
'min_raw' => 0.12724146077943
'max_raw' => 0.32648701848555
'avg_raw' => 0.22686423963249
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.127241'
'max' => '$0.326487'
'avg' => '$0.226864'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.078245326940096
'max_diff' => 0.18977261132704
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0039939640583058
]
1 => [
'year' => 2028
'avg' => 0.0068548017801033
]
2 => [
'year' => 2029
'avg' => 0.018726083005425
]
3 => [
'year' => 2030
'avg' => 0.014447145150966
]
4 => [
'year' => 2031
'avg' => 0.014188886953236
]
5 => [
'year' => 2032
'avg' => 0.024877584236086
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0039939640583058
'min' => '$0.003993'
'max_raw' => 0.024877584236086
'max' => '$0.024877'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.024877584236086
]
1 => [
'year' => 2033
'avg' => 0.063987704787034
]
2 => [
'year' => 2034
'avg' => 0.04055848239922
]
3 => [
'year' => 2035
'avg' => 0.047838822999289
]
4 => [
'year' => 2036
'avg' => 0.092855270498922
]
5 => [
'year' => 2037
'avg' => 0.22686423963249
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.024877584236086
'min' => '$0.024877'
'max_raw' => 0.22686423963249
'max' => '$0.226864'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.22686423963249
]
]
]
]
'prediction_2025_max_price' => '$0.006828'
'last_price' => 0.00662153
'sma_50day_nextmonth' => '$0.006156'
'sma_200day_nextmonth' => '$0.007991'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'augmenter'
'sma_200day_date_nextmonth' => '4 févr. 2026'
'sma_50day_date_nextmonth' => '4 févr. 2026'
'daily_sma3' => '$0.006497'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.006432'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.006334'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.006259'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.006349'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.007216'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.007986'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.006521'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.00646'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.006377'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.006334'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.006531'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.007032'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.0077038'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.007315'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.006553'
'weekly_sma50_action' => 'BUY'
'weekly_sma100' => '$0.019425'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.110265'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.006474'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.006467'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.006645'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.006912'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.010826'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.05840066'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.222621'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '63.71'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 117.09
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.006351'
'vwma_10_action' => 'BUY'
'hma_9' => '0.006534'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 258.04
'cci_20_action' => 'SELL'
'adx_14' => 12.97
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000095'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 82.04
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.000638'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 13
'buy_signals' => 22
'sell_pct' => 37.14
'buy_pct' => 62.86
'overall_action' => 'bullish'
'overall_action_label' => 'Haussier'
'overall_action_dir' => 1
'last_updated' => 1767714015
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de Liquidus pour 2026
La prévision du prix de Liquidus pour 2026 suggère que le prix moyen pourrait varier entre $0.002287 à la baisse et $0.006828 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, Liquidus pourrait potentiellement gagner 3.13% d'ici 2026 si LIQ atteint l'objectif de prix prévu.
Prévision du prix de Liquidus de 2027 à 2032
La prévision du prix de LIQ pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.003993 à la baisse et $0.024877 à la hausse. Compte tenu de la volatilité des prix sur le marché, si Liquidus atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de Liquidus | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.0022023 | $0.003993 | $0.005785 |
| 2028 | $0.003974 | $0.006854 | $0.009735 |
| 2029 | $0.008731 | $0.018726 | $0.028721 |
| 2030 | $0.007425 | $0.014447 | $0.021468 |
| 2031 | $0.008779 | $0.014188 | $0.019598 |
| 2032 | $0.0134006 | $0.024877 | $0.036354 |
Prévision du prix de Liquidus de 2032 à 2037
La prévision du prix de Liquidus pour 2032-2037 est actuellement estimée entre $0.024877 à la baisse et $0.226864 à la hausse. Par rapport au prix actuel, Liquidus pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de Liquidus | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.0134006 | $0.024877 | $0.036354 |
| 2033 | $0.03114 | $0.063987 | $0.096835 |
| 2034 | $0.025035 | $0.040558 | $0.056081 |
| 2035 | $0.029599 | $0.047838 | $0.066078 |
| 2036 | $0.048996 | $0.092855 | $0.136714 |
| 2037 | $0.127241 | $0.226864 | $0.326487 |
Liquidus Histogramme des prix potentiels
Prévision du prix de Liquidus basée sur l'analyse technique
Indicateur de Sentiment du Marché
Haussier 62.86%
Baissier 37.14%
Au 6 janvier 2026, le sentiment global de prévision du prix pour Liquidus est Haussier, avec 22 indicateurs techniques montrant des signaux haussiers et 13 indiquant des signaux baissiers. La prévision du prix de LIQ a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de Liquidus et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de Liquidus devrait augmenter au cours du prochain mois, atteignant $0.007991 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour Liquidus devrait atteindre $0.006156 d'ici le 4 févr. 2026.
