Previsão de Preço VeChain - Projeção VET
Previsão de Preço VeChain até $0.013405 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.00449 | $0.013405 |
| 2027 | $0.004323 | $0.011356 |
| 2028 | $0.007802 | $0.0191096 |
| 2029 | $0.017138 | $0.056379 |
| 2030 | $0.014575 | $0.042143 |
| 2031 | $0.017233 | $0.038471 |
| 2032 | $0.0263051 | $0.071363 |
| 2033 | $0.061127 | $0.190085 |
| 2034 | $0.049143 | $0.110087 |
| 2035 | $0.0581028 | $0.12971 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em VeChain hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,955.19, com um retorno de 39.55% nos próximos 90 dias.
Previsão de preço de longo prazo de VeChain para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'VeChain'
'name_with_ticker' => 'VeChain <small>VET</small>'
'name_lang' => 'VeChain'
'name_lang_with_ticker' => 'VeChain <small>VET</small>'
'name_with_lang' => 'VeChain'
'name_with_lang_with_ticker' => 'VeChain <small>VET</small>'
'image' => '/uploads/coins/vechain.png?1742402823'
'price_for_sd' => 0.01299
'ticker' => 'VET'
'marketcap' => '$1.12B'
'low24h' => '$0.01196'
'high24h' => '$0.013'
'volume24h' => '$27.66M'
'current_supply' => '85.99B'
'max_supply' => '85.99B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '0.080 USD 0.16x, 0.00029 ETH 0.01x'
'price' => '$0.01299'
'change_24h_pct' => '8.5146%'
'ath_price' => '$0.2809'
'ath_days' => 1723
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '19 de abr. de 2021'
'ath_pct' => '-95.39%'
'fdv' => '$1.12B'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-42.16%'
'change_30d_pct_is_increased' => false
'max_price' => '$0.640887'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.013109'
'next_week_prediction_price_date' => '13 de janeiro de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.011487'
'next_month_prediction_price_date' => '5 de fevereiro de 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.00449'
'current_year_max_price_prediction' => '$0.013405'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.014575'
'grand_prediction_max_price' => '$0.042143'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.013244233936589
107 => 0.013293683098451
108 => 0.013405094585064
109 => 0.012453095630182
110 => 0.012880515211703
111 => 0.013131584172048
112 => 0.011997245475243
113 => 0.013109161943189
114 => 0.012436523446384
115 => 0.012208219837877
116 => 0.012515600570018
117 => 0.012395813999765
118 => 0.012292828540765
119 => 0.012235360885128
120 => 0.012461067370439
121 => 0.012450537893122
122 => 0.012081238275412
123 => 0.011599501978688
124 => 0.011761188492323
125 => 0.0117024462661
126 => 0.01148955686037
127 => 0.011633018615467
128 => 0.011001285650352
129 => 0.0099144219184937
130 => 0.010632437391296
131 => 0.010604794576644
201 => 0.010590855815994
202 => 0.011130424599315
203 => 0.011078557510768
204 => 0.010984418237172
205 => 0.011487827918786
206 => 0.011304076613181
207 => 0.011870354839802
208 => 0.012243342304434
209 => 0.012148740618523
210 => 0.012499537131814
211 => 0.011764913423036
212 => 0.012008925951105
213 => 0.012059216594953
214 => 0.011481615921457
215 => 0.011087043607906
216 => 0.011060730133045
217 => 0.010376596116762
218 => 0.010742054986124
219 => 0.011063643667446
220 => 0.010909627645383
221 => 0.010860870773895
222 => 0.01110995905625
223 => 0.011129315349086
224 => 0.01068798982114
225 => 0.010779755373362
226 => 0.011162432980881
227 => 0.010770112879502
228 => 0.010007899007649
301 => 0.0098188594289979
302 => 0.0097936380645151
303 => 0.0092809477342958
304 => 0.0098314919575712
305 => 0.0095911646504436
306 => 0.010350355734096
307 => 0.0099167098587374
308 => 0.0098980162517677
309 => 0.0098697581230771
310 => 0.0094284643768865
311 => 0.0095250796616216
312 => 0.0098462435830045
313 => 0.0099608384883244
314 => 0.0099488853008512
315 => 0.0098446697045794
316 => 0.0098923790708824
317 => 0.0097386905789752
318 => 0.0096844199737334
319 => 0.0095131270152843
320 => 0.0092613736872517
321 => 0.0092963815316075
322 => 0.0087975923139333
323 => 0.008525825475397
324 => 0.0084506039963195
325 => 0.0083500146907751
326 => 0.0084619658260387
327 => 0.0087961793067492
328 => 0.008393046941667
329 => 0.0077019047781811
330 => 0.0077434435998555
331 => 0.0078367689991712
401 => 0.0076628577349558
402 => 0.0074982653186419
403 => 0.007641365070822
404 => 0.0073485190249868
405 => 0.0078721580447218
406 => 0.0078579950767194
407 => 0.0080531753216568
408 => 0.008175225534318
409 => 0.0078939393083595
410 => 0.0078231965832098
411 => 0.0078634948545327
412 => 0.0071974541950741
413 => 0.0079987455902292
414 => 0.0080056751914889
415 => 0.0079463397384208
416 => 0.0083730026692446
417 => 0.0092733945327881
418 => 0.0089346308955442
419 => 0.0088034513760183
420 => 0.0085540790135077
421 => 0.0088863528802873
422 => 0.0088608394315984
423 => 0.0087454579409392
424 => 0.0086756748553763
425 => 0.0088042523301921
426 => 0.0086597426833428
427 => 0.0086337847799091
428 => 0.0084765081275785
429 => 0.0084203675183282
430 => 0.0083788032462614
501 => 0.0083330450667368
502 => 0.0084339762085401
503 => 0.0082052529626163
504 => 0.0079294351500484
505 => 0.0079065038833234
506 => 0.0079698191268886
507 => 0.0079418068448765
508 => 0.0079063697712943
509 => 0.007838710747113
510 => 0.0078186377599448
511 => 0.0078838652302126
512 => 0.007810227219278
513 => 0.0079188841156821
514 => 0.0078893354521205
515 => 0.0077242790194648
516 => 0.0075185575926576
517 => 0.0075167262404437
518 => 0.0074724038964888
519 => 0.0074159527275533
520 => 0.0074002493037832
521 => 0.007629313608831
522 => 0.0081034698649623
523 => 0.0080103816462862
524 => 0.0080776474243441
525 => 0.0084085284770014
526 => 0.0085137056137008
527 => 0.0084390533733286
528 => 0.0083368647823575
529 => 0.0083413605617443
530 => 0.0086905699116828
531 => 0.0087123496704896
601 => 0.0087673800945778
602 => 0.0088381097411271
603 => 0.0084510989379796
604 => 0.0083231323877194
605 => 0.0082624947368922
606 => 0.0080757542420686
607 => 0.0082771378558158
608 => 0.0081598002481914
609 => 0.0081756331002834
610 => 0.0081653219345879
611 => 0.0081709525282956
612 => 0.007872011676944
613 => 0.007980930011308
614 => 0.0077998321553695
615 => 0.0075573624554563
616 => 0.0075565496120014
617 => 0.0076158937275485
618 => 0.0075805935254856
619 => 0.0074856015893854
620 => 0.0074990947455592
621 => 0.0073808804993111
622 => 0.0075134480953917
623 => 0.0075172496596976
624 => 0.0074662039142009
625 => 0.007670442586766
626 => 0.0077541193375588
627 => 0.007720519934367
628 => 0.0077517619138617
629 => 0.0080142498820403
630 => 0.0080570468740064
701 => 0.0080760544708271
702 => 0.0080505868091113
703 => 0.0077565597120641
704 => 0.0077696010641179
705 => 0.0076739122758201
706 => 0.0075930653331446
707 => 0.0075962987868652
708 => 0.0076378646247673
709 => 0.00781938507669
710 => 0.008201384166546
711 => 0.0082158807527684
712 => 0.0082334510381651
713 => 0.0081619838573387
714 => 0.0081404286717526
715 => 0.0081688655254061
716 => 0.0083123242989981
717 => 0.0086813392133538
718 => 0.008550904696943
719 => 0.0084448594047669
720 => 0.0085378897156108
721 => 0.0085235684284521
722 => 0.0084026823523983
723 => 0.008399289482867
724 => 0.0081672704533033
725 => 0.0080814983008913
726 => 0.0080098206704015
727 => 0.0079315505690986
728 => 0.0078851494294086
729 => 0.0079564426689132
730 => 0.0079727482763047
731 => 0.0078168643621354
801 => 0.0077956179606449
802 => 0.0079229161299436
803 => 0.0078668969517894
804 => 0.0079245140657298
805 => 0.0079378817303944
806 => 0.0079357292285
807 => 0.0078772387727453
808 => 0.0079145188450328
809 => 0.0078263403603484
810 => 0.0077304595022342
811 => 0.0076692934883459
812 => 0.0076159180287339
813 => 0.0076455338359266
814 => 0.0075399588909176
815 => 0.0075061833412054
816 => 0.00790188919537
817 => 0.0081942013643962
818 => 0.0081899510296903
819 => 0.008164078210265
820 => 0.0081256364487089
821 => 0.0083095120447013
822 => 0.0082454534637662
823 => 0.00829206143367
824 => 0.0083039251181409
825 => 0.0083398329179211
826 => 0.0083526668699628
827 => 0.0083138737531399
828 => 0.008183679314902
829 => 0.0078592471533289
830 => 0.0077082231063287
831 => 0.0076583826553142
901 => 0.0076601942610481
902 => 0.0076102220875434
903 => 0.0076249411322363
904 => 0.0076051034044794
905 => 0.0075675355473697
906 => 0.0076432141266135
907 => 0.0076519353778766
908 => 0.0076342710931894
909 => 0.0076384316716897
910 => 0.0074921789389944
911 => 0.007503298216617
912 => 0.007441384665845
913 => 0.0074297766214542
914 => 0.0072732645565322
915 => 0.0069959807467361
916 => 0.0071496228939538
917 => 0.00696404478547
918 => 0.00689376354382
919 => 0.0072264640108156
920 => 0.0071930701116038
921 => 0.0071359142721322
922 => 0.007051368873233
923 => 0.0070200101623765
924 => 0.0068294845621739
925 => 0.0068182272932994
926 => 0.0069126569253838
927 => 0.0068690808993021
928 => 0.0068078836551518
929 => 0.0065862334403047
930 => 0.0063370252129523
1001 => 0.006344547242869
1002 => 0.0064238157433059
1003 => 0.0066542995991398
1004 => 0.0065642455692543
1005 => 0.0064989103373215
1006 => 0.0064866750123503
1007 => 0.0066398257207523
1008 => 0.0068565660592065
1009 => 0.0069582557767174
1010 => 0.0068574843550267
1011 => 0.0067417235717071
1012 => 0.0067487693942039
1013 => 0.0067956420946913
1014 => 0.0068005677527683
1015 => 0.006725219383228
1016 => 0.006746429507898
1017 => 0.0067142093890298
1018 => 0.0065164745790096
1019 => 0.0065128981833202
1020 => 0.0064643708720367
1021 => 0.006462901484337
1022 => 0.0063803444221386
1023 => 0.0063687941184471
1024 => 0.0062048720605967
1025 => 0.0063127660554755
1026 => 0.0062403964283998
1027 => 0.0061313183301275
1028 => 0.0061125132248713
1029 => 0.0061119479206995
1030 => 0.0062239467382087
1031 => 0.006311457284084
1101 => 0.0062416553290469
1102 => 0.006225762776939
1103 => 0.0063954536551446
1104 => 0.0063738589441262
1105 => 0.0063551580636553
1106 => 0.0068371593391267
1107 => 0.0064556177185625
1108 => 0.0062892437943622
1109 => 0.006083324469613
1110 => 0.0061503728400867
1111 => 0.006164500916891
1112 => 0.0056693020606173
1113 => 0.0054683999463001
1114 => 0.0053994579115029
1115 => 0.0053597807957799
1116 => 0.0053778621556487
1117 => 0.0051970266892956
1118 => 0.0053185511134274
1119 => 0.0051619628852071
1120 => 0.0051357103591638
1121 => 0.0054157095087809
1122 => 0.0054546697547188
1123 => 0.005288453241548
1124 => 0.0053951911510128
1125 => 0.005356486501273
1126 => 0.0051646471409445
1127 => 0.0051573202884547
1128 => 0.0050610620409214
1129 => 0.0049104365228014
1130 => 0.0048415966191984
1201 => 0.0048057441997064
1202 => 0.0048205376067385
1203 => 0.0048130576074574
1204 => 0.0047642455524814
1205 => 0.0048158554573113
1206 => 0.004684013477156
1207 => 0.0046315129383351
1208 => 0.004607799662953
1209 => 0.004490782317024
1210 => 0.004677008952247
1211 => 0.0047136979454073
1212 => 0.0047504592272179
1213 => 0.0050704410873861
1214 => 0.0050544556979115
1215 => 0.005198955833562
1216 => 0.0051933408240093
1217 => 0.0051521270445748
1218 => 0.0049782528884782
1219 => 0.0050475560280895
1220 => 0.0048342517364651
1221 => 0.004994073815032
1222 => 0.0049211376927037
1223 => 0.0049694140387057
1224 => 0.0048826088156915
1225 => 0.0049306504102073
1226 => 0.0047223982667575
1227 => 0.0045279353453907
1228 => 0.0046061929016753
1229 => 0.0046912678151937
1230 => 0.0048757319043864
1231 => 0.0047658666146589
]
'min_raw' => 0.004490782317024
'max_raw' => 0.013405094585064
'avg_raw' => 0.0089479384510438
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.00449'
'max' => '$0.013405'
'avg' => '$0.008947'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.008507147682976
'max_diff' => 0.0004071645850637
'year' => 2026
]
1 => [
'items' => [
101 => 0.0048053783273115
102 => 0.0046730207041062
103 => 0.0043999291213478
104 => 0.0044014747900486
105 => 0.0043594655996647
106 => 0.0043231635257309
107 => 0.0047784859647982
108 => 0.0047218594219176
109 => 0.0046316324369361
110 => 0.0047524048418117
111 => 0.0047843389825766
112 => 0.0047852481026701
113 => 0.0048733605316804
114 => 0.0049203861508382
115 => 0.0049286746200355
116 => 0.0050673214308783
117 => 0.0051137940130771
118 => 0.0053052080021081
119 => 0.0049163963556024
120 => 0.0049083890356072
121 => 0.0047541043572216
122 => 0.0046562545750452
123 => 0.0047608042155214
124 => 0.0048534209245341
125 => 0.0047569822165387
126 => 0.0047695750758707
127 => 0.0046401139897187
128 => 0.0046863902363078
129 => 0.0047262495739539
130 => 0.0047042415905293
131 => 0.0046712945741442
201 => 0.0048458274105821
202 => 0.0048359795839506
203 => 0.0049985085737341
204 => 0.00512521154383
205 => 0.0053522859171068
206 => 0.0051153219709376
207 => 0.0051066860628929
208 => 0.0051911034492738
209 => 0.0051137810892151
210 => 0.005162646151695
211 => 0.0053444130000903
212 => 0.0053482534471725
213 => 0.00528392101041
214 => 0.0052800063757864
215 => 0.0052923621239864
216 => 0.0053647301271185
217 => 0.00533944252318
218 => 0.0053687059786614
219 => 0.0054053003778388
220 => 0.0055566703285403
221 => 0.0055931651111939
222 => 0.0055045017097211
223 => 0.005512507022152
224 => 0.0054793444761364
225 => 0.0054473098722108
226 => 0.0055193189835574
227 => 0.0056509170498859
228 => 0.0056500983851452
301 => 0.0056806265786325
302 => 0.005699645390266
303 => 0.0056180027281144
304 => 0.0055648563571376
305 => 0.0055852360575615
306 => 0.0056178236423516
307 => 0.0055746683430186
308 => 0.0053082938440564
309 => 0.0053890948509726
310 => 0.0053756456124544
311 => 0.0053564922613211
312 => 0.0054377382985911
313 => 0.0054299019200954
314 => 0.0051951719602128
315 => 0.005210198610665
316 => 0.0051960857805966
317 => 0.0052416872217609
318 => 0.005111318461741
319 => 0.0051514190142761
320 => 0.0051765697049068
321 => 0.005191383654905
322 => 0.0052449018003191
323 => 0.0052386220636589
324 => 0.0052445114430712
325 => 0.0053238647244537
326 => 0.0057252063909286
327 => 0.0057470505323244
328 => 0.0056394819909723
329 => 0.0056824535015468
330 => 0.0055999575980801
331 => 0.0056553376507518
401 => 0.005693227276289
402 => 0.0055220113442425
403 => 0.0055118730479289
404 => 0.0054290366545232
405 => 0.0054735482402463
406 => 0.0054027271068645
407 => 0.0054201041357783
408 => 0.0053715164480332
409 => 0.0054589646122623
410 => 0.0055567452479413
411 => 0.0055814484979882
412 => 0.0055164648825328
413 => 0.0054694124623141
414 => 0.0053868039124409
415 => 0.0055241837719317
416 => 0.0055643578294221
417 => 0.0055239727547103
418 => 0.0055146146504682
419 => 0.0054968810598393
420 => 0.0055183769155522
421 => 0.0055641390328772
422 => 0.0055425584634404
423 => 0.0055568128097541
424 => 0.0055024899406243
425 => 0.0056180297552327
426 => 0.0058015347870015
427 => 0.0058021247856847
428 => 0.0057805440999206
429 => 0.0057717137482682
430 => 0.0057938568414878
501 => 0.0058058685612021
502 => 0.0058774752643252
503 => 0.0059543121097131