Le Relative Strength Index (RSI), un oscillateur de momentum, est un outil couramment utilisé pour identifier si une cryptomonnaie est survendue (en dessous de 30) ou surachetée (au-dessus de 70). Actuellement, le RSI est à 63.71, ce qui suggère que le marché de LIQ est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de LIQ pour le Samedi 19 Octobre 2024
Les moyennes mobiles (MA) sont des indicateurs largement utilisés sur les marchés financiers, conçus pour lisser les mouvements de prix sur une période donnée. En tant qu'indicateurs retardés, ils sont basés sur des données historiques de prix. Le tableau ci-dessous met en évidence deux types : la moyenne mobile simple (SMA) et la moyenne mobile exponentielle (EMA).
Moyenne Mobile Simple Quotidienne (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 3 | $0.006497 | BUY |
| SMA 5 | $0.006432 | BUY |
| SMA 10 | $0.006334 | BUY |
| SMA 21 | $0.006259 | BUY |
| SMA 50 | $0.006349 | BUY |
| SMA 100 | $0.007216 | SELL |
| SMA 200 | $0.007986 | SELL |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.006521 | BUY |
| EMA 5 | $0.00646 | BUY |
| EMA 10 | $0.006377 | BUY |
| EMA 21 | $0.006334 | BUY |
| EMA 50 | $0.006531 | BUY |
| EMA 100 | $0.007032 | SELL |
| EMA 200 | $0.0077038 | SELL |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.007315 | SELL |
| SMA 50 | $0.006553 | BUY |
| SMA 100 | $0.019425 | SELL |
| SMA 200 | $0.110265 | SELL |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.006912 | SELL |
| EMA 50 | $0.010826 | SELL |
| EMA 100 | $0.05840066 | SELL |
| EMA 200 | $0.222621 | SELL |
Oscillateurs de Liquidus
Un oscillateur est un outil d'analyse technique qui établit des limites hautes et basses entre deux extrêmes, créant un indicateur de tendance qui fluctue à l'intérieur de ces limites. Les traders utilisent cet indicateur pour identifier les conditions de surachat ou de survente à court terme.
| Période | Valeur | Action |
|---|---|---|
| RSI (14) | 63.71 | NEUTRAL |
| Stoch RSI (14) | 117.09 | SELL |
| Stochastique Rapide (14) | 100 | SELL |
| Indice de Canal des Matières Premières (20) | 258.04 | SELL |
| Indice Directionnel Moyen (14) | 12.97 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | 0.000095 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Plage de Pourcentage de Williams (14) | -0 | SELL |
| Oscillateur Ultime (7, 14, 28) | 82.04 | SELL |
| VWMA (10) | 0.006351 | BUY |
| Moyenne Mobile de Hull (9) | 0.006534 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.000638 | NEUTRAL |
Prévision du cours de Liquidus basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de Liquidus
M0 : le total de toutes les devises physiques, plus les comptes à la banque centrale qui peuvent être échangés contre des devises physiques.
M1 : M0 plus le montant des comptes à vue, y compris les comptes de "chèques" et les comptes "courants".
M2 : M1 plus la plupart des comptes d'épargne, comptes du marché monétaire et comptes de certificats de dépôt (CD) de moins de 100 000 $.