504 => 0.0063128761405966
505 => 0.0062121927955417
506 => 0.0065303321348111
507 => 0.0067819390469503
508 => 0.0068573849584641
509 => 0.0067879782698759
510 => 0.0065505417374914
511 => 0.0065388919684618
512 => 0.0068937223909625
513 => 0.0067934665443431
514 => 0.0067815414303992
515 => 0.0066546783658339
516 => 0.0067296701492882
517 => 0.0067132683461837
518 => 0.0066873772975795
519 => 0.0068304563964374
520 => 0.0070982876967401
521 => 0.0070565436768819
522 => 0.0070253837025071
523 => 0.0068888497653289
524 => 0.0069710736914691
525 => 0.0069417953262661
526 => 0.0070675937636876
527 => 0.0069930735561357
528 => 0.0067927070077006
529 => 0.0068246160409557
530 => 0.0068197930547713
531 => 0.0069190497686865
601 => 0.0068892553668723
602 => 0.006813975219634
603 => 0.0070973722784726
604 => 0.0070789700498089
605 => 0.0071050602027189
606 => 0.0071165458948947
607 => 0.0072890446905934
608 => 0.0073597119278454
609 => 0.0073757546279057
610 => 0.0074428830376949
611 => 0.0073740844119176
612 => 0.0076493279676155
613 => 0.0078323488712478
614 => 0.0080449370689863
615 => 0.008355585564203
616 => 0.0084723922720638
617 => 0.008451292185785
618 => 0.0086868223294761
619 => 0.0091100647621479
620 => 0.0085368415823923
621 => 0.0091404469825696
622 => 0.0089493524818329
623 => 0.0084962708582295
624 => 0.0084670977431509
625 => 0.0087739298790409
626 => 0.0094544540249463
627 => 0.009283990444838
628 => 0.0094547328422965
629 => 0.0092555527661447
630 => 0.0092456617965423
701 => 0.0094450591105761
702 => 0.0099109618033976
703 => 0.0096896288981394
704 => 0.0093722939053968
705 => 0.0096066091257586
706 => 0.0094036235970313
707 => 0.0089462403887365
708 => 0.0092838600945509
709 => 0.0090581034121284
710 => 0.0091239912139446
711 => 0.0095984981816245
712 => 0.0095414042478836
713 => 0.0096152890849003
714 => 0.0094848842814686
715 => 0.0093630656321135
716 => 0.0091356820767203
717 => 0.0090683650158422
718 => 0.0090869690296548
719 => 0.0090683557966169
720 => 0.0089411367871372
721 => 0.0089136638541527
722 => 0.008867874428895
723 => 0.0088820664864523
724 => 0.008795968970799
725 => 0.0089584527714911
726 => 0.008988611196702
727 => 0.0091068533568212
728 => 0.0091191296501381
729 => 0.0094484323829984
730 => 0.0092670579714466
731 => 0.0093887395858288
801 => 0.0093778552369267
802 => 0.0085060905108767
803 => 0.0086262119984811
804 => 0.0088130833369941
805 => 0.0087288980522921
806 => 0.0086098797560462
807 => 0.0085137661004704
808 => 0.0083681440841471
809 => 0.008573104275699
810 => 0.0088426051325033
811 => 0.0091259646366108
812 => 0.0094664025143457
813 => 0.009390420743169
814 => 0.0091196003872902
815 => 0.0091317491906205
816 => 0.0092068483124307
817 => 0.0091095881262118
818 => 0.0090809041985514
819 => 0.0092029075812418
820 => 0.0092037477514866
821 => 0.0090918381529555
822 => 0.0089674711134286
823 => 0.008966950010992
824 => 0.0089448200975513
825 => 0.009259489628584
826 => 0.009432526053974
827 => 0.0094523644012828
828 => 0.0094311907751364
829 => 0.009439339663489
830 => 0.009338653580152
831 => 0.0095687921091298
901 => 0.0097799899816614
902 => 0.0097233844402385
903 => 0.0096385246866937
904 => 0.0095709298055958
905 => 0.0097074612344481
906 => 0.0097013817048417
907 => 0.0097781453524899
908 => 0.0097746629100242
909 => 0.009748850182547
910 => 0.0097233853620923
911 => 0.0098243504967822
912 => 0.009795274159442
913 => 0.0097661526585188
914 => 0.0097077450301385
915 => 0.0097156835968833
916 => 0.0096308384955714
917 => 0.0095915852694568
918 => 0.0090013109303522
919 => 0.008843570339173
920 => 0.0088931987402638
921 => 0.0089095376985038
922 => 0.0088408887910725
923 => 0.0089393136898715
924 => 0.0089239742736515
925 => 0.0089836509689054
926 => 0.0089463675605716
927 => 0.0089478976846546
928 => 0.0090575402389034
929 => 0.0090893699388546
930 => 0.0090731810965622
1001 => 0.0090845192067827
1002 => 0.0093458011712975
1003 => 0.0093086552312703
1004 => 0.009288922190977
1005 => 0.0092943883779962
1006 => 0.0093611515218782
1007 => 0.0093798415570327
1008 => 0.0093006505647578
1009 => 0.0093379974945123
1010 => 0.0094970159813759
1011 => 0.0095526634521113
1012 => 0.0097302634663973
1013 => 0.0096548158237401
1014 => 0.0097933032371349
1015 => 0.010218966332072
1016 => 0.010559015465954
1017 => 0.010246292229312
1018 => 0.01087074915869
1019 => 0.011356978451236
1020 => 0.011338316161131
1021 => 0.01125353083729
1022 => 0.010699971714799
1023 => 0.010190578357182
1024 => 0.010616707530813
1025 => 0.010617793821711
1026 => 0.010581188947781
1027 => 0.010353839219582
1028 => 0.010573277670049
1029 => 0.010590695897364
1030 => 0.010580946321948
1031 => 0.010406637818388
1101 => 0.010140500951047
1102 => 0.010192503457884
1103 => 0.010277684624905
1104 => 0.010116418905081
1105 => 0.010064884736163
1106 => 0.010160696560959
1107 => 0.010469422223637
1108 => 0.010411059425433
1109 => 0.01040953533691
1110 => 0.010659236137301
1111 => 0.010480504253026
1112 => 0.01019315937603
1113 => 0.010120601004975
1114 => 0.0098630676689061
1115 => 0.010040946861431
1116 => 0.010047348416898
1117 => 0.0099499258010333
1118 => 0.010201064684381
1119 => 0.010198750395359
1120 => 0.010437169388007
1121 => 0.010892936955867
1122 => 0.010758144059091
1123 => 0.010601394585566
1124 => 0.01061843759953
1125 => 0.010805357396968
1126 => 0.010692341420473
1127 => 0.010732982753596
1128 => 0.010805295881443
1129 => 0.010848924186907
1130 => 0.010612160157775
1201 => 0.010556959136852
1202 => 0.010444037220968
1203 => 0.010414578000902
1204 => 0.010506550545196
1205 => 0.010482319029212
1206 => 0.010046810390949
1207 => 0.010001297315104
1208 => 0.010002693136162
1209 => 0.0098882483429193
1210 => 0.0097136925633267
1211 => 0.010172414729912
1212 => 0.010135572920123
1213 => 0.010094902413445
1214 => 0.01009988431845
1215 => 0.010299000063428
1216 => 0.010183502875755
1217 => 0.010490571078801
1218 => 0.01042744708757
1219 => 0.010362704204152
1220 => 0.010353754765548
1221 => 0.010328834279035
1222 => 0.010243372658279
1223 => 0.010140172615768
1224 => 0.010072031008668
1225 => 0.0092909161999519
1226 => 0.0094358865649139
1227 => 0.0096026617553381
1228 => 0.0096602318827629
1229 => 0.0095617541960712
1230 => 0.010247261157578
1231 => 0.010372509885155
]
'min_raw' => 0.0043231635257309
'max_raw' => 0.011356978451236
'avg_raw' => 0.0078400709884837
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.004323'
'max' => '$0.011356'
'avg' => '$0.00784'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00016761879129308
'max_diff' => -0.0020481161338273
'year' => 2027
]
2 => [
'items' => [
101 => 0.0099931233195524
102 => 0.0099221555833796
103 => 0.010251913790547
104 => 0.010053029280324
105 => 0.010142586963099
106 => 0.0099490122383718
107 => 0.010342341134392
108 => 0.010339344627211
109 => 0.010186330802923
110 => 0.010315657039417
111 => 0.010293183423264
112 => 0.010120431192499
113 => 0.01034781768824
114 => 0.010347930469105
115 => 0.010200657990035
116 => 0.010028675976573
117 => 0.0099979296545998
118 => 0.0099747664311801
119 => 0.010136890230069
120 => 0.010282249921205
121 => 0.010552728268686
122 => 0.01062073295165
123 => 0.010886159756585
124 => 0.010728111017643
125 => 0.010798171976542
126 => 0.010874233058155
127 => 0.010910699537734
128 => 0.010851279366159
129 => 0.011263596448256
130 => 0.011298408643054
131 => 0.011310080870845
201 => 0.011171049870638
202 => 0.011294541939433
203 => 0.011236764090071
204 => 0.011387086002961
205 => 0.011410658398308
206 => 0.011390693418061
207 => 0.01139817566841
208 => 0.011046335776558
209 => 0.011028091022062
210 => 0.010779322499923
211 => 0.010880697511499
212 => 0.010691181786389
213 => 0.01075127917505
214 => 0.010777769531342
215 => 0.01076393247253
216 => 0.010886429102552
217 => 0.010782281942625
218 => 0.010507420464199
219 => 0.010232484099948
220 => 0.010229032497853
221 => 0.010156646606175
222 => 0.01010432486463
223 => 0.010114403888265
224 => 0.010149923682183
225 => 0.010102260389636
226 => 0.010112431769691
227 => 0.010281344450158
228 => 0.010315218683596
229 => 0.010200100802858
301 => 0.0097378859002624
302 => 0.0096244572037873
303 => 0.0097059875014248
304 => 0.0096670212703777
305 => 0.0078020406452705
306 => 0.0082401901794908
307 => 0.0079798566044094
308 => 0.0080998302931787
309 => 0.0078340971260731
310 => 0.0079609189216845
311 => 0.0079374995668255
312 => 0.0086420310520645
313 => 0.0086310307619738
314 => 0.0086362960187178
315 => 0.0083849715957738
316 => 0.0087853382257254
317 => 0.0089825732243579
318 => 0.0089460702753505
319 => 0.0089552572811905
320 => 0.0087973940828529
321 => 0.0086378244795496
322 => 0.0084608372319003
323 => 0.0087896576617477
324 => 0.0087530984431006
325 => 0.0088369521370854
326 => 0.0090502156904111
327 => 0.0090816195587478
328 => 0.0091238266762589
329 => 0.0091086984291384
330 => 0.0094691146512792
331 => 0.0094254658686751
401 => 0.0095306468761391
402 => 0.0093142815636835
403 => 0.009069443675056
404 => 0.0091159793533304
405 => 0.0091114975932963
406 => 0.0090544396441372
407 => 0.0090029302788697
408 => 0.0089171816983729
409 => 0.0091885028954668
410 => 0.0091774877503555
411 => 0.0093558101460023
412 => 0.0093242899304404
413 => 0.0091137902166128
414 => 0.0091213082550728
415 => 0.0091718706767624
416 => 0.0093468677955417
417 => 0.0093988188551078
418 => 0.009374753054425
419 => 0.0094317150195832
420 => 0.0094767354343179
421 => 0.0094373688905274
422 => 0.0099947161339071
423 => 0.0097632667003416
424 => 0.0098760735438466
425 => 0.0099029773113261
426 => 0.0098340638766528
427 => 0.0098490087330283
428 => 0.0098716461182077
429 => 0.010009095888162
430 => 0.010369803855934
501 => 0.010529558959439
502 => 0.011010190070509
503 => 0.010516293521991
504 => 0.010486987744749
505 => 0.010573563921522
506 => 0.01085574526369
507 => 0.011084426737572
508 => 0.011160293575409
509 => 0.011170320630454
510 => 0.011312651861769
511 => 0.011394233469238
512 => 0.011295369106604
513 => 0.011211591910802
514 => 0.010911512394248
515 => 0.010946247415378
516 => 0.011185537265905
517 => 0.011523548273875
518 => 0.011813596882766
519 => 0.011712031969147
520 => 0.012486900566403
521 => 0.012563725622767
522 => 0.012553110884029
523 => 0.012728129795526
524 => 0.012380752898185
525 => 0.012232242544462
526 => 0.011229705491446
527 => 0.011511377510388
528 => 0.011920804331939
529 => 0.011866615156835
530 => 0.011569278455015
531 => 0.011813371326215
601 => 0.011732666589506
602 => 0.011669011415221
603 => 0.011960628108782
604 => 0.011639983575259
605 => 0.011917605657437
606 => 0.011561552465411
607 => 0.011712495909117
608 => 0.011626813110156
609 => 0.011682260381973
610 => 0.011358116763908
611 => 0.011533016792074
612 => 0.011350840347718
613 => 0.011350753972364
614 => 0.011346732417257
615 => 0.011561062196148
616 => 0.011568051482543
617 => 0.011409661452108
618 => 0.011386834974206
619 => 0.011471236426854
620 => 0.011372424430578
621 => 0.01141865794172
622 => 0.011373824796532
623 => 0.011363731911219
624 => 0.011283310083887
625 => 0.011248662149428
626 => 0.011262248497297
627 => 0.011215871287778
628 => 0.011187927341507
629 => 0.011341173663005
630 => 0.011259300335367
701 => 0.011328625401316
702 => 0.011249620739147
703 => 0.010975756159377
704 => 0.010818253743485
705 => 0.010300948939559
706 => 0.010447655940238
707 => 0.010544922833468
708 => 0.010512776125835
709 => 0.010581839692954
710 => 0.010586079635064
711 => 0.010563626365374
712 => 0.010537628355515
713 => 0.010524973962096
714 => 0.010619289443092
715 => 0.010674042754324
716 => 0.010554684867466
717 => 0.01052672098457
718 => 0.010647398398112
719 => 0.01072101155066
720 => 0.011264529709415
721 => 0.011224264128674
722 => 0.011325322834613
723 => 0.011313945175197
724 => 0.011419870798935
725 => 0.011593014426239
726 => 0.011240965020211
727 => 0.011302068624145
728 => 0.011287087431549
729 => 0.011450648164036
730 => 0.011451158782789
731 => 0.011353095953199
801 => 0.011406257404008
802 => 0.011376584140574
803 => 0.01143020773818
804 => 0.011223726357295
805 => 0.011475198390926
806 => 0.011617766829494
807 => 0.011619746392402
808 => 0.011687322700791
809 => 0.011755984143869
810 => 0.011887773804707
811 => 0.011752308601758
812 => 0.011508619888923
813 => 0.01152621342688
814 => 0.011383338823707
815 => 0.011385740571598
816 => 0.011372919853124
817 => 0.011411395794365
818 => 0.011232169662707
819 => 0.011274233677575
820 => 0.011215343810434
821 => 0.011301940609075
822 => 0.0112087767687
823 => 0.011287080207164
824 => 0.011320873375405
825 => 0.011445570893728
826 => 0.011190358843856
827 => 0.010669964197829
828 => 0.010779357461599
829 => 0.010617556231827
830 => 0.010632531551663
831 => 0.010662784081037
901 => 0.010564725735326
902 => 0.010583432177514
903 => 0.010582763851764
904 => 0.010577004581508
905 => 0.010551495818596
906 => 0.010514503065618
907 => 0.010661870807712
908 => 0.010686911458743
909 => 0.010742573724104
910 => 0.010908186869744
911 => 0.010891638211067
912 => 0.010918629759966
913 => 0.010859707360272
914 => 0.010635264792792
915 => 0.010647453104032
916 => 0.010495464667565
917 => 0.010738687038067
918 => 0.010681088770354
919 => 0.01064395479246
920 => 0.010633822442548
921 => 0.010799846111142
922 => 0.010849522994888
923 => 0.010818567694629
924 => 0.010755077470689
925 => 0.010876997469855
926 => 0.01090961811824
927 => 0.01091692067841
928 => 0.011132939541091
929 => 0.010928993733163
930 => 0.010978085516178
1001 => 0.011361085593395
1002 => 0.011013757373757
1003 => 0.011197744878043
1004 => 0.011188739647133
1005 => 0.011282861428528
1006 => 0.01118101891385
1007 => 0.011182281373876
1008 => 0.011265855139393
1009 => 0.011148490858333
1010 => 0.011119429811844
1011 => 0.01107928218426
1012 => 0.011166943060319
1013 => 0.011219491790955
1014 => 0.011642995967097
1015 => 0.011916598979022
1016 => 0.011904721150697
1017 => 0.012013262267218
1018 => 0.011964363500103
1019 => 0.011806456482245
1020 => 0.012075984507019
1021 => 0.011990694562449
1022 => 0.011997725761852
1023 => 0.011997464060259
1024 => 0.012054174417222
1025 => 0.012013989931886
1026 => 0.011934782186436
1027 => 0.011987363984336
1028 => 0.012143513125764
1029 => 0.012628204851996
1030 => 0.012899444763307
1031 => 0.012611875868757
1101 => 0.012810237041517
1102 => 0.012691291021173
1103 => 0.012669674990939
1104 => 0.012794260466208
1105 => 0.012919064011859
1106 => 0.012911114565542
1107 => 0.012820513600132
1108 => 0.012769335413687
1109 => 0.013156873787402
1110 => 0.013442405459612
1111 => 0.013422934113796
1112 => 0.013508874301807
1113 => 0.013761197351838
1114 => 0.013784266609318
1115 => 0.013781360413116
1116 => 0.013724180851425
1117 => 0.013972625662469
1118 => 0.014179882694813
1119 => 0.01371094543497
1120 => 0.013889510604679
1121 => 0.013969674262372
1122 => 0.01408737829535
1123 => 0.014285964728471
1124 => 0.01450168226729
1125 => 0.014532187092501