Prédictions du cours de Liquidus par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.0093043 | $0.013074 | $0.018371 | $0.025814 | $0.036274 | $0.050971 |
| Action Amazon.com | $0.013816 | $0.028828 | $0.060152 | $0.12551 | $0.261885 | $0.54644 |
| Action Apple | $0.009392 | $0.013322 | $0.018896 | $0.0268029 | $0.038017 | $0.053925 |
| Action Netflix | $0.010447 | $0.016484 | $0.02601 | $0.04104 | $0.064755 | $0.102174 |
| Action Google | $0.008574 | $0.0111043 | $0.01438 | $0.018622 | $0.024115 | $0.031229 |
| Action Tesla | $0.01501 | $0.034027 | $0.077138 | $0.174866 | $0.396409 | $0.898629 |
| Action Kodak | $0.004965 | $0.003723 | $0.002792 | $0.002093 | $0.00157 | $0.001177 |
| Action Nokia | $0.004386 | $0.0029058 | $0.001925 | $0.001275 | $0.000844 | $0.000559 |
Ce calcul montre la valeur potentielle des cryptomonnaies si l'on suppose que leur capitalisation se comportera comme celle de certaines sociétés Internet ou niches technologiques. En extrapolant les données, vous pourrez obtenir une potentielle image des cours futurs pour 2024, 2025, 2026, 2027, 2028, 2029 et 2030.
Aperçu des prévisions relatives à Liquidus
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans Liquidus maintenant ?", "Devrais-je acheter LIQ aujourd'hui ?", " Liquidus sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de Liquidus/Liquidus (Old) avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme Liquidus en utilisant des méthodes d'analyse technique.
Si vous souhaitez trouver des cryptomonnaies ayant un bon rendement, vous devriez consulter un maximum d'informations disponibles à propos de Liquidus afin de prendre une décision responsable concernant cet investissement.
Le cours de Liquidus est de $0.006621 USD actuellement, mais ce cours peut subir une hausse ou une baisse, ce qui pourrait causer la perte de votre investissement, car les cryptomonnaies sont des actifs à haut risque.
Prévision du cours de Liquidus basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Liquidus présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.006793 | $0.00697 | $0.007151 | $0.007337 |
| Si Liquidus présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.006965 | $0.007327 | $0.0077088 | $0.0081095 |
| Si Liquidus présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.007482 | $0.008454 | $0.009553 | $0.010794 |
| Si Liquidus présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.008342 | $0.010511 | $0.013243 | $0.016685 |
| Si Liquidus présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.010063 | $0.015295 | $0.023247 | $0.035332 |
| Si Liquidus présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.015227 | $0.035017 | $0.080528 | $0.185188 |
| Si Liquidus présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.023833 | $0.085782 | $0.308759 | $1.11 |
Boîte à questions
Est-ce que LIQ est un bon investissement ?
La décision d'acquérir Liquidus dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de Liquidus a connu une hausse de 1.2931% au cours des 24 heures précédentes, et Liquidus a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans Liquidus dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que Liquidus peut monter ?
Il semble que la valeur moyenne de Liquidus pourrait potentiellement s'envoler jusqu'à $0.006828 pour la fin de cette année. En regardant les perspectives de Liquidus sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.021468. Cependant, compte tenu de l'imprévisibilité du marché, il est essentiel de mener des recherches approfondies avant d'investir des fonds dans un projet, un réseau ou un actif particulier.
Quel sera le prix de Liquidus la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de Liquidus, le prix de Liquidus va augmenter de 0.86% durant la prochaine semaine et atteindre $0.006678 d'ici 13 janvier 2026.
Quel sera le prix de Liquidus le mois prochain ?
Basé sur notre nouveau pronostic expérimental de Liquidus, le prix de Liquidus va diminuer de -11.62% durant le prochain mois et atteindre $0.005852 d'ici 5 février 2026.
Jusqu'où le prix de Liquidus peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de Liquidus en 2026, LIQ devrait fluctuer dans la fourchette de $0.002287 et $0.006828. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de Liquidus ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera Liquidus dans 5 ans ?
L'avenir de Liquidus semble suivre une tendance haussière, avec un prix maximum de $0.021468 prévue après une période de cinq ans. Selon la prévision de Liquidus pour 2030, la valeur de Liquidus pourrait potentiellement atteindre son point le plus élevé d'environ $0.021468, tandis que son point le plus bas devrait être autour de $0.007425.
Combien vaudra Liquidus en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de Liquidus, il est attendu que la valeur de LIQ en 2026 augmente de 3.13% jusqu'à $0.006828 si le meilleur scénario se produit. Le prix sera entre $0.006828 et $0.002287 durant 2026.
Combien vaudra Liquidus en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de Liquidus, le valeur de LIQ pourrait diminuer de -12.62% jusqu'à $0.005785 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.005785 et $0.0022023 tout au long de l'année.
Combien vaudra Liquidus en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de Liquidus suggère que la valeur de LIQ en 2028 pourrait augmenter de 47.02%, atteignant $0.009735 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.009735 et $0.003974 durant l'année.
Combien vaudra Liquidus en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de Liquidus pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.028721 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.028721 et $0.008731.
Combien vaudra Liquidus en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de Liquidus, il est prévu que la valeur de LIQ en 2030 augmente de 224.23%, atteignant $0.021468 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.021468 et $0.007425 au cours de 2030.
Combien vaudra Liquidus en 2031 ?
Notre simulation expérimentale indique que le prix de Liquidus pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.019598 dans des conditions idéales. Il est probable que le prix fluctue entre $0.019598 et $0.008779 durant l'année.
Combien vaudra Liquidus en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de Liquidus, LIQ pourrait connaître une 449.04% hausse en valeur, atteignant $0.036354 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.036354 et $0.0134006 tout au long de l'année.
Combien vaudra Liquidus en 2033 ?
Selon notre prédiction expérimentale de prix de Liquidus, la valeur de LIQ est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $0.096835. Tout au long de l'année, le prix de LIQ pourrait osciller entre $0.096835 et $0.03114.
Combien vaudra Liquidus en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de Liquidus suggèrent que LIQ pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.056081 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.056081 et $0.025035.
Combien vaudra Liquidus en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de Liquidus, LIQ pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.066078 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.066078 et $0.029599.
Combien vaudra Liquidus en 2036 ?
Notre récente simulation de prédiction de prix de Liquidus suggère que la valeur de LIQ pourrait augmenter de 1964.7% en 2036, pouvant atteindre $0.136714 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $0.136714 et $0.048996.
Combien vaudra Liquidus en 2037 ?
Selon la simulation expérimentale, la valeur de Liquidus pourrait augmenter de 4830.69% en 2037, avec un maximum de $0.326487 sous des conditions favorables. Il est prévu que le prix chute entre $0.326487 et $0.127241 au cours de l'année.
Prévisions liées
Prévision du cours de World Token- Prévision du cours de Lead Token
- Prévision du cours de BADcoin
- Prévision du cours de OmegaNetwork
- Prévision du cours de Herity Network
- Prévision du cours de Neutra Finance
- Prévision du cours de MoneyByte
- Prévision du cours de Espresso Bot
- Prévision du cours de Lokr
- Prévision du cours de Cryptiq browser
- Prévision du cours de Coinary Token
- Prévision du cours de Peanut
- Prévision du cours de Statera
- Prévision du cours de SAIL
- Prévision du cours de Kingdom Game 4.0
- Prévision du cours de MAGA Coin BSC
- Prévision du cours de Sheesha Finance
- Prévision du cours de Phoenix Blockchain
- Prévision du cours de Waltonchain
- Prévision du cours de OpenBlox
- Prévision du cours de CyberFi
- Prévision du cours de Dracarys Token
- Prévision du cours de Life Crypto
- Prévision du cours de Meter Stable
- Prévision du cours de Vodi X
Prévision du cours de World Token
Prévision du cours de Lead Token
Prévision du cours de BADcoin
Prévision du cours de OmegaNetwork
Prévision du cours de Herity Network
Prévision du cours de Neutra Finance
Prévision du cours de MoneyByte
Prévision du cours de Espresso Bot
Prévision du cours de Lokr
Prévision du cours de Cryptiq browser
Prévision du cours de Coinary Token
Prévision du cours de Peanut
Prévision du cours de Statera
Prévision du cours de SAIL
Prévision du cours de Kingdom Game 4.0
Prévision du cours de MAGA Coin BSC
Prévision du cours de Sheesha Finance
Prévision du cours de Phoenix Blockchain
Prévision du cours de Waltonchain
Prévision du cours de OpenBlox
Prévision du cours de CyberFi
Prévision du cours de Dracarys Token
Prévision du cours de Life Crypto
Prévision du cours de Meter Stable
Prévision du cours de Vodi XComment lire et prédire les mouvements de prix de Liquidus ?