1126 => 0.014510542459224
1127 => 0.014368270943574
1128 => 0.014604311648595
1129 => 0.014742578757761
1130 => 0.014824913657083
1201 => 0.015033701262542
1202 => 0.01397016932583
1203 => 0.013217348560059
1204 => 0.01309978472662
1205 => 0.013338855404888
1206 => 0.013401896436194
1207 => 0.013376484675521
1208 => 0.012529116460176
1209 => 0.013095323508333
1210 => 0.01370451468411
1211 => 0.013727916198181
1212 => 0.014032890038362
1213 => 0.014132202022025
1214 => 0.014377745937205
1215 => 0.014362387098456
1216 => 0.014422173134345
1217 => 0.014408429360044
1218 => 0.014863247757545
1219 => 0.015364979991173
1220 => 0.015347606599333
1221 => 0.015275476654523
1222 => 0.01538260192255
1223 => 0.015900443356548
1224 => 0.015852768815545
1225 => 0.015899080571221
1226 => 0.01650964480617
1227 => 0.017303465163352
1228 => 0.01693465590918
1229 => 0.017734865868729
1230 => 0.018238555620958
1231 => 0.019109634964946
]
'min_raw' => 0.0078020406452705
'max_raw' => 0.019109634964946
'avg_raw' => 0.013455837805108
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.007802'
'max' => '$0.0191096'
'avg' => '$0.013455'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0034788771195396
'max_diff' => 0.0077526565137096
'year' => 2028
]
3 => [
'items' => [
101 => 0.019000571540923
102 => 0.019339676337261
103 => 0.018805325249697
104 => 0.017578347142477
105 => 0.017384173160326
106 => 0.017772914389861
107 => 0.018728596769858
108 => 0.01774281655073
109 => 0.017942238605177
110 => 0.01788480504008
111 => 0.017881744649473
112 => 0.017998547311436
113 => 0.017829118958241
114 => 0.017138837367748
115 => 0.017455189352816
116 => 0.017333030658911
117 => 0.017468574837333
118 => 0.018200050865602
119 => 0.017876647877293
120 => 0.017535969100236
121 => 0.017963255889339
122 => 0.018507338803537
123 => 0.018473291072578
124 => 0.018407224243669
125 => 0.018779639499082
126 => 0.019394760393594
127 => 0.019561025099624
128 => 0.019683758306484
129 => 0.019700681142115
130 => 0.019874996866602
131 => 0.018937657282816
201 => 0.020425239274872
202 => 0.020682103591277
203 => 0.020633823745728
204 => 0.02091931762291
205 => 0.020835318081962
206 => 0.020713615926254
207 => 0.021166184447875
208 => 0.020647351158233
209 => 0.01991093262288
210 => 0.019506918849678
211 => 0.020038956777092
212 => 0.020363853773798
213 => 0.020578590021291
214 => 0.020643569080035
215 => 0.019010420286442
216 => 0.01813024366528
217 => 0.018694426788199
218 => 0.019382769136
219 => 0.018933833506319
220 => 0.018951430933055
221 => 0.018311366703337
222 => 0.019439400617813
223 => 0.019275055564732
224 => 0.020127677990836
225 => 0.019924192806124
226 => 0.020619473295999
227 => 0.020436382641628
228 => 0.02119638171146
301 => 0.02149956591657
302 => 0.022008659383802
303 => 0.022383150610682
304 => 0.022603059021981
305 => 0.022589856545823
306 => 0.023461243229326
307 => 0.022947416945996
308 => 0.022301930034577
309 => 0.022290255212834
310 => 0.022624562030878
311 => 0.023325177408903
312 => 0.023506836782885
313 => 0.023608359590514
314 => 0.023452873876596
315 => 0.022895152272303
316 => 0.022654330911282
317 => 0.022859517688138
318 => 0.022608591891944
319 => 0.023041760213519
320 => 0.023636592838804
321 => 0.023513762253905
322 => 0.023924366483429
323 => 0.024349298664162
324 => 0.024956970767508
325 => 0.025115838757355
326 => 0.025378441503364
327 => 0.025648745989516
328 => 0.025735560505558
329 => 0.025901316353644
330 => 0.025900442738505
331 => 0.026399959143368
401 => 0.026950941206667
402 => 0.027158924180298
403 => 0.027637169559915
404 => 0.026818191107038
405 => 0.027439395671292
406 => 0.027999737738007
407 => 0.027331674825877
408 => 0.028252443911554
409 => 0.028288195288643
410 => 0.0288279986367
411 => 0.028280804529636
412 => 0.027955882415567
413 => 0.028893920384212
414 => 0.02934780740932
415 => 0.029211092943503
416 => 0.028170689108204
417 => 0.02756512945104
418 => 0.025980263024508
419 => 0.02785760576787
420 => 0.028772004655322
421 => 0.028168321035988
422 => 0.028472783939401
423 => 0.030133834817996
424 => 0.030766255447485
425 => 0.030634716377506
426 => 0.030656944315015
427 => 0.030998187007441
428 => 0.032511445031441
429 => 0.031604665746414
430 => 0.032297864533445
501 => 0.032665534670573
502 => 0.033007047184416
503 => 0.032168400386555
504 => 0.031077333224707
505 => 0.030731746454666
506 => 0.028108296597349
507 => 0.02797173463921
508 => 0.027895078273856
509 => 0.027411770733557
510 => 0.027032023395959
511 => 0.026730034213986
512 => 0.025937524418886
513 => 0.026204973210363
514 => 0.024941878006623
515 => 0.02574996155663
516 => 0.023734031112961
517 => 0.025412957890146
518 => 0.024499194376757
519 => 0.025112762000407
520 => 0.025110621320769
521 => 0.023980848793839
522 => 0.023329219578056
523 => 0.023744463076141
524 => 0.024189637068158
525 => 0.024261865050618
526 => 0.024839044751498
527 => 0.025000123199578
528 => 0.024512047981863
529 => 0.023692255435349
530 => 0.023882674546427
531 => 0.023325360740848
601 => 0.022348689733336
602 => 0.023050151901971
603 => 0.023289661927457
604 => 0.023395443199297
605 => 0.022434999434832
606 => 0.022133207151789
607 => 0.021972535472579
608 => 0.023568274206093
609 => 0.023655692376092
610 => 0.023208448658696
611 => 0.025230032670714
612 => 0.024772485947494
613 => 0.025283677738999
614 => 0.023865396007976
615 => 0.02391957628007
616 => 0.023248138979631
617 => 0.02362409900242
618 => 0.02335838257607
619 => 0.023593725147888
620 => 0.023734788515083
621 => 0.024406115639268
622 => 0.025420623367536
623 => 0.024305841753701
624 => 0.023820115440587
625 => 0.024121457313415
626 => 0.024923970431123
627 => 0.026139818884341
628 => 0.025420012128805
629 => 0.025739450143801
630 => 0.025809233139269
701 => 0.025278474286431
702 => 0.026159388720312
703 => 0.026631477921964
704 => 0.027115743757764
705 => 0.027536218214168
706 => 0.026922317333712
707 => 0.027579279275035
708 => 0.027049883919722
709 => 0.026574961558121
710 => 0.026575681819304
711 => 0.026277756084363
712 => 0.025700487431856
713 => 0.025594030235444
714 => 0.026147834015243
715 => 0.026591932201228
716 => 0.026628510254913
717 => 0.026874385829263
718 => 0.027019892461444
719 => 0.028446055263488
720 => 0.029019669740308
721 => 0.029721074664597
722 => 0.029994311411623
723 => 0.030816656059376
724 => 0.030152545968749
725 => 0.030008861573193
726 => 0.028014122444629
727 => 0.028340760865184
728 => 0.028863740492412
729 => 0.028022746186056
730 => 0.028556163503233
731 => 0.028661471380968
801 => 0.027994169521337
802 => 0.028350604276977
803 => 0.027404019241536
804 => 0.02544125633459
805 => 0.026161573836513
806 => 0.026691969974177
807 => 0.025935029288358
808 => 0.027291816170039
809 => 0.026499209283527
810 => 0.026247990952343
811 => 0.025267898676593
812 => 0.025730464503536
813 => 0.02635609140778
814 => 0.025969526717891
815 => 0.026771706492391
816 => 0.027907806986615
817 => 0.028717459854753
818 => 0.028779614948469
819 => 0.028259062396786
820 => 0.02909325118298
821 => 0.029099327337583
822 => 0.028158358978994
823 => 0.027582021098692
824 => 0.027451075919663
825 => 0.027778202650194
826 => 0.028175394891984
827 => 0.028801656353571
828 => 0.029180093038675
829 => 0.030166855206117
830 => 0.030433844755938
831 => 0.030727185325018
901 => 0.03111917878819
902 => 0.031589867445789
903 => 0.030560027459282
904 => 0.030600944921808
905 => 0.029641972185479
906 => 0.028617172286109
907 => 0.02939486766662
908 => 0.030411600924157
909 => 0.030178361191487
910 => 0.030152116956906
911 => 0.030196252479928
912 => 0.030020397338392
913 => 0.029225011050724
914 => 0.028825573036439
915 => 0.029340949982373
916 => 0.029614849892347
917 => 0.030039644766136
918 => 0.02998727983161
919 => 0.03108150580685
920 => 0.031506688933152
921 => 0.031397908894832
922 => 0.031417927039821
923 => 0.032187700780599
924 => 0.033043847496387
925 => 0.033845741874233
926 => 0.034661463277542
927 => 0.033678079287705
928 => 0.033178777544358
929 => 0.033693929492839
930 => 0.033420582617686
1001 => 0.034991314842264
1002 => 0.035100068933525
1003 => 0.036670687576285
1004 => 0.038161391694054
1005 => 0.037225107146422
1006 => 0.038107981303656
1007 => 0.039062881686492
1008 => 0.040905039451986
1009 => 0.040284665524459
1010 => 0.039809468818472
1011 => 0.039360410227449
1012 => 0.040294829869325
1013 => 0.04149694581088
1014 => 0.041755870070968
1015 => 0.04217542628899
1016 => 0.041734314226633
1017 => 0.042265585118842
1018 => 0.044141204820599
1019 => 0.043634395820631
1020 => 0.042914645567065
1021 => 0.044395267185171
1022 => 0.044931098392992
1023 => 0.048691842426467
1024 => 0.053439937117316
1025 => 0.051474194737634
1026 => 0.050253995008455
1027 => 0.050540770888337
1028 => 0.052274614336286
1029 => 0.052831469822327
1030 => 0.051317744651671
1031 => 0.051852417972431
1101 => 0.054798520537745
1102 => 0.056379010041749
1103 => 0.054232493007252
1104 => 0.048310337641174
1105 => 0.042849839931689
1106 => 0.044298209813661
1107 => 0.044134009617196
1108 => 0.047299229289845
1109 => 0.043622308593595
1110 => 0.043684218508131
1111 => 0.046914891571585
1112 => 0.046053003386014
1113 => 0.044656854907686
1114 => 0.042860033360651
1115 => 0.039538442545081
1116 => 0.036596416930318
1117 => 0.042366406668903
1118 => 0.04211759421933
1119 => 0.041757276920408
1120 => 0.042559124078754
1121 => 0.046452666271392
1122 => 0.046362907521686
1123 => 0.045791908151369
1124 => 0.046225006141197
1125 => 0.044580930736071
1126 => 0.045004646402873
1127 => 0.042848974960953
1128 => 0.043823428481493
1129 => 0.044653859400094
1130 => 0.044820580701743
1201 => 0.045196212307359
1202 => 0.04198648136453
1203 => 0.04342755632511
1204 => 0.044274052853988
1205 => 0.040449550740712
1206 => 0.04419845474392
1207 => 0.041930607089822
1208 => 0.041160865534092
1209 => 0.042197221133144
1210 => 0.041793352348304
1211 => 0.04144612968307
1212 => 0.041252373469827
1213 => 0.042013358643377
1214 => 0.041977857775457
1215 => 0.040732738330672
1216 => 0.039108530772511
1217 => 0.039653668141826
1218 => 0.039455614624864
1219 => 0.038737843129981
1220 => 0.039221534453471
1221 => 0.037091602655398
1222 => 0.033427165701035
1223 => 0.035848004997827
1224 => 0.035754805318267
1225 => 0.035707809813564
1226 => 0.037527003638019
1227 => 0.03735213012774
1228 => 0.037034732994218
1229 => 0.038732013882718
1230 => 0.038112483526766
1231 => 0.040021730104101
]
'min_raw' => 0.017138837367748
'max_raw' => 0.056379010041749
'avg_raw' => 0.036758923704749
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.017138'
'max' => '$0.056379'
'avg' => '$0.036758'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.0093367967224772
'max_diff' => 0.037269375076803
'year' => 2029
]
4 => [
'items' => [
101 => 0.04127928338226
102 => 0.040960327193332
103 => 0.042143062129724
104 => 0.039666227005792
105 => 0.040488932280585
106 => 0.040658490697499
107 => 0.038711069700016
108 => 0.037380741596719
109 => 0.03729202387908
110 => 0.034985418278467
111 => 0.036217588372045
112 => 0.03730184706373
113 => 0.036782571292286
114 => 0.036618184095969
115 => 0.037458002630718
116 => 0.037523263723428
117 => 0.036035303893594
118 => 0.036344697859776
119 => 0.037634922131222
120 => 0.03631218751851
121 => 0.033742330233483
122 => 0.03310497009574
123 => 0.033019934504487
124 => 0.031291363261257
125 => 0.0331475615478
126 => 0.032337281252703
127 => 0.034896946996267
128 => 0.033434879651306
129 => 0.033371852850261
130 => 0.033276578596461
131 => 0.031788725921034
201 => 0.032114471098983
202 => 0.033197297682874
203 => 0.033583662406921
204 => 0.03354336140081
205 => 0.033191991241879
206 => 0.033352846701331
207 => 0.032834675220678
208 => 0.032651698086053
209 => 0.032074171917349
210 => 0.031225367995031
211 => 0.031343399386446
212 => 0.029661696714707
213 => 0.028745415844427
214 => 0.028491801375921
215 => 0.028152657509357
216 => 0.028530108578077
217 => 0.029656932662333
218 => 0.028297743747655
219 => 0.025967509689457
220 => 0.026107560726881
221 => 0.026422213826445
222 => 0.025835859857046
223 => 0.025280925033968
224 => 0.025763395839349
225 => 0.024776044949957
226 => 0.026541530464303
227 => 0.026493779028856
228 => 0.027151842851712
301 => 0.027563343664973
302 => 0.026614967515377
303 => 0.026376453478435
304 => 0.026512321913736
305 => 0.024266719328897
306 => 0.026968329212041
307 => 0.026991692846497
308 => 0.026791639223809
309 => 0.028230163083736
310 => 0.031265897115026
311 => 0.030123731860336
312 => 0.029681450951593
313 => 0.028840674620766
314 => 0.029960959161234
315 => 0.029874938787687
316 => 0.029485922036251
317 => 0.029250643491177
318 => 0.029684151424511
319 => 0.029196927060817
320 => 0.029109408177067
321 => 0.02857913896303
322 => 0.02838985697933
323 => 0.028249720134132
324 => 0.028095443237131
325 => 0.028435739628508
326 => 0.027664583235929
327 => 0.026734644223871
328 => 0.026657329857098
329 => 0.026870801621307
330 => 0.026776356256748
331 => 0.026656877689028
401 => 0.026428760565199
402 => 0.02636108308751
403 => 0.026581002057555
404 => 0.026332726362447
405 => 0.026699070674856
406 => 0.026599445292636
407 => 0.026042946006065
408 => 0.025349341852573
409 => 0.025343167320723
410 => 0.025193731443592
411 => 0.025003402386231
412 => 0.024950457196612
413 => 0.02572276349384
414 => 0.027321414415919
415 => 0.027007560987441
416 => 0.02723435225451
417 => 0.028349940824921
418 => 0.028704552884536
419 => 0.028452857644069
420 => 0.02810832167503
421 => 0.028123479509118
422 => 0.029300863213454
423 => 0.029374295190885
424 => 0.0295598341078
425 => 0.029798304049327
426 => 0.028493470106284
427 => 0.028062021947742
428 => 0.027857577874393
429 => 0.02722796925829
430 => 0.027906948172194
501 => 0.027511336235838
502 => 0.027564717802081
503 => 0.027529952987036
504 => 0.027548936926837
505 => 0.026541036975121
506 => 0.026908262743864
507 => 0.026297678678719
508 => 0.025480175156768
509 => 0.025477434598309
510 => 0.02567751742715
511 => 0.025558500331313
512 => 0.025238228386626
513 => 0.025283721504728
514 => 0.024885153920048
515 => 0.025332114825807
516 => 0.025344932065282
517 => 0.025172827770439
518 => 0.025861432714481
519 => 0.026143554721903
520 => 0.026030271988207
521 => 0.026135606503319
522 => 0.027020603014357
523 => 0.027164896060762
524 => 0.027228981500511
525 => 0.027143115500941
526 => 0.026151782614929
527 => 0.026195752443897
528 => 0.025873131013373
529 => 0.025600549901589
530 => 0.025611451716561
531 => 0.025751593841082
601 => 0.026363602718092
602 => 0.027651539319867
603 => 0.027700415572435
604 => 0.027759655016368
605 => 0.027518698426533
606 => 0.027446023613394
607 => 0.027541900450885
608 => 0.028025581722022
609 => 0.02926974126957
610 => 0.028829972190845
611 => 0.028472433084427
612 => 0.028786091272606
613 => 0.02873780605307
614 => 0.028330230207658
615 => 0.028318790911151
616 => 0.027536522553926
617 => 0.027247335753648
618 => 0.027005669618079