Les traders de Liquidus utilisent des indicateurs et des modèles graphiques pour prédire la direction du marché. Ils identifient également des niveaux clés de support et de résistance pour évaluer quand une tendance baissière pourrait ralentir ou une tendance haussière pourrait s'arrêter.
Indicateurs de prédiction du prix de Liquidus
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de Liquidus. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de LIQ sur une période spécifique, comme une SMA de 12 jours. Une moyenne mobile exponentielle (EMA) donne plus de poids aux prix récents, réagissant plus rapidement aux changements de prix.
Les moyennes mobiles couramment utilisées sur le marché des cryptomonnaies incluent les moyennes sur 50 jours, 100 jours et 200 jours, qui aident à identifier les niveaux clés de résistance et de support. Un mouvement de prix de LIQ au-dessus de ces moyennes est considéré comme haussier, tandis qu'une chute en dessous indique une faiblesse.
Les traders utilisent également le RSI et les niveaux de retracement de Fibonacci pour évaluer la direction future de LIQ.
Comment lire les graphiques de Liquidus et prédire les mouvements de prix ?
La plupart des traders préfèrent les graphiques en chandeliers aux simples graphiques linéaires parce qu'ils fournissent des informations plus détaillées. Les chandeliers peuvent représenter l'action des prix de Liquidus dans différentes périodes, comme 5 minutes pour les tendances à court terme et hebdomadaire pour les tendances à long terme. Les options populaires incluent les graphiques de 1 heure, 4 heures et 1 jour.
Par exemple, un graphique en chandeliers de 1 heure montre les prix d'ouverture, de clôture, les plus hauts et les plus bas de LIQ au sein de chaque heure. La couleur du chandelier est cruciale : le vert indique que le prix a clôturé plus haut qu'il n'a ouvert, tandis que le rouge signifie le contraire. Certains graphiques utilisent des chandeliers creux et pleins pour transmettre la même information.
Qu'est-ce qui affecte le prix de Liquidus ?
L'action du prix de Liquidus est déterminée par l'offre et la demande, influencée par des facteurs tels que les réductions de récompenses de bloc, les hard forks et les mises à jour de protocole. Les événements du monde réel, tels que les réglementations, l'adoption par les entreprises et les gouvernements et les piratages d'échanges de cryptomonnaies, impactent également le prix de LIQ. La capitalisation boursière de Liquidus peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de LIQ, de grands détenteurs de Liquidus, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de Liquidus.
Modèles de prédiction de prix haussiers et baissiers
Les traders identifient souvent des modèles de chandeliers pour obtenir un avantage dans les prédictions de prix des cryptomonnaies. Certaines formations indiquent des tendances haussières, tandis que d'autres suggèrent des mouvements baissiers.
Modèles de chandeliers haussiers couramment suivis :
- Marteau
- Englobante haussière
- Ligne pénétrante
- Étoile du matin
- Trois soldats blancs
Modèles de chandeliers baissiers courants :
- Harami baissier
- Nuage sombre
- Étoile du soir
- Étoile filante
- Pendu