619 => 0.026741776506893
620 => 0.026585331824804
621 => 0.026825701959329
622 => 0.02688067745307
623 => 0.026355103952981
624 => 0.02628347022698
625 => 0.026712664892444
626 => 0.026523792322163
627 => 0.026718052444512
628 => 0.026763122459229
629 => 0.026755865148809
630 => 0.026558660493559
701 => 0.026684352860088
702 => 0.026387052942549
703 => 0.02606378393523
704 => 0.02585755844893
705 => 0.025677599360293
706 => 0.025777451121953
707 => 0.025421497823848
708 => 0.025307621199859
709 => 0.026641771114476
710 => 0.027627322000932
711 => 0.027612991700722
712 => 0.027525759683647
713 => 0.027396150600642
714 => 0.028016100010315
715 => 0.027800122032265
716 => 0.02795726405686
717 => 0.02799726329735
718 => 0.028118328951311
719 => 0.028161599516658
720 => 0.02803080581484
721 => 0.027591846176436
722 => 0.026498000492562
723 => 0.025988812373939
724 => 0.025820771813594
725 => 0.025826879768808
726 => 0.025658395096891
727 => 0.025708021383724
728 => 0.025641137099566
729 => 0.025514474446416
730 => 0.025769630060047
731 => 0.025799034367579
801 => 0.025739477998475
802 => 0.025753505679371
803 => 0.025260404380049
804 => 0.025297893800877
805 => 0.025089147941783
806 => 0.025050010609672
807 => 0.024522319255463
808 => 0.023587437531399
809 => 0.024105452757695
810 => 0.023479763208292
811 => 0.02324280509519
812 => 0.02436452794807
813 => 0.02425193808539
814 => 0.024059233182118
815 => 0.023774182466958
816 => 0.02366845438391
817 => 0.023026084020755
818 => 0.022988129352787
819 => 0.023306505450226
820 => 0.02315958583591
821 => 0.022953255054603
822 => 0.022205945880122
823 => 0.02136572294244
824 => 0.021391083991476
825 => 0.021658343275049
826 => 0.022435435686862
827 => 0.022131812237731
828 => 0.021911529941709
829 => 0.021870277689326
830 => 0.022386635995344
831 => 0.02311739117877
901 => 0.023460245161107
902 => 0.023120487277241
903 => 0.022730191714119
904 => 0.022753947196591
905 => 0.022911981778832
906 => 0.022928588978936
907 => 0.022674546690376
908 => 0.022746058106545
909 => 0.022637425726244
910 => 0.021970749008857
911 => 0.021958690941094
912 => 0.021795077723033
913 => 0.021790123579814
914 => 0.021511776680663
915 => 0.02147283402535
916 => 0.020920159362635
917 => 0.021283931499287
918 => 0.021039932248915
919 => 0.020672167825
920 => 0.020608765099699
921 => 0.020606859137215
922 => 0.020984470969955
923 => 0.021279518885165
924 => 0.021044176720341
925 => 0.020990593871326
926 => 0.021562718514635
927 => 0.021489910438742
928 => 0.021426859114581
929 => 0.023051960067087
930 => 0.021765565854969
1001 => 0.021204624553672
1002 => 0.020510353173451
1003 => 0.020736411435671
1004 => 0.020784045233008
1005 => 0.019114447715401
1006 => 0.018437092210443
1007 => 0.018204649326745
1008 => 0.018070875160917
1009 => 0.018131837728115
1010 => 0.017522138327776
1011 => 0.017931866408301
1012 => 0.017403918264215
1013 => 0.017315406039768
1014 => 0.018259442721618
1015 => 0.018390799910915
1016 => 0.017830389331894
1017 => 0.018190263645857
1018 => 0.018059768216987
1019 => 0.017412968419843
1020 => 0.017388265425129
1021 => 0.017063724023034
1022 => 0.016555879572355
1023 => 0.016323781031109
1024 => 0.016202902095656
1025 => 0.016252779100307
1026 => 0.016227559760494
1027 => 0.016062986509193
1028 => 0.016236992906616
1029 => 0.015792478465609
1030 => 0.015615469233504
1031 => 0.015535518269945
1101 => 0.015140986118255
1102 => 0.015768862220838
1103 => 0.015892561722822
1104 => 0.016016504951037
1105 => 0.017095346133014
1106 => 0.017041450276336
1107 => 0.017528642572359
1108 => 0.017509711175625
1109 => 0.017370756040807
1110 => 0.016784527184022
1111 => 0.017018187557812
1112 => 0.01629901724617
1113 => 0.01683786854248
1114 => 0.016591959313812
1115 => 0.016754726384905
1116 => 0.016462056514965
1117 => 0.016624032105032
1118 => 0.015921895463691
1119 => 0.015266250147335
1120 => 0.015530100962117
1121 => 0.015816936972785
1122 => 0.01643887052837
1123 => 0.016068452033504
1124 => 0.016201668531332
1125 => 0.015755415563781
1126 => 0.014834668225866
1127 => 0.014839879555805
1128 => 0.014698242637438
1129 => 0.01457584766064
1130 => 0.016110999053553
1201 => 0.015920078710692
1202 => 0.01561587213138
1203 => 0.016023064726478
1204 => 0.016130732911638
1205 => 0.016133798073506
1206 => 0.016430875279727
1207 => 0.016589425437942
1208 => 0.016617370590523
1209 => 0.01708482799329
1210 => 0.017241513548786
1211 => 0.017886879176902
1212 => 0.016575973564746
1213 => 0.016548976326329
1214 => 0.016028794761339
1215 => 0.015698887389078
1216 => 0.016051383801366
1217 => 0.016363647502095
1218 => 0.016038497664953
1219 => 0.016080955369396
1220 => 0.01564446827875
1221 => 0.015800491875029
1222 => 0.015934880414793
1223 => 0.015860678962129
1224 => 0.015749595796099
1225 => 0.016338045439643
1226 => 0.016304842804602
1227 => 0.016852820641069
1228 => 0.017280008550866
1229 => 0.018045605654195
1230 => 0.017246665165391
1231 => 0.017217548598478
]
'min_raw' => 0.01457584766064
'max_raw' => 0.042143062129724
'avg_raw' => 0.028359454895182
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.014575'
'max' => '$0.042143'
'avg' => '$0.028359'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0025629897071075
'max_diff' => -0.014235947912026
'year' => 2030
]
5 => [
'items' => [
101 => 0.017502167710496
102 => 0.017241469975083
103 => 0.017406221944884
104 => 0.018019061564805
105 => 0.018032009900273
106 => 0.017815108598181
107 => 0.017801910134237
108 => 0.017843568401944
109 => 0.018087562177076
110 => 0.018002303254874
111 => 0.018100967038139
112 => 0.018224347609905
113 => 0.018734701967007
114 => 0.018857746674708
115 => 0.018558811826361
116 => 0.018585802296135
117 => 0.018473992456909
118 => 0.018365985553189
119 => 0.018608769299609
120 => 0.01905246136812
121 => 0.019049701182789
122 => 0.019152629118542
123 => 0.019216752369815
124 => 0.018941488434262
125 => 0.018762301733953
126 => 0.018831013316798
127 => 0.01894088463411
128 => 0.018795383529402
129 => 0.017897283308477
130 => 0.018169709544641
131 => 0.018124364497981
201 => 0.018059787637391
202 => 0.018333714324464
203 => 0.018307293427248
204 => 0.017515884979181
205 => 0.017566548380308
206 => 0.017518965988406
207 => 0.017672714431082
208 => 0.017233167054619
209 => 0.017368368867222
210 => 0.017453166176649
211 => 0.017503112443345
212 => 0.017683552607126
213 => 0.017662380036539
214 => 0.01768223649041
215 => 0.017949781618861
216 => 0.019302933068161
217 => 0.019376582115986
218 => 0.019013907268622
219 => 0.019158788716699
220 => 0.018880648018481
221 => 0.019067365732576
222 => 0.019195113250443
223 => 0.018617846781634
224 => 0.018583664807779
225 => 0.01830437612396
226 => 0.018454450042925
227 => 0.018215671647155
228 => 0.018274259513363
301 => 0.018110442731846
302 => 0.018405280322981
303 => 0.018734954562998
304 => 0.018818243295257
305 => 0.018599146498738
306 => 0.018440505978876
307 => 0.018161985485434
308 => 0.018625171273262
309 => 0.018760620912954
310 => 0.018624459813967
311 => 0.018592908312153
312 => 0.018533118273228
313 => 0.018605593051557
314 => 0.018759883225127
315 => 0.018687122828564
316 => 0.018735182352367
317 => 0.018552029006394
318 => 0.018941579558079
319 => 0.019560279584599
320 => 0.019562268806352
321 => 0.019489508017583
322 => 0.019459735870472
323 => 0.019534392855243
324 => 0.019574891206891
325 => 0.019816318205891
326 => 0.020075378994694
327 => 0.021284302658959
328 => 0.020944841731619
329 => 0.022017470725746
330 => 0.022865780996657
331 => 0.02312015215479
401 => 0.022886142658395
402 => 0.022085608812171
403 => 0.022046330802527
404 => 0.023242666345457
405 => 0.022904646758941
406 => 0.022864440404694
407 => 0.022436712725216
408 => 0.022689552758891
409 => 0.022634252934587
410 => 0.022546959456562
411 => 0.023029360627825
412 => 0.02393237255618
413 => 0.023791629678754
414 => 0.023686571649629
415 => 0.023226237947938
416 => 0.023503461655611
417 => 0.023404747603179
418 => 0.023828885817912
419 => 0.023577635735316
420 => 0.022902085928121
421 => 0.023009669461558
422 => 0.022993408426907
423 => 0.023328059367755
424 => 0.02322760546186
425 => 0.022973793189554
426 => 0.023929286159579
427 => 0.023867241760837
428 => 0.023955206532929
429 => 0.023993931346005
430 => 0.024575523079185
501 => 0.024813782603409
502 => 0.024867871686728
503 => 0.025094199807088
504 => 0.024862240436913
505 => 0.02579024330184
506 => 0.026407311056547
507 => 0.027124067007657
508 => 0.028171440098065
509 => 0.028565262068802
510 => 0.028494121654752
511 => 0.029288227978396
512 => 0.030715219389992
513 => 0.028782557418281
514 => 0.030817655167362
515 => 0.030173366716337
516 => 0.028645770389209
517 => 0.02854741119492
518 => 0.029581917163409
519 => 0.031876351834007
520 => 0.031301621972285
521 => 0.03187729188617
522 => 0.031205742353115
523 => 0.031172394258535
524 => 0.031844676224276
525 => 0.033415499681411
526 => 0.032669260338363
527 => 0.03159934325471
528 => 0.032389353379526
529 => 0.031704973497425
530 => 0.030162874077183
531 => 0.031301182487191
601 => 0.030540028070576
602 => 0.030762173394538
603 => 0.03236200676509
604 => 0.032169510581311
605 => 0.032418618467787
606 => 0.031978949568445
607 => 0.031568229487037
608 => 0.030801589954617
609 => 0.030574625783939
610 => 0.030637350515399
611 => 0.030574594700677
612 => 0.030145666928069
613 => 0.030053040016412
614 => 0.029898657772241
615 => 0.029946507285153
616 => 0.029656223499991
617 => 0.030204048978281
618 => 0.030305730214474
619 => 0.03070439191272
620 => 0.030745782292741
621 => 0.031856049447762
622 => 0.031244532956058
623 => 0.031654791014487
624 => 0.031618093672243
625 => 0.028678878033695
626 => 0.029083876015768
627 => 0.029713925780505
628 => 0.029430089215503
629 => 0.029028810720118
630 => 0.028704756819903
701 => 0.028213782024865
702 => 0.028904819620545
703 => 0.02981346057521
704 => 0.030768826926837
705 => 0.031916637000234
706 => 0.031660459153834
707 => 0.030747369415915
708 => 0.030788329954546
709 => 0.031041531886982
710 => 0.030713612378656
711 => 0.030616902513901
712 => 0.031028245436646
713 => 0.031031078129285
714 => 0.030653767104559
715 => 0.030234454947764
716 => 0.030232698014517
717 => 0.03015808546629
718 => 0.031219015759692
719 => 0.031802420148912
720 => 0.031869306521933
721 => 0.031797918163085
722 => 0.031825392709103
723 => 0.031485922549454
724 => 0.032261850667662
725 => 0.032973919040267
726 => 0.032783069505287
727 => 0.032496958921492
728 => 0.032269058060546
729 => 0.032729383305242
730 => 0.032708885746715
731 => 0.032967699744227
801 => 0.032955958446318
802 => 0.032868929033441
803 => 0.032783072613381
804 => 0.033123483614149
805 => 0.033025450712761
806 => 0.0329272655392
807 => 0.032730340142226
808 => 0.032757105574259
809 => 0.03247104439149
810 => 0.032338699399072
811 => 0.030348548253143
812 => 0.029816714836886
813 => 0.029984040456108
814 => 0.030039128394563
815 => 0.029807673810245
816 => 0.030139520228353
817 => 0.030087802315603
818 => 0.030289006460146
819 => 0.030163302845904
820 => 0.03016846176608
821 => 0.030538129292728
822 => 0.030645445348392
823 => 0.030590863536334
824 => 0.030629090766544
825 => 0.03151002115203
826 => 0.031384781021782
827 => 0.031318249698716
828 => 0.031336679329888
829 => 0.031561775930741
830 => 0.03162479068916
831 => 0.031357792729767
901 => 0.031483710510914
902 => 0.032019852441691
903 => 0.032207471774457
904 => 0.03280626262226
905 => 0.032551885627455
906 => 0.033018805610598
907 => 0.034453958454028
908 => 0.035600457850382
909 => 0.034546089624403
910 => 0.036651489759991
911 => 0.038290845767258
912 => 0.038227924553209
913 => 0.037942064914354
914 => 0.036075701684615
915 => 0.034358246414701
916 => 0.035794970674987
917 => 0.035798633180591
918 => 0.035675217292465
919 => 0.034908691810792
920 => 0.035648543867243
921 => 0.035707270636736
922 => 0.035674399262529
923 => 0.035086705972944
924 => 0.034189406943623
925 => 0.034364737026122
926 => 0.034651931277892
927 => 0.034108212644294
928 => 0.033934461595786
929 => 0.034257497852452
930 => 0.035298387978708
1001 => 0.035101613729805
1002 => 0.035096475158939
1003 => 0.035938358841013
1004 => 0.035335751814518
1005 => 0.034366948499947
1006 => 0.034122312886072
1007 => 0.033254021263111
1008 => 0.033853753379839
1009 => 0.033875336671037
1010 => 0.033546869519819
1011 => 0.034393601798983
1012 => 0.034385799011966
1013 => 0.035189645291563
1014 => 0.036726297467278
1015 => 0.036271833804858
1016 => 0.035743342010969
1017 => 0.035800803722453
1018 => 0.03643101686984
1019 => 0.036049975614563
1020 => 0.036187000706675
1021 => 0.036430809465952
1022 => 0.036577905343855
1023 => 0.0357796388893
1024 => 0.035593524793245
1025 => 0.035212800669887
1026 => 0.035113476852656
1027 => 0.035423568707061
1028 => 0.035341870459132
1029 => 0.033873522678987
1030 => 0.033720072166152
1031 => 0.033724778274303
1101 => 0.033338919663605
1102 => 0.032750392665613
1103 => 0.034297006477215
1104 => 0.034172791743297
1105 => 0.034035668290509
1106 => 0.03405246513106
1107 => 0.03472379776707
1108 => 0.034334390935073
1109 => 0.035369692820462
1110 => 0.03515686587685
1111 => 0.034938580725203
1112 => 0.034908407068117
1113 => 0.034824385907947
1114 => 0.034536246086828
1115 => 0.034188299938307
1116 => 0.033958555752474
1117 => 0.031324972639192
1118 => 0.031813750346169
1119 => 0.032376044544556
1120 => 0.032570146248587
1121 => 0.032238121852413
1122 => 0.034549356433701
1123 => 0.034971641263313
1124 => 0.033692512969461
1125 => 0.033453240292145
1126 => 0.034565043110591
1127 => 0.033894490098701
1128 => 0.034196440078897
1129 => 0.033543789379523
1130 => 0.034869925213803
1201 => 0.034859822280631
1202 => 0.03434392548896
1203 => 0.034779957924571
1204 => 0.034704186558652
1205 => 0.034121740351453
1206 => 0.034888389797461
1207 => 0.034888770046022
1208 => 0.034392230600602
1209 => 0.033812381234813
1210 => 0.033708717863641
1211 => 0.033630621438677
1212 => 0.034177233145754
1213 => 0.034667323493109
1214 => 0.035579260125835
1215 => 0.035808542662383
1216 => 0.03670344766673
1217 => 0.036170575308775
1218 => 0.036406790723204
1219 => 0.036663235970277
1220 => 0.036786185252186
1221 => 0.036585845995138
1222 => 0.037976001824485
1223 => 0.038093373569756
1224 => 0.038132727300684
1225 => 0.037663974576651
1226 => 0.038080336708533
1227 => 0.03788553465549
1228 => 0.038392355479939
1229 => 0.038471831456626
1230 => 0.038404518131812
1231 => 0.038429745061255
]
'min_raw' => 0.017233167054619
'max_raw' => 0.038471831456626
'avg_raw' => 0.027852499255622
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.017233'
'max' => '$0.038471'
'avg' => '$0.027852'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0026573193939786
'max_diff' => -0.0036712306730981
'year' => 2031
]
6 => [
'items' => [
101 => 0.037243492301201
102 => 0.03718197883761
103 => 0.036343238396755
104 => 0.03668503132606
105 => 0.036046065827287
106 => 0.036248688369022
107 => 0.03633800245476
108 => 0.0362913498449
109 => 0.036704355785461
110 => 0.036353216364445
111 => 0.035426501699717
112 => 0.034499534552199
113 => 0.034487897234753
114 => 0.034243843147141
115 => 0.034067436742533
116 => 0.034101418874414
117 => 0.034221176339521
118 => 0.034060476220954
119 => 0.034094769738953
120 => 0.034664270634255
121 => 0.034778479977313
122 => 0.034390352005131
123 => 0.032831962190217
124 => 0.032449529420712
125 => 0.032724414511461
126 => 0.03259303714295
127 => 0.026305124756612
128 => 0.02778237650186
129 => 0.026904643677563
130 => 0.027309143345544
131 => 0.02641320541975
201 => 0.026840793958069
202 => 0.026761833968075
203 => 0.029137211059375
204 => 0.029100122813319
205 => 0.02911787499404
206 => 0.028270517155173
207 => 0.02962038120076
208 => 0.030285372769158
209 => 0.030162300528025
210 => 0.030193275159631
211 => 0.029661028364779
212 => 0.029123028306448
213 => 0.028526303444144
214 => 0.029634944480883
215 => 0.029511682522731
216 => 0.029794401106479
217 => 0.030513434066103
218 => 0.030619314400748
219 => 0.030761618644243
220 => 0.030710612702856
221 => 0.031925781159261
222 => 0.03177861624125
223 => 0.032133241351419
224 => 0.031403750594331
225 => 0.030578262558788
226 => 0.030735160847107
227 => 0.030720050280246
228 => 0.030527675420997
229 => 0.030354007999729
301 => 0.030064900673809
302 => 0.030979679032852
303 => 0.030942540702056
304 => 0.031543767109052
305 => 0.031437494501614
306 => 0.030727780019823
307 => 0.030753127611384
308 => 0.030923602346266
309 => 0.031513617350139
310 => 0.031688773974573
311 => 0.03160763444735
312 => 0.031799685689839
313 => 0.031951475161342
314 => 0.031818748110468
315 => 0.033697883254264
316 => 0.032917535329715
317 => 0.033297871478514
318 => 0.033388579408932
319 => 0.033156232952549
320 => 0.033206620579236
321 => 0.03328294410386
322 => 0.033746365599698
323 => 0.034962517696868
324 => 0.035501143182078
325 => 0.037121624529643
326 => 0.03545641783356
327 => 0.035357611359524
328 => 0.03564950898407
329 => 0.036600903080462
330 => 0.037371918635684
331 => 0.037627708976306
401 => 0.037661515892458
402 => 0.038141395576084
403 => 0.038416453661513
404 => 0.038083125560403
405 => 0.03780066489562
406 => 0.036788925854674
407 => 0.036906037403537
408 => 0.037712819841271
409 => 0.038852447553819
410 => 0.03983036668924
411 => 0.039487933491938
412 => 0.042100457067186
413 => 0.04235947810847
414 => 0.042323689775717
415 => 0.042913778255261
416 => 0.041742572792795
417 => 0.041241859766554
418 => 0.037861736097411
419 => 0.038811412974987
420 => 0.040191824089112
421 => 0.040009121501882
422 => 0.039006630052309
423 => 0.03982960620958
424 => 0.039557504555142
425 => 0.039342886690779
426 => 0.040326092733145
427 => 0.039245017301686
428 => 0.040181039534704
429 => 0.038980581338948
430 => 0.039489497697939
501 => 0.039200612159061
502 => 0.039387556507195
503 => 0.038294683667905
504 => 0.038884371323997
505 => 0.038270150722698
506 => 0.038269859502159
507 => 0.038256300548342
508 => 0.0389789283619
509 => 0.039002493228957
510 => 0.038468470182908
511 => 0.038391509118964
512 => 0.03867607450929
513 => 0.038342922965012
514 => 0.038498802475749
515 => 0.038347644396596
516 => 0.038313615529102
517 => 0.038042467723378
518 => 0.037925649793308
519 => 0.037971457113715
520 => 0.037815093113872
521 => 0.037720878148033
522 => 0.038237558820281
523 => 0.037961517179937
524 => 0.038195251479904
525 => 0.037928881745472
526 => 0.037005528194162
527 => 0.036474497802517
528 => 0.034730368539012
529 => 0.035225001434557
530 => 0.035552943556037
531 => 0.035444558686844
601 => 0.035677411325247
602 => 0.035691706586095
603 => 0.035616003819698
604 => 0.035528349714336
605 => 0.035485684543422
606 => 0.035803675772498
607 => 0.035988280384069
608 => 0.035585856935228
609 => 0.035491574751666
610 => 0.035898447076853
611 => 0.036146638960174
612 => 0.037979148379644
613 => 0.037843390162922
614 => 0.038184116645689
615 => 0.038145756072604
616 => 0.038502891708529
617 => 0.039086657536486
618 => 0.037899698384757
619 => 0.038105713451538
620 => 0.038055203314746
621 => 0.038606659743771
622 => 0.038608381330549
623 => 0.038277755654057
624 => 0.038456993197072
625 => 0.038356947717686
626 => 0.038537743420895
627 => 0.03784157702917
628 => 0.038689432547773
629 => 0.039170111992218
630 => 0.03917678622677
701 => 0.039404624468529
702 => 0.039636121317658
703 => 0.040080459360433
704 => 0.03962372897081
705 => 0.038802115461684
706 => 0.038861433303248
707 => 0.038379721603464
708 => 0.038387819264166
709 => 0.038344593316715
710 => 0.038474317638912
711 => 0.03787004422286
712 => 0.038011865985803
713 => 0.037813314687176
714 => 0.038105281839791
715 => 0.037791173447477
716 => 0.038055178957228
717 => 0.038169114983316
718 => 0.038589541372446
719 => 0.037729076127964
720 => 0.035974529246091
721 => 0.036343356272485
722 => 0.03579783212971
723 => 0.035848322466081
724 => 0.035950320981027
725 => 0.035619710422248
726 => 0.035682780498127
727 => 0.0356805271912
728 => 0.035661109409432
729 => 0.035575104834308
730 => 0.035450381184892
731 => 0.035947241816251
801 => 0.036031668119484
802 => 0.036219337333364
803 => 0.036777713616628
804 => 0.03672191865851
805 => 0.036812922550111
806 => 0.036614261565712
807 => 0.035857537779373
808 => 0.03589863152168
809 => 0.035386191896639
810 => 0.03620623310003
811 => 0.036012036519052
812 => 0.035886836719972
813 => 0.035852674794825
814 => 0.036412435184893
815 => 0.036579924266771
816 => 0.036475556310719
817 => 0.036261494587957
818 => 0.036672556377327
819 => 0.036782539170858
820 => 0.03680716026232
821 => 0.037535482939804
822 => 0.036847865409336
823 => 0.03701338178325
824 => 0.038304693283796
825 => 0.037133651941607
826 => 0.037753978657903
827 => 0.037723616893165
828 => 0.03804095505051
829 => 0.037697585901856
830 => 0.037701842373977
831 => 0.037983617159351
901 => 0.037587915291644
902 => 0.037489933944432
903 => 0.037354573415014
904 => 0.037650128178932
905 => 0.037827299893109
906 => 0.039255173791088
907 => 0.040177645448143
908 => 0.040137598520664
909 => 0.040503552473113
910 => 0.040338686865781
911 => 0.039806292330356
912 => 0.040715024883729
913 => 0.040427463880857
914 => 0.040451170060547
915 => 0.040450287715355
916 => 0.040641490643246
917 => 0.040506005845344
918 => 0.040238951401451
919 => 0.040416234604216
920 => 0.040942702336525
921 => 0.042576874331613
922 => 0.043491378629964
923 => 0.042521820024567
924 => 0.043190608567663
925 => 0.042789573755529
926 => 0.042716693800412
927 => 0.043136742428561
928 => 0.043557526296229
929 => 0.043530724182957
930 => 0.043225256702521
1001 => 0.043052705873773
1002 => 0.04435931855782
1003 => 0.04532200852586
1004 => 0.045256359523995
1005 => 0.045546112868028
1006 => 0.046396837647841
1007 => 0.046474617260077
1008 => 0.046464818816679
1009 => 0.046272033932289
1010 => 0.047109682958587
1011 => 0.047808464513357
1012 => 0.046227409801643
1013 => 0.046829454738338
1014 => 0.047099732107097
1015 => 0.047496579472116
1016 => 0.048166127496245
1017 => 0.048893434239292
1018 => 0.048996283387271
1019 => 0.048923306994995
1020 => 0.048443628646901
1021 => 0.049239456363717
1022 => 0.049705633575771
1023 => 0.049983231437273
1024 => 0.050687173426164
1025 => 0.047101401248113
1026 => 0.044563213476047
1027 => 0.044166838803564
1028 => 0.044972882286723
1029 => 0.045185429525156
1030 => 0.045099751999856
1031 => 0.04224279090046
1101 => 0.044151797494637
1102 => 0.046205728076138
1103 => 0.046284627914669
1104 => 0.047312868509432
1105 => 0.047647705796093
1106 => 0.048475574249452
1107 => 0.04842379085229
1108 => 0.048625363646419
1109 => 0.048579025551803
1110 => 0.050112477533382
1111 => 0.051804102788886
1112 => 0.051745527185326
1113 => 0.051502336040446
1114 => 0.051863516360845
1115 => 0.053609454910105
1116 => 0.053448716866584
1117 => 0.053604860184231
1118 => 0.055663420130593
1119 => 0.058339840887601
1120 => 0.05709637473772
1121 => 0.059794338485215
1122 => 0.061492563651351
1123 => 0.064429468476423
1124 => 0.064061753527762
1125 => 0.06520506902416
1126 => 0.063403467025235
1127 => 0.059266624671867
1128 => 0.05861195353425
1129 => 0.059922621730673
1130 => 0.063144771598445
1201 => 0.059821144764679
1202 => 0.060493510144449
1203 => 0.060299868869843
1204 => 0.060289550549241
1205 => 0.060683358878951
1206 => 0.060112119357046
1207 => 0.057784786780774
1208 => 0.058851389585423
1209 => 0.058439523020074
1210 => 0.058896519681015
1211 => 0.06136274218035
1212 => 0.060272366425993
1213 => 0.05912374414371
1214 => 0.060564371385382
1215 => 0.062398784917258
1216 => 0.062283990615192
1217 => 0.062061241688886
1218 => 0.063316865723716
1219 => 0.06539078876593
1220 => 0.065951361830543
1221 => 0.066365165406429
1222 => 0.066422221928275
1223 => 0.067009939563718
1224 => 0.063849633714024
1225 => 0.068865120259899
1226 => 0.069731156236352
1227 => 0.069568377366292
1228 => 0.070530939905755
1229 => 0.07024772958879
1230 => 0.069837402273846
1231 => 0.071363268641818
]
'min_raw' => 0.026305124756612
'max_raw' => 0.071363268641818
'avg_raw' => 0.048834196699215
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.0263051'
'max' => '$0.071363'
'avg' => '$0.048834'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0090719577019933
'max_diff' => 0.032891437185192
'year' => 2032
]
7 => [
'items' => [
101 => 0.069613985982005
102 => 0.067131099474963
103 => 0.065768938831273
104 => 0.067562741849249
105 => 0.068658154757228
106 => 0.069382153008057
107 => 0.069601234441306
108 => 0.064094959260899
109 => 0.061127382330681
110 => 0.063029565119612
111 => 0.065350359403751
112 => 0.063836741584596
113 => 0.063896072537449
114 => 0.061738051299099
115 => 0.065541296398566
116 => 0.0649871955779
117 => 0.067861871615703
118 => 0.067175807108565
119 => 0.069519993823113
120 => 0.068902690898921
121 => 0.071465080824301
122 => 0.072487287539473
123 => 0.074203731708019
124 => 0.075466355025585
125 => 0.076207791587796
126 => 0.076163278517659
127 => 0.079101219559366
128 => 0.077368818370913
129 => 0.075192514182606
130 => 0.075153151705992
131 => 0.076280290483585
201 => 0.078642464145997
202 => 0.079254941408432
203 => 0.079597232642448
204 => 0.079073001702309
205 => 0.077192604374555
206 => 0.076380658342262
207 => 0.077072459886117
208 => 0.076226446045167
209 => 0.077686903284205
210 => 0.079692423010239
211 => 0.079278291117498
212 => 0.080662671944809
213 => 0.082095360459966
214 => 0.084144169382708
215 => 0.084679803902287
216 => 0.085565187394796
217 => 0.086476537841913
218 => 0.086769239043944
219 => 0.08732809645847
220 => 0.087325151004035
221 => 0.089009305438152
222 => 0.090866979932904
223 => 0.091568209049409
224 => 0.093180646736814
225 => 0.090419403703689
226 => 0.092513838263188
227 => 0.094403070662954
228 => 0.092150649912044
301 => 0.095255087170447
302 => 0.095375625434385
303 => 0.097195610110226
304 => 0.095350706974386
305 => 0.094255209381463
306 => 0.097417869884471
307 => 0.098948181679004
308 => 0.098487239312401
309 => 0.094979445143014
310 => 0.092937758480061
311 => 0.087594270671169
312 => 0.093923862802297
313 => 0.097006822492635
314 => 0.094971461022204
315 => 0.095997978957983
316 => 0.10159832796604
317 => 0.10373057827256
318 => 0.10328708511436
319 => 0.10336202815757
320 => 0.10451255171989
321 => 0.10961460680011
322 => 0.10655733713133
323 => 0.1088945052394
324 => 0.11013413077664
325 => 0.1112855640607
326 => 0.10845800782926
327 => 0.10477939871722
328 => 0.10361422879392
329 => 0.09476908443656
330 => 0.094308656260244
331 => 0.094050203972477
401 => 0.092420698856903
402 => 0.091140354195079
403 => 0.090122176583846
404 => 0.0874501744784
405 => 0.088351896751544
406 => 0.084093283085643
407 => 0.086817793193085
408 => 0.080020942954484
409 => 0.085681561802686
410 => 0.082600744320366
411 => 0.084669430401423
412 => 0.084662212950569
413 => 0.080853105997823
414 => 0.078656092601514
415 => 0.080056115046683
416 => 0.081557050241824
417 => 0.081800571927483
418 => 0.083746573586401
419 => 0.084289660820239
420 => 0.082644081147391
421 => 0.079880093340732
422 => 0.080522104668369
423 => 0.078643082262451
424 => 0.075350167771632
425 => 0.077715196447709
426 => 0.078522721220693
427 => 0.078879370164113
428 => 0.075641166956178
429 => 0.074623653203433
430 => 0.074081937419238
501 => 0.079462081970202
502 => 0.079756818433693
503 => 0.078248905014935
504 => 0.08506481665394
505 => 0.083522165931714
506 => 0.085245684747044
507 => 0.08046384886963
508 => 0.080646521439743
509 => 0.078382723703056
510 => 0.079650299168582
511 => 0.078754417685413
512 => 0.079547891597392
513 => 0.080023496588617
514 => 0.082286922858371
515 => 0.085707406494895
516 => 0.081948842452284
517 => 0.08031118227529
518 => 0.081327177438547
519 => 0.084032906444576
520 => 0.08813222439243
521 => 0.085705345660838
522 => 0.086782353230845
523 => 0.08701763147216
524 => 0.085228140943419
525 => 0.088198205460727
526 => 0.089789887164314
527 => 0.091422623240074
528 => 0.09284028222643
529 => 0.09077047254678
530 => 0.092985465599569
531 => 0.091200572197929
601 => 0.089599338297771
602 => 0.089601766708637
603 => 0.088597289292772
604 => 0.086650987727236
605 => 0.086292059856928
606 => 0.088159247965864
607 => 0.089656556005859
608 => 0.089779881467655
609 => 0.090608868133061
610 => 0.091099453902407
611 => 0.095907861361007
612 => 0.097841842618089
613 => 0.10020667829086
614 => 0.10112791506024
615 => 0.10390050745441
616 => 0.10166141391717
617 => 0.10117697194583
618 => 0.094451569705635
619 => 0.095552853945703
620 => 0.097316116272175
621 => 0.094480645251949
622 => 0.09627909897882
623 => 0.096634151840963
624 => 0.094384297031688
625 => 0.095586041695809
626 => 0.092394564160364
627 => 0.085776971983866
628 => 0.088205572732559
629 => 0.08999384034177
630 => 0.08744176197162
701 => 0.092016263671041
702 => 0.089343934215122
703 => 0.088496934072031
704 => 0.085192484536482
705 => 0.086752057517334
706 => 0.088861402304871
707 => 0.087558072463825
708 => 0.090262677579956
709 => 0.094093119716235
710 => 0.09682292088932
711 => 0.097032481127314
712 => 0.095277401855494
713 => 0.098089927589351
714 => 0.098110413768818
715 => 0.094937873251523
716 => 0.092994709849459
717 => 0.092553219036059
718 => 0.093656149647304
719 => 0.094995311021578
720 => 0.097106795263497
721 => 0.098382720968929
722 => 0.10170965850999
723 => 0.10260983241783
724 => 0.10359885062687
725 => 0.10492048395606
726 => 0.10650744362759
727 => 0.10303526621195
728 => 0.10317322229362
729 => 0.099939978759751
730 => 0.096484794349781
731 => 0.099106848622131
801 => 0.10253483578597
802 => 0.10174845174299
803 => 0.10165996747379
804 => 0.1018087734711
805 => 0.1012158655836
806 => 0.09853416518263
807 => 0.097187432029596
808 => 0.09892506138528
809 => 0.099848534054841
810 => 0.10128075963005
811 => 0.10110420759729
812 => 0.10479346686923
813 => 0.1062270014649
814 => 0.10586024197092
815 => 0.10592773454438
816 => 0.10852308045529
817 => 0.11140963888183
818 => 0.11411328176321
819 => 0.11686354342632
820 => 0.1135479956469
821 => 0.11186456495908
822 => 0.11360143572014
823 => 0.11267982764609
824 => 0.11797566100628
825 => 0.11834233301793
826 => 0.12363778342909
827 => 0.12866379643979
828 => 0.12550704771815
829 => 0.12848371957957
830 => 0.13170323288931
831 => 0.13791419641102
901 => 0.13582256240124
902 => 0.13422040352984
903 => 0.13270637113793
904 => 0.13585683219961
905 => 0.13990985002562
906 => 0.14078283124602
907 => 0.14219739432756
908 => 0.14071015421187
909 => 0.1425013711171
910 => 0.14882515389315
911 => 0.14711641196549
912 => 0.14468972373423
913 => 0.14968174289338
914 => 0.15148833522109
915 => 0.16416794629671
916 => 0.18017647904829
917 => 0.17354884137144
918 => 0.16943485279289
919 => 0.17040173769397
920 => 0.17624751193181
921 => 0.17812498908141
922 => 0.17302135898362
923 => 0.17482404741427
924 => 0.18475703790354
925 => 0.19008576861254
926 => 0.1828486365657
927 => 0.16288167627728
928 => 0.14447122700998
929 => 0.149354507189
930 => 0.14880089476253
1001 => 0.15947265387745
1002 => 0.14707565903563
1003 => 0.1472843926349
1004 => 0.15817683242673
1005 => 0.15527091623396
1006 => 0.15056370416331
1007 => 0.14450559486741
1008 => 0.13330661952665
1009 => 0.1233873747608
1010 => 0.14284129801226
1011 => 0.14200240946699
1012 => 0.14078757453713
1013 => 0.14349105821467
1014 => 0.15661840755559
1015 => 0.1563157796642
1016 => 0.15439061542127
1017 => 0.15585083553191
1018 => 0.15030772051785
1019 => 0.15173630747136
1020 => 0.14446831070075
1021 => 0.14775374877942
1022 => 0.15055360460032
1023 => 0.15111571710894
1024 => 0.15238218529304
1025 => 0.14156035332303
1026 => 0.14641903816527
1027 => 0.14927306031288
1028 => 0.13637848441976
1029 => 0.14901817600669
1030 => 0.14137196930483
1031 => 0.13877673190805
1101 => 0.14227087716629
1102 => 0.14090920536099
1103 => 0.13973851990284
1104 => 0.13908525730226
1105 => 0.14165097194517
1106 => 0.14153127829039
1107 => 0.13733327115083
1108 => 0.13185714196995
1109 => 0.13369511067087
1110 => 0.13302735941077
1111 => 0.13060734270257
1112 => 0.13223814176997
1113 => 0.12505692800568
1114 => 0.11270202297122
1115 => 0.12086405167796
1116 => 0.12054982245133
1117 => 0.1203913738261
1118 => 0.12652491281731
1119 => 0.12593531456812
1120 => 0.12486518797249
1121 => 0.13058768898844
1122 => 0.12849889913912
1123 => 0.13493605727394
1124 => 0.13917598595082
1125 => 0.13810060289104
1126 => 0.142088276305
1127 => 0.13373745375756
1128 => 0.13651126203097
1129 => 0.13708294007179
1130 => 0.13051707421418
1201 => 0.12603178013337
1202 => 0.12573266215428
1203 => 0.11795578032975
1204 => 0.12211012782762
1205 => 0.12576578170716
1206 => 0.12401500718906
1207 => 0.12346076427953
1208 => 0.1262922711037
1209 => 0.12651230343415
1210 => 0.12149554298183
1211 => 0.12253868634001
1212 => 0.12688876755177
1213 => 0.12242907545463
1214 => 0.11376462219646
1215 => 0.11161571799299
1216 => 0.11132901456009
1217 => 0.10550101592854
1218 => 0.11175931804725
1219 => 0.10902740146037
1220 => 0.11765749322495
1221 => 0.11272803109313
1222 => 0.11251553183302
1223 => 0.1121943080345
1224 => 0.10717790886074
1225 => 0.10827618147099
1226 => 0.11192700689912
1227 => 0.11322966254137
1228 => 0.11309378488554
1229 => 0.11190911586282
1230 => 0.11245145127493
1231 => 0.11070439995033
]
'min_raw' => 0.061127382330681
'max_raw' => 0.19008576861254
'avg_raw' => 0.12560657547161
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.061127'
'max' => '$0.190085'
'avg' => '$0.1256065'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.034822257574069
'max_diff' => 0.11872249997072
'year' => 2033
]
8 => [
'items' => [
101 => 0.11008747976589
102 => 0.10814030996651
103 => 0.10527850828082
104 => 0.10567645935767
105 => 0.10000648138717
106 => 0.09691717646033
107 => 0.096062097572966
108 => 0.094918650348577
109 => 0.096191252979558
110 => 0.099990419051971
111 => 0.095407818730596
112 => 0.087551271911636
113 => 0.08802346376236
114 => 0.089084338655917
115 => 0.087107405310162
116 => 0.085236403809844
117 => 0.086863087815221
118 => 0.083534165357001
119 => 0.089486623030878
120 => 0.08932562573237
121 => 0.091544333855678
122 => 0.092931737577657
123 => 0.089734221175785
124 => 0.088930054447718
125 => 0.089388144363365
126 => 0.081816938465616
127 => 0.090925604807015
128 => 0.091004376931781
129 => 0.090329882175591
130 => 0.095179965803863
131 => 0.10541515503854
201 => 0.10156426513892
202 => 0.10007308417602
203 => 0.097238348075514
204 => 0.10101546561947
205 => 0.10072544192431
206 => 0.099413844786558
207 => 0.098620586745215
208 => 0.10008218900901
209 => 0.098439478049895
210 => 0.09814440202296
211 => 0.096356562345618
212 => 0.095718384922329
213 => 0.095245903764701
214 => 0.094725748435193
215 => 0.095873081477456
216 => 0.093273073859455
217 => 0.090137719554035
218 => 0.089877048768543
219 => 0.090596783725696
220 => 0.090278354585122
221 => 0.089875524252326
222 => 0.089106411442707
223 => 0.088878232101588
224 => 0.089619704263346
225 => 0.088782625423234
226 => 0.090017780849863
227 => 0.089681886918087
228 => 0.087805610719874
301 => 0.08546707589048
302 => 0.085446258025256
303 => 0.084942424532229
304 => 0.084300716826986
305 => 0.084122208423671
306 => 0.086726093025479
307 => 0.092116056223512
308 => 0.09105787747685
309 => 0.091822520067833
310 => 0.095583804820883
311 => 0.096779404138099
312 => 0.095930796062061
313 => 0.094769168987713
314 => 0.094820274683628
315 => 0.098789906045101
316 => 0.099037487083867
317 => 0.099663044496159
318 => 0.10046706255346
319 => 0.096067723813891
320 => 0.09461306622462
321 => 0.093923768757493
322 => 0.091800999350432
323 => 0.094090224163452
324 => 0.092756390899286
325 => 0.092936370576854
326 => 0.092819158575728
327 => 0.092883164254184
328 => 0.089484959197647
329 => 0.090723086515849
330 => 0.088664459710595
331 => 0.085908189510063
401 => 0.085898949525878
402 => 0.086573542752653
403 => 0.086172268304532
404 => 0.085092449082347
405 => 0.085245832306255
406 => 0.083902033867405
407 => 0.085408993766988
408 => 0.085452207984746
409 => 0.084871946338746
410 => 0.087193625984446
411 => 0.0881448200296
412 => 0.087762879383793
413 => 0.088118022055714
414 => 0.091101849581164
415 => 0.091588343661335
416 => 0.091804412195752
417 => 0.091514908983229
418 => 0.08817256094539
419 => 0.088320808293629
420 => 0.087233067615909
421 => 0.086314041366525
422 => 0.086350797596842
423 => 0.086823296554076
424 => 0.088886727212011
425 => 0.093229095385756
426 => 0.09339388508372
427 => 0.093593615004907
428 => 0.092781213039225
429 => 0.092536184832735
430 => 0.092859440284241
501 => 0.094490205459428
502 => 0.098684976238434
503 => 0.097202264085813
504 => 0.095996796025942
505 => 0.097054316506304
506 => 0.096891519517472
507 => 0.095517349098629
508 => 0.095478780711789
509 => 0.092841308329171
510 => 0.091866294841658
511 => 0.091051500592997
512 => 0.090161766544202
513 => 0.089634302375921
514 => 0.090444727066578
515 => 0.090630080781994
516 => 0.088858073032073
517 => 0.088616554923553
518 => 0.090063614703582
519 => 0.089426817646217
520 => 0.090081779211524
521 => 0.090233735912832
522 => 0.090209267384061
523 => 0.089544378120496
524 => 0.08996815870981
525 => 0.08896579128101
526 => 0.08787586725291
527 => 0.087180563627649
528 => 0.086573818995966
529 => 0.086910476181829
530 => 0.085710354785402
531 => 0.085326411797013
601 => 0.089824591381515
602 => 0.093147445004167
603 => 0.093099129396499
604 => 0.092805020560587
605 => 0.09236803448822
606 => 0.094458237206416
607 => 0.093730052374319
608 => 0.094259867681548
609 => 0.094394727913516
610 => 0.094802909218381
611 => 0.094948798950502
612 => 0.0945078188531
613 => 0.093027835785036
614 => 0.089339858691988
615 => 0.08762309539967
616 => 0.087056534918251
617 => 0.087077128315699
618 => 0.086509070481108
619 => 0.086676388971961
620 => 0.08645088393821
621 => 0.086023831959813
622 => 0.086884106925564
623 => 0.08698324560135
624 => 0.086782447144824
625 => 0.086829742450346
626 => 0.08516721699245
627 => 0.085293615192198
628 => 0.084589813954092
629 => 0.084457859706398
630 => 0.082678711463451
701 => 0.07952669245941
702 => 0.081273216961537
703 => 0.079163660961476
704 => 0.078364740139263
705 => 0.082146707053939
706 => 0.081767102471139
707 => 0.081117384435531
708 => 0.080156316047764
709 => 0.079799846434069
710 => 0.077634049905823
711 => 0.07750608309286
712 => 0.078579510333683
713 => 0.078084160596419
714 => 0.077388501961685
715 => 0.074868896904462
716 => 0.072036026607578
717 => 0.072121533155053
718 => 0.073022616489066
719 => 0.075642637810353
720 => 0.074618950153297
721 => 0.073876253012641
722 => 0.07373716816359
723 => 0.075478106243316
724 => 0.077941898363933
725 => 0.079097854502684
726 => 0.077952337076091
727 => 0.07663642833546
728 => 0.076716521603168
729 => 0.077249346230815
730 => 0.077305338565446
731 => 0.076448817252899
801 => 0.076689922985279
802 => 0.076323661330624
803 => 0.074075914232072
804 => 0.074035259614742
805 => 0.07348362622694
806 => 0.07346692298719
807 => 0.07252845698314
808 => 0.072397159101864
809 => 0.070533777890008
810 => 0.07176026104649
811 => 0.070937600538378
812 => 0.069697657106657
813 => 0.069483890391665
814 => 0.069477464306082
815 => 0.070750608964181
816 => 0.071745383609899
817 => 0.070951911070128
818 => 0.070771252753641
819 => 0.072700210933024
820 => 0.072454733421853
821 => 0.072242151480339
822 => 0.07772129280264
823 => 0.07338412490331
824 => 0.071492872142313
825 => 0.069152087711421
826 => 0.069914258925379
827 => 0.070074859598785
828 => 0.064445695000597
829 => 0.06216194362418
830 => 0.061378246213149
831 => 0.060927217273245
901 => 0.061132756824824
902 => 0.05907711272873
903 => 0.06045853955852
904 => 0.058678525530572
905 => 0.05838010038612
906 => 0.061562985969516
907 => 0.062005865904298
908 => 0.060116402510508
909 => 0.061329743885659
910 => 0.060889769436322
911 => 0.058709038762132
912 => 0.058625750890746
913 => 0.057531536894827
914 => 0.055819303872794
915 => 0.055036767436379
916 => 0.054629215666002
917 => 0.054797379469485
918 => 0.054712350704547
919 => 0.05415748049765
920 => 0.054744155215298
921 => 0.053245443742437
922 => 0.052648644758005
923 => 0.052379084502368
924 => 0.051048891807591
925 => 0.053165819924358
926 => 0.053582881431719
927 => 0.054000764679087
928 => 0.05763815304641
929 => 0.057456439402731
930 => 0.059099042243452
1001 => 0.059035213717614
1002 => 0.058566716779039
1003 => 0.056590205259195
1004 => 0.057378007523074
1005 => 0.054953274606507
1006 => 0.056770049373411
1007 => 0.055940949240124
1008 => 0.056489729784347
1009 => 0.055502972884288
1010 => 0.056049084894974
1011 => 0.053681782187077
1012 => 0.05147122822729
1013 => 0.052360819670801
1014 => 0.053327907307019
1015 => 0.055424799711687
1016 => 0.054175907894454
1017 => 0.054625056617759
1018 => 0.053120483581274
1019 => 0.050016119646967
1020 => 0.050033690009702
1021 => 0.049556151250653
1022 => 0.049143488041035
1023 => 0.054319358143089
1024 => 0.0536756568775
1025 => 0.052650003156324
1026 => 0.054022881419977
1027 => 0.054385892223395
1028 => 0.054396226630635
1029 => 0.055397843172679
1030 => 0.055932406100718
1031 => 0.056026625133713
1101 => 0.057602690403978
1102 => 0.058130966693767
1103 => 0.060306861966949
1104 => 0.055887052171057
1105 => 0.055796029096847
1106 => 0.054042200632569
1107 => 0.052929894893592
1108 => 0.054118361158135
1109 => 0.055171180026698
1110 => 0.054074914649536
1111 => 0.054218063764368
1112 => 0.052746417063701
1113 => 0.053272461511776
1114 => 0.053725561856298
1115 => 0.05347538647806
1116 => 0.053100861828213
1117 => 0.055084860885664
1118 => 0.054972915883487
1119 => 0.056820461417726
1120 => 0.058260755280914
1121 => 0.060842019367072
1122 => 0.058148335728826
1123 => 0.058050167190626
1124 => 0.059009780398264
1125 => 0.058130819781984
1126 => 0.058686292550784
1127 => 0.060752524116442
1128 => 0.0607961803335
1129 => 0.060064882449931
1130 => 0.060020382907256
1201 => 0.060160836665317
1202 => 0.060983478713277
1203 => 0.060696022304483
1204 => 0.061028674138246
1205 => 0.061444660350111
1206 => 0.063165355696886
1207 => 0.063580209519606
1208 => 0.062572329807441
1209 => 0.062663330060699
1210 => 0.062286355381432
1211 => 0.06192220256474
1212 => 0.062740764916417
1213 => 0.06423670370299
1214 => 0.064227397545438
1215 => 0.064574426267028
1216 => 0.064790622285637
1217 => 0.063862550708607
1218 => 0.063258410238098
1219 => 0.063490076136948
1220 => 0.063860514954236
1221 => 0.063369947821151
1222 => 0.060341940222948
1223 => 0.061260444298369
1224 => 0.061107560307664
1225 => 0.060889834913572
1226 => 0.061813397863989
1227 => 0.061724317964375
1228 => 0.059056029127345
1229 => 0.059226844321449
1230 => 0.059066416965056
1231 => 0.059584790573913
]
'min_raw' => 0.049143488041035
'max_raw' => 0.11008747976589
'avg_raw' => 0.079615483903461
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.049143'
'max' => '$0.110087'
'avg' => '$0.079615'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.011983894289646
'max_diff' => -0.07999828884665
'year' => 2034
]
9 => [
'items' => [
101 => 0.058102825905949
102 => 0.05855866825663
103 => 0.058844568305721
104 => 0.059012965631023
105 => 0.059621332241141
106 => 0.059549947441185
107 => 0.059616894861747
108 => 0.060518941941722
109 => 0.065081186527056
110 => 0.065329499433811
111 => 0.064106715864773
112 => 0.064595193782264
113 => 0.063657422999058
114 => 0.064286954808342
115 => 0.06471766448388
116 => 0.062771370280832
117 => 0.062656123369472
118 => 0.061714482072661
119 => 0.062220466768278
120 => 0.061415408735964
121 => 0.061612941817359
122 => 0.061060622101153
123 => 0.062054687624565
124 => 0.063166207341906
125 => 0.06344702111775
126 => 0.062708320971436
127 => 0.062173453382793
128 => 0.061234402093473
129 => 0.062796065315735
130 => 0.063252743232749
131 => 0.062793666581051
201 => 0.06268728848983
202 => 0.062485702199186
203 => 0.062730055974349
204 => 0.063250256066737
205 => 0.063004939309754
206 => 0.063166975349666
207 => 0.062549461056361
208 => 0.063862857938916
209 => 0.065948848274587
210 => 0.06595555507461
211 => 0.065710236995279
212 => 0.065609858122668
213 => 0.065861569359208
214 => 0.065998112379295
215 => 0.066812100362317
216 => 0.067685541898812
217 => 0.071761512437236
218 => 0.070616996220306
219 => 0.074233439762568
220 => 0.077093577068076
221 => 0.077951207187352
222 => 0.077162227832234
223 => 0.074463172078202
224 => 0.074330743526384
225 => 0.078364272334853
226 => 0.077224615699138
227 => 0.077089057168677
228 => 0.075646943434323
301 => 0.076499411260587
302 => 0.076312964042034
303 => 0.076018647986239
304 => 0.077645097215327
305 => 0.080689664978054
306 => 0.080215140540458
307 => 0.079860930060347
308 => 0.078308882845622
309 => 0.079243561931182
310 => 0.078910740611413
311 => 0.08034075221477
312 => 0.079493645019577
313 => 0.077215981679239
314 => 0.077578707073464
315 => 0.077523881859829
316 => 0.07865218087148
317 => 0.078313493514286
318 => 0.077457747717599
319 => 0.080679258976428
320 => 0.080470071954267
321 => 0.080766651324881
322 => 0.080897214735847
323 => 0.0828580918697
324 => 0.08366140049037
325 => 0.083843765611159
326 => 0.084606846670677
327 => 0.083824779459248
328 => 0.086953605909439
329 => 0.089034092926731
330 => 0.091450685658199
331 => 0.094981977157765
401 => 0.096309775427875
402 => 0.096069920555041
403 => 0.098747305467939
404 => 0.10355850664149
405 => 0.097042401869723
406 => 0.10390387601674
407 => 0.10173161252132
408 => 0.09658121485104
409 => 0.096249589960274
410 => 0.099737499059934
411 => 0.10747334574417
412 => 0.10553560388902
413 => 0.10747651519567
414 => 0.10521233905888
415 => 0.10509990362972
416 => 0.10736654921444
417 => 0.11266269017156
418 => 0.11014669212571
419 => 0.10653939197895
420 => 0.10920296627151
421 => 0.10689553171713
422 => 0.10169623585584
423 => 0.10553412213434
424 => 0.10296783687661
425 => 0.10371681534605
426 => 0.10911076525166
427 => 0.10846175092839
428 => 0.10930163555981
429 => 0.10781926116897
430 => 0.10643448973895
501 => 0.10384971103033
502 => 0.10308448548275
503 => 0.10329596629417
504 => 0.10308438068337
505 => 0.10163822075124
506 => 0.10132592265158
507 => 0.10080541213673
508 => 0.10096674011026
509 => 0.099988028061625
510 => 0.10183505990963
511 => 0.10217788529661
512 => 0.10352200104592
513 => 0.10366155160195
514 => 0.10740489483148
515 => 0.10534312428498
516 => 0.10672633797228
517 => 0.10660261032077
518 => 0.096692839585927
519 => 0.098058318558541
520 => 0.10018257532902
521 => 0.099225600533282
522 => 0.097872662069722
523 => 0.096780091720426
524 => 0.095124735920188
525 => 0.09745461742073
526 => 0.10051816383867
527 => 0.10373924819473
528 => 0.10760916999473
529 => 0.10674544849982
530 => 0.10366690269854
531 => 0.1038050040143
601 => 0.10465869200751
602 => 0.10355308849058
603 => 0.10322702442949
604 => 0.10461389581257
605 => 0.10462344643357
606 => 0.10335131597069
607 => 0.10193757575862
608 => 0.10193165213551
609 => 0.10168009071989
610 => 0.10525709127588
611 => 0.10722407990613
612 => 0.10744959198262
613 => 0.10720890114659
614 => 0.1073015334967
615 => 0.1061569861524
616 => 0.10877308197651
617 => 0.11117387020977
618 => 0.1105304076779
619 => 0.10956576586903
620 => 0.10879738220482
621 => 0.11034940090619
622 => 0.11028029195652
623 => 0.11115290141895
624 => 0.1111133148133
625 => 0.11081988907159
626 => 0.11053041815705
627 => 0.11167813761288
628 => 0.11134761284141
629 => 0.11101657467368
630 => 0.11035262694889
701 => 0.11044286847169
702 => 0.10947839322183
703 => 0.10903218283986
704 => 0.10232224930345
705 => 0.10052913580911
706 => 0.10109328581662
707 => 0.10127901864724
708 => 0.10049865335657
709 => 0.101617496724
710 => 0.10144312617033
711 => 0.10212149999128
712 => 0.10169768147952
713 => 0.10171507513908
714 => 0.10296143501453
715 => 0.10332325858877
716 => 0.10313923219864
717 => 0.10326811797423
718 => 0.10623823627349
719 => 0.10581598043037
720 => 0.10559166542959
721 => 0.1056538022178
722 => 0.10641273112332
723 => 0.10662518978088
724 => 0.10572498751958
725 => 0.10614952811002
726 => 0.10795716806187
727 => 0.10858973974145
728 => 0.11060860489106
729 => 0.10975095509304
730 => 0.11132520841552
731 => 0.11616392642632
801 => 0.12002942918716
802 => 0.11647455309963
803 => 0.12357305665111
804 => 0.12910025988579
805 => 0.1288881166196
806 => 0.12792432088912
807 => 0.12163174695474
808 => 0.11584122660333
809 => 0.12068524275576
810 => 0.12069759114912
811 => 0.12028148586568
812 => 0.11769709168712
813 => 0.12019155455026
814 => 0.12038955595378
815 => 0.12027872782063
816 => 0.11829727886336
817 => 0.11527197253859
818 => 0.11586311015289
819 => 0.116831405624
820 => 0.1149982202896
821 => 0.11441240649864
822 => 0.11550154579166
823 => 0.11901097952496
824 => 0.11834754140645
825 => 0.11833021635601
826 => 0.12116868596856
827 => 0.11913695430606
828 => 0.11587056629129
829 => 0.1150457602392
830 => 0.1121182544102
831 => 0.11414029311371
901 => 0.11421306268688
902 => 0.11310561275371
903 => 0.11596042974986
904 => 0.11593412210866
905 => 0.11864434596308
906 => 0.12382527605914
907 => 0.12229302009165
908 => 0.12051117311043
909 => 0.12070490928255
910 => 0.12282971690904
911 => 0.12154500971342
912 => 0.12200699937826
913 => 0.12282901763235
914 => 0.1233249616546
915 => 0.12063355056989
916 => 0.12000605390097
917 => 0.11872241593776
918 => 0.1183875387534
919 => 0.11943303509044
920 => 0.11915758374356
921 => 0.11420694668603
922 => 0.11368957756844
923 => 0.11370544454064
924 => 0.11240449529489
925 => 0.11042023543151
926 => 0.11563475187846
927 => 0.11521595323066
928 => 0.11475363193593
929 => 0.11481026365656
930 => 0.11707370850982
1001 => 0.11576079618822
1002 => 0.11925138877728
1003 => 0.11853382787779
1004 => 0.11779786424883
1005 => 0.11769613165731
1006 => 0.11741284844963
1007 => 0.11644136492544
1008 => 0.11526824019288
1009 => 0.11449364163012
1010 => 0.10561433229279
1011 => 0.10726228045723
1012 => 0.10915809460522
1013 => 0.10981252205211
1014 => 0.1086930786192
1015 => 0.11648556737526
1016 => 0.11790933016128
1017 => 0.11359665981267
1018 => 0.11278993527562
1019 => 0.1165384561016
1020 => 0.1142776398055
1021 => 0.1152956852452
1022 => 0.11309522784565
1023 => 0.11756638739877
1024 => 0.11753232465422
1025 => 0.11579294260233
1026 => 0.11726305640181
1027 => 0.11700758795143
1028 => 0.11504382989876
1029 => 0.11762864203173
1030 => 0.1176299240663
1031 => 0.11595580665879
1101 => 0.11400080403824
1102 => 0.11365129574479
1103 => 0.11338798819551
1104 => 0.11523092772913
1105 => 0.11688330155225
1106 => 0.11995795957887
1107 => 0.12073100165883
1108 => 0.12374823636126
1109 => 0.12195162000246
1110 => 0.12274803676424
1111 => 0.12361265981918
1112 => 0.12402719190718
1113 => 0.12335173411481
1114 => 0.12803874155103
1115 => 0.12843446858484
1116 => 0.12856715243626
1117 => 0.12698671989991
1118 => 0.12839051389703
1119 => 0.12773372517455
1120 => 0.12944250696928
1121 => 0.12971046577351
1122 => 0.12948351419923
1123 => 0.12956856855314
1124 => 0.12556903455109
1125 => 0.12536163761387
1126 => 0.12253376565854
1127 => 0.12368614438291
1128 => 0.12153182759265
1129 => 0.12221498363876
1130 => 0.12251611231454
1201 => 0.12235881978321
1202 => 0.12375129814697
1203 => 0.12256740707324
1204 => 0.11944292387996
1205 => 0.11631758942332
1206 => 0.11627835339506
1207 => 0.11545550799937
1208 => 0.11486074148993
1209 => 0.11497531462012
1210 => 0.11537908527493
1211 => 0.11483727360546
1212 => 0.11495289659569
1213 => 0.11687300862548
1214 => 0.11725807339944
1215 => 0.115949472843
1216 => 0.11069525277872
1217 => 0.10940585399573
1218 => 0.11033264827105
1219 => 0.10988970030064
1220 => 0.08868956468208
1221 => 0.093670222079605
1222 => 0.090710884581139
1223 => 0.092074683453003
1224 => 0.0890539661838
1225 => 0.090495610794021
1226 => 0.090229391674945
1227 => 0.098238141381798
1228 => 0.0981130957708
1229 => 0.098172948487518
1230 => 0.095316022373144
1231 => 0.099867183247339
]
'min_raw' => 0.058102825905949
'max_raw' => 0.12971046577351
'avg_raw' => 0.09390664583973
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.0581028'
'max' => '$0.12971'
'avg' => '$0.0939066'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0089593378649143
'max_diff' => 0.019622986007622
'year' => 2035
]
10 => [
'items' => [
101 => 0.10210924874842
102 => 0.10169430209481
103 => 0.10179873522785
104 => 0.10000422799872
105 => 0.098190323240095
106 => 0.096178423704836
107 => 0.099916284363049
108 => 0.099500698065265
109 => 0.10045390350915
110 => 0.1028781733338
111 => 0.10323515627439
112 => 0.1037149449667
113 => 0.10354297487419
114 => 0.10764000016531
115 => 0.10714382336951
116 => 0.10833946668758
117 => 0.10587993766864
118 => 0.10309674712307
119 => 0.10362574065643
120 => 0.10357479432527
121 => 0.10292618905613
122 => 0.10234065722025
123 => 0.10136591168608
124 => 0.10445015079138
125 => 0.10432493631619
126 => 0.10635201312366
127 => 0.10599370760797
128 => 0.10360085568193
129 => 0.10368631685658
130 => 0.10426108432741
131 => 0.1062503611065
201 => 0.10684091389482
202 => 0.10656734631381
203 => 0.10721486048645
204 => 0.10772662928722
205 => 0.10727913076849
206 => 0.11361476610283
207 => 0.11098376859306
208 => 0.11226609847296
209 => 0.11257192659339
210 => 0.11178855429378
211 => 0.11195843969511
212 => 0.11221576978711
213 => 0.11377822771539
214 => 0.11787856942003
215 => 0.11969458284904
216 => 0.12515814885075
217 => 0.11954378821389
218 => 0.11921065528823
219 => 0.12019480850903
220 => 0.12340250012923
221 => 0.12600203290425
222 => 0.12686444789636
223 => 0.12697843027449
224 => 0.12859637813197
225 => 0.12952375567093
226 => 0.12839991670582
227 => 0.12744758085373
228 => 0.12403643203981
229 => 0.12443128180327
301 => 0.12715140511985
302 => 0.13099373951897
303 => 0.13429086216017
304 => 0.13313632472755
305 => 0.14194463036206
306 => 0.14281793788702
307 => 0.14269727502449
308 => 0.14468679953193
309 => 0.14073799854427
310 => 0.13904980961763
311 => 0.12765348667442
312 => 0.13085538857149
313 => 0.13550954101999
314 => 0.13489354649126
315 => 0.1315135765773
316 => 0.1342882981499
317 => 0.13337088842443
318 => 0.13264728931059
319 => 0.13596223712769
320 => 0.13231731583224
321 => 0.13547318014185
322 => 0.13142575152154
323 => 0.13314159855729
324 => 0.13216760079362
325 => 0.13279789671539
326 => 0.12911319963577
327 => 0.13110137273897
328 => 0.12903048509818
329 => 0.1290295032278
330 => 0.12898378826835
331 => 0.13142017839402
401 => 0.13149962898855
402 => 0.12969913300449
403 => 0.12943965340416
404 => 0.13039908548536
405 => 0.12927584179393
406 => 0.12980140044754
407 => 0.12929176043016
408 => 0.12917702972758
409 => 0.12826283596965
410 => 0.12786897616245
411 => 0.12802341874137
412 => 0.12749622659891
413 => 0.1271785742637
414 => 0.12892059922368
415 => 0.12798990556065
416 => 0.1287779570718
417 => 0.12787987291482
418 => 0.12476672195009
419 => 0.1229763159093
420 => 0.11709586232618
421 => 0.11876355166767
422 => 0.11986923142643
423 => 0.11950380427276
424 => 0.12028888320039
425 => 0.1203370806704
426 => 0.12008184350809
427 => 0.11978631157205
428 => 0.11964246296952
429 => 0.12071459259979
430 => 0.12133699993639
501 => 0.11998020118231
502 => 0.11966232221786
503 => 0.12103412066915
504 => 0.12187091693197
505 => 0.12804935038143
506 => 0.12759163207542
507 => 0.12874041520083
508 => 0.12861107985042
509 => 0.12981518758136
510 => 0.13178339482755
511 => 0.12778147917665
512 => 0.12847607335781
513 => 0.12830577490511
514 => 0.13016504875703
515 => 0.13017085320705
516 => 0.12905612565521
517 => 0.12966043754545
518 => 0.12932312722675
519 => 0.12993269256287
520 => 0.12758551896838
521 => 0.13044412304474
522 => 0.13206476735165
523 => 0.13208726999942
524 => 0.13285544253867
525 => 0.1336359503281
526 => 0.13513406706201
527 => 0.1335941686655
528 => 0.13082404135626
529 => 0.13102403560053
530 => 0.12939991097267
531 => 0.12942721280109
601 => 0.12928147350132
602 => 0.12971884811067
603 => 0.12768149809943
604 => 0.12815966007487
605 => 0.12749023050914
606 => 0.12847461814868
607 => 0.12741557977364
608 => 0.12830569278204
609 => 0.12868983604876
610 => 0.13010733297294
611 => 0.12720621432541
612 => 0.12129063701462
613 => 0.12253416308479
614 => 0.12069489035014
615 => 0.12086512204434
616 => 0.12120901715879
617 => 0.12009434057738
618 => 0.12030698574161
619 => 0.12029938855999
620 => 0.12023392015305
621 => 0.11994394972337
622 => 0.11952343523144
623 => 0.12119863553977
624 => 0.12148328471557
625 => 0.12211602457282
626 => 0.12399862919643
627 => 0.12381051259966
628 => 0.12411733857387
629 => 0.12344753919491
630 => 0.1208961921165
701 => 0.12103474253776
702 => 0.11930701656454
703 => 0.12207184273522
704 => 0.12141709540408
705 => 0.12099497554031
706 => 0.12087979622457
707 => 0.12276706746091
708 => 0.12333176859417
709 => 0.12297988474361
710 => 0.1222581607
711 => 0.12364408422228
712 => 0.12401489888942
713 => 0.12409791061828
714 => 0.12655350137528
715 => 0.12423515086338
716 => 0.12479320087402
717 => 0.1291469477546
718 => 0.12519870010992
719 => 0.12729017494374
720 => 0.12718780813413
721 => 0.12825773588746
722 => 0.12710004282951
723 => 0.12711439382244
724 => 0.12806441718422
725 => 0.12673028071022
726 => 0.12639992975725
727 => 0.12594355228175
728 => 0.12694003580328
729 => 0.12753738260736
730 => 0.13235155914537
731 => 0.13546173674204
801 => 0.13532671573006
802 => 0.13656055503083
803 => 0.13600469912516
804 => 0.13420969377838
805 => 0.13727354902775
806 => 0.1363040170297
807 => 0.13638394406964
808 => 0.13638096918122
809 => 0.13702562320197
810 => 0.1365688267466
811 => 0.13566843404386
812 => 0.1362661567395
813 => 0.13804117945579
814 => 0.14355090443147
815 => 0.14663421952201
816 => 0.1433652849915
817 => 0.14562015225787
818 => 0.1442680353894
819 => 0.14402231553241
820 => 0.14543853880907
821 => 0.14685724099711
822 => 0.14676687580095
823 => 0.1457369708636
824 => 0.14515520369736
825 => 0.14956053958641
826 => 0.15280631602653
827 => 0.15258497583327
828 => 0.15356189946261
829 => 0.15643017745346
830 => 0.15669241684651
831 => 0.15665938071049
901 => 0.15600939301295
902 => 0.15883358518791
903 => 0.16118957598718
904 => 0.15585893964093
905 => 0.15788877617843
906 => 0.15880003519736
907 => 0.16013803379552
908 => 0.16239546170522
909 => 0.16484762716834
910 => 0.16519439025145
911 => 0.16494834524984
912 => 0.16333107620917
913 => 0.16601426491933
914 => 0.16758601393723
915 => 0.16852195450855
916 => 0.17089534407175
917 => 0.15880566282283
918 => 0.1502479855387
919 => 0.14891158065643
920 => 0.15162921253606
921 => 0.15234583039001
922 => 0.15205696263165
923 => 0.14242451881838
924 => 0.14886086783323
925 => 0.15578583818962
926 => 0.15605185450383
927 => 0.15951863945854
928 => 0.16064756674811
929 => 0.16343878303854
930 => 0.16326419169961
1001 => 0.16394380844838
1002 => 0.16378757632716
1003 => 0.16895771674525
1004 => 0.17466114939968
1005 => 0.17446365766267
1006 => 0.17364372173864
1007 => 0.17486146640567
1008 => 0.18074802012204
1009 => 0.18020608058593
1010 => 0.18073252868296
1011 => 0.18767310726618
1012 => 0.19669684671017
1013 => 0.19250441376981
1014 => 0.2016007869103
1015 => 0.20732647162422
1016 => 0.2172284512901
1017 => 0.21598867466765
1018 => 0.2198434426875
1019 => 0.21376921576429
1020 => 0.1998215629448
1021 => 0.19761429349664
1022 => 0.20203330282881
1023 => 0.21289700607133
1024 => 0.20169116615307
1025 => 0.20395809297401
1026 => 0.20330521789708
1027 => 0.20327042895877
1028 => 0.2045981812372
1029 => 0.20267220730643
1030 => 0.19482544303636
1031 => 0.19842156886006
1101 => 0.19703293197938
1102 => 0.19857372812823
1103 => 0.2068887694709
1104 => 0.20321249148748
1105 => 0.19933983126852
1106 => 0.20419700659519
1107 => 0.21038185989258
1108 => 0.20999482288848
1109 => 0.20924380933161
1110 => 0.2134772334299
1111 => 0.22046960976341
1112 => 0.22235962098872
1113 => 0.22375478863566
1114 => 0.22394715868262
1115 => 0.22592868972365
1116 => 0.2152734979059
1117 => 0.23218356096541
1118 => 0.23510346172472
1119 => 0.23455464139946
1120 => 0.23779998820523
1121 => 0.23684512484847
1122 => 0.23546167765799
1123 => 0.2406062426502
1124 => 0.23470841403162
1125 => 0.22633718882353
1126 => 0.22174456911031
1127 => 0.22779250122474
1128 => 0.23148576232328
1129 => 0.23392677297389
1130 => 0.23466542132187
1201 => 0.21610063011527
1202 => 0.20609523730544
1203 => 0.21250857938448
1204 => 0.22033329934614
1205 => 0.21523003119143
1206 => 0.21543006964133
1207 => 0.20815415036801
1208 => 0.22097705675495
1209 => 0.21910886715199
1210 => 0.22880103811692
1211 => 0.22648792373161
1212 => 0.2343915129056
1213 => 0.23231023299797
1214 => 0.24094950953174
1215 => 0.24439595084014
1216 => 0.25018306219269
1217 => 0.25444008486141
1218 => 0.25693988999635
1219 => 0.25678981107258
1220 => 0.26669528441519
1221 => 0.26085437285594
1222 => 0.25351681134035
1223 => 0.25338409800225
1224 => 0.25718432508522
1225 => 0.26514855850974
1226 => 0.26721356836183
1227 => 0.26836762715533
1228 => 0.26660014594002
1229 => 0.26026025506435
1230 => 0.25752272232821
1231 => 0.25985517953336
]
'min_raw' => 0.096178423704836
'max_raw' => 0.26836762715533
'avg_raw' => 0.18227302543008
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.096178'
'max' => '$0.268367'
'avg' => '$0.182273'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.038075597798887
'max_diff' => 0.13865716138182
'year' => 2036
]
11 => [
'items' => [
101 => 0.25700278480179
102 => 0.26192681834908
103 => 0.26868856812632
104 => 0.26729229353617
105 => 0.27195983014984
106 => 0.27679023950581
107 => 0.2836979418321
108 => 0.28550387101167
109 => 0.28848900327217
110 => 0.29156168493308
111 => 0.29254854747147
112 => 0.29443277426272
113 => 0.29442284345745
114 => 0.30010108771598
115 => 0.30636436697373
116 => 0.30872860989828
117 => 0.31416505613817
118 => 0.30485533246816
119 => 0.31191686481426
120 => 0.31828654375207
121 => 0.31069234993138
122 => 0.32115917689297
123 => 0.32156558006555
124 => 0.32770178546742
125 => 0.32148156573791
126 => 0.31778801911818
127 => 0.32845114981397
128 => 0.3336107028722
129 => 0.33205660350123
130 => 0.32022983055277
131 => 0.31334614142261
201 => 0.29533019920453
202 => 0.31667086099264
203 => 0.32706527483398
204 => 0.32020291153203
205 => 0.3236638884217
206 => 0.34254585610623
207 => 0.34973488688363
208 => 0.34823961873705
209 => 0.34849229443961
210 => 0.35237136495696
211 => 0.36957329987402
212 => 0.35926550173399
213 => 0.36714542718622
214 => 0.37132491123289
215 => 0.37520704894062
216 => 0.36567374569266
217 => 0.3532710582391
218 => 0.34934260649316
219 => 0.31952058474404
220 => 0.31796821900153
221 => 0.31709682906876
222 => 0.31160283880319
223 => 0.30728606738504
224 => 0.30385321048188
225 => 0.29484436883013
226 => 0.29788458843028
227 => 0.28352637512878
228 => 0.29271225117524
301 => 0.26979619605487
302 => 0.28888136771337
303 => 0.27849417647592
304 => 0.28546889602926
305 => 0.28544456188979
306 => 0.27260189185526
307 => 0.26519450779902
308 => 0.26991478121935
309 => 0.27497528902172
310 => 0.27579633938706
311 => 0.2823574198456
312 => 0.28418847637163
313 => 0.27864028961392
314 => 0.2693213117483
315 => 0.27148589776323
316 => 0.26515064253252
317 => 0.25404835142278
318 => 0.2620222107252
319 => 0.26474483687689
320 => 0.26594730369007
321 => 0.25502947549039
322 => 0.25159885683246
323 => 0.24977242424466
324 => 0.26791195722793
325 => 0.26890568179244
326 => 0.26382164642194
327 => 0.2868019683846
328 => 0.28160081377018
329 => 0.28741177778831
330 => 0.27128948427049
331 => 0.27190537759442
401 => 0.26427282547187
402 => 0.26854654465318
403 => 0.26552601768422
404 => 0.26820127037704
405 => 0.26980480581064
406 => 0.27743610550649
407 => 0.28896850489757
408 => 0.27629624381335
409 => 0.27077475818883
410 => 0.27420025681627
411 => 0.28332281106806
412 => 0.29714394773449
413 => 0.28896155665167
414 => 0.29259276286821
415 => 0.29338601988541
416 => 0.28735262762952
417 => 0.29736640751291
418 => 0.30273287350422
419 => 0.30823775717763
420 => 0.31301749342792
421 => 0.30603898558348
422 => 0.31350698930684
423 => 0.30748909658593
424 => 0.30209042469697
425 => 0.30209861225375
426 => 0.29871194651579
427 => 0.29214985490115
428 => 0.29093970452686
429 => 0.29723505959905
430 => 0.3022833381946
501 => 0.30269913859936
502 => 0.30549412501977
503 => 0.30714816919273
504 => 0.32336005065169
505 => 0.3298806034862
506 => 0.33785381206449
507 => 0.34095982615115
508 => 0.35030781498431
509 => 0.342758554795
510 => 0.34112522486597
511 => 0.31845006166056
512 => 0.32216311836516
513 => 0.32810808040591
514 => 0.31854809189495
515 => 0.32461170419912
516 => 0.32580878971284
517 => 0.31822324714352
518 => 0.32227501318174
519 => 0.31151472384914
520 => 0.28920304980054
521 => 0.29739124678425
522 => 0.30342051588156
523 => 0.29481600547618
524 => 0.31023925733729
525 => 0.30122931200057
526 => 0.29837359188248
527 => 0.28723240956408
528 => 0.29249061875493
529 => 0.29960242197586
530 => 0.29520815442119
531 => 0.30432691939973
601 => 0.31724152249512
602 => 0.32644523773881
603 => 0.32715178471223
604 => 0.32123441241157
605 => 0.33071703928755
606 => 0.33078610987192
607 => 0.32008966801815
608 => 0.31353815694076
609 => 0.31204963983947
610 => 0.31576824739944
611 => 0.32028332347007
612 => 0.32740234001082
613 => 0.33170421260897
614 => 0.34292121480804
615 => 0.34595621398644
616 => 0.34929075792926
617 => 0.35374673697213
618 => 0.35909728230267
619 => 0.34739059372616
620 => 0.34785572228731
621 => 0.336954615975
622 => 0.32530522050351
623 => 0.33414565954872
624 => 0.34570335760601
625 => 0.34305200890155
626 => 0.34275367801016
627 => 0.34325538781939
628 => 0.34125635748118
629 => 0.33221481734896
630 => 0.3276742124976
701 => 0.3335327511877
702 => 0.33664630376793
703 => 0.34147515228954
704 => 0.34087989478463
705 => 0.35331848999583
706 => 0.35815175197131
707 => 0.35691519673104
708 => 0.35714275265462
709 => 0.36589314259454
710 => 0.37562537586268
711 => 0.38474089659958
712 => 0.39401359581389
713 => 0.38283499499143
714 => 0.37715919089404
715 => 0.38301517192942
716 => 0.37990790596315
717 => 0.3977631778803
718 => 0.39899943816781
719 => 0.41685341894557
720 => 0.43379897271615
721 => 0.42315577400398
722 => 0.43319183100935
723 => 0.44404664491241
724 => 0.46498734206147
725 => 0.45793525196428
726 => 0.45253346147016
727 => 0.44742879555449
728 => 0.45805079498211
729 => 0.47171582755517
730 => 0.47465914468935
731 => 0.47942844288041
801 => 0.47441410899455
802 => 0.48045332184931
803 => 0.5017743969912
804 => 0.49601325428153
805 => 0.48783150548388
806 => 0.50466244661058
807 => 0.51075349877571
808 => 0.55350369277935
809 => 0.60747757863138
810 => 0.58513203547699
811 => 0.5712614357549
812 => 0.57452135570462
813 => 0.59423079168644
814 => 0.60056083697757
815 => 0.58335359177881
816 => 0.58943148168241
817 => 0.62292125261623
818 => 0.64088744024173
819 => 0.61648694426538
820 => 0.54916694360434
821 => 0.48709482852311
822 => 0.50355914858642
823 => 0.50169260563858
824 => 0.53767318657295
825 => 0.49587585293324
826 => 0.49657961283649
827 => 0.5333042340805
828 => 0.523506734752
829 => 0.50763604060873
830 => 0.48721070215391
831 => 0.44945257490505
901 => 0.41600914863746
902 => 0.4815994091093
903 => 0.4787710378096
904 => 0.4746751370265
905 => 0.48379012099654
906 => 0.52804989582169
907 => 0.52702956475706
908 => 0.52053873910137
909 => 0.5254619731537
910 => 0.50677297387587
911 => 0.51158955453037
912 => 0.48708499598294
913 => 0.49816207984714
914 => 0.50760198922699
915 => 0.50949719079524
916 => 0.5137671766999
917 => 0.47728061465685
918 => 0.493662009825
919 => 0.50328454475713
920 => 0.45980958186293
921 => 0.50242518452338
922 => 0.47664546478695
923 => 0.46789544071001
924 => 0.4796761954016
925 => 0.47508522384113
926 => 0.47113817608433
927 => 0.46893565561715
928 => 0.4775861416682
929 => 0.47718258615435
930 => 0.46302871198784
1001 => 0.44456556012334
1002 => 0.45076239992137
1003 => 0.44851102992706
1004 => 0.44035177463519
1005 => 0.44585012754967
1006 => 0.42163816396703
1007 => 0.37998273905144
1008 => 0.40750158869085
1009 => 0.40644214291448
1010 => 0.40590792231199
1011 => 0.42658757725087
1012 => 0.42459970558931
1013 => 0.42099169905828
1014 => 0.44028551076582
1015 => 0.43324300995418
1016 => 0.45494633803377
1017 => 0.46924155359024
1018 => 0.46561582452334
1019 => 0.47906054384897
1020 => 0.45090516259446
1021 => 0.46025725084938
1022 => 0.46218470327728
1023 => 0.44004742812425
1024 => 0.42492494597757
1025 => 0.4239164488273
1026 => 0.39769614879136
1027 => 0.41170282142769
1028 => 0.42402811371217
1029 => 0.41812525518922
1030 => 0.41625658652374
1031 => 0.4258032094709
1101 => 0.42654506383519
1102 => 0.40963070571117
1103 => 0.41314773637321
1104 => 0.42781433889164
1105 => 0.41277817562037
1106 => 0.38356536652763
1107 => 0.37632018597394
1108 => 0.37535354533291
1109 => 0.3557040410488
1110 => 0.37680434358272
1111 => 0.36759349607371
1112 => 0.39669045299177
1113 => 0.38007042725028
1114 => 0.37935397115859
1115 => 0.37827094269474
1116 => 0.36135780264661
1117 => 0.36506070543103
1118 => 0.37736971825445
1119 => 0.3817617127008
1120 => 0.3813035916975
1121 => 0.37730939737646
1122 => 0.37913791908305
1123 => 0.37324761356693
1124 => 0.37116762409308
1125 => 0.36460260516744
1126 => 0.35495384097952
1127 => 0.35629556081916
1128 => 0.33717883422639
1129 => 0.32676302697718
1130 => 0.32388006880873
1201 => 0.32002485665877
1202 => 0.3243155252794
1203 => 0.33712467894185
1204 => 0.32167412201139
1205 => 0.29518522588468
1206 => 0.29677725367678
1207 => 0.30035406744833
1208 => 0.29368869864804
1209 => 0.28738048646056
1210 => 0.29286496515614
1211 => 0.28164127067031
1212 => 0.30171039730511
1213 => 0.30116758367272
1214 => 0.30864811301571
1215 => 0.31332584152979
1216 => 0.30254519173741
1217 => 0.29983388746861
1218 => 0.30137836960203
1219 => 0.27585152031305
1220 => 0.30656202482986
1221 => 0.3068276105482
1222 => 0.30455350438598
1223 => 0.32090589996073
1224 => 0.35541455506352
1225 => 0.34243101090642
1226 => 0.33740339017908
1227 => 0.32784587950126
1228 => 0.34058069501063
1229 => 0.33960285987358
1230 => 0.33518071855087
1231 => 0.33250619368098
]
'min_raw' => 0.24977242424466
'max_raw' => 0.64088744024173
'avg_raw' => 0.4453299322432
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.249772'
'max' => '$0.640887'
'avg' => '$0.445329'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.15359400053983
'max_diff' => 0.3725198130864
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0078400709884837
]
1 => [
'year' => 2028
'avg' => 0.013455837805108
]
2 => [
'year' => 2029
'avg' => 0.036758923704749
]
3 => [
'year' => 2030
'avg' => 0.028359454895182
]
4 => [
'year' => 2031
'avg' => 0.027852499255622
]
5 => [
'year' => 2032
'avg' => 0.048834196699215
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0078400709884837
'min' => '$0.00784'
'max_raw' => 0.048834196699215
'max' => '$0.048834'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.048834196699215
]
1 => [
'year' => 2033
'avg' => 0.12560657547161
]
2 => [
'year' => 2034
'avg' => 0.079615483903461
]
3 => [
'year' => 2035
'avg' => 0.09390664583973
]
4 => [
'year' => 2036
'avg' => 0.18227302543008
]
5 => [
'year' => 2037
'avg' => 0.4453299322432
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.048834196699215
'min' => '$0.048834'
'max_raw' => 0.4453299322432
'max' => '$0.445329'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.4453299322432
]
]
]
]
'prediction_2025_max_price' => '$0.013405'
'last_price' => 0.01299793
'sma_50day_nextmonth' => '$0.011549'
'sma_200day_nextmonth' => '$0.017943'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.012276'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.011914'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.011423'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.010934'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.0121067'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.015164'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.019511'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.0124015'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.012055'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.0116061'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.011441'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.012489'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.014877'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.0185026'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.017446'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.022588'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.028456'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.027274'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.01230041'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.0123097'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.013426'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.016368'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.021345'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.025328'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.027377'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '64.36'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 117.2
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.011535'
'vwma_10_action' => 'BUY'
'hma_9' => '0.01250049'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 247.67
'cci_20_action' => 'SELL'
'adx_14' => 21.43
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000478'
'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' => 77.09
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.001620'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 14
'buy_signals' => 21
'sell_pct' => 40
'buy_pct' => 60
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767708571
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de VeChain para 2026
A previsão de preço para VeChain em 2026 sugere que o preço médio poderia variar entre $0.00449 na extremidade inferior e $0.013405 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, VeChain poderia potencialmente ganhar 3.13% até 2026 se VET atingir a meta de preço prevista.
Previsão de preço de VeChain 2027-2032
A previsão de preço de VET para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.00784 na extremidade inferior e $0.048834 na extremidade superior. Considerando a volatilidade de preços no mercado, se VeChain atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de VeChain | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.004323 | $0.00784 | $0.011356 |
| 2028 | $0.007802 | $0.013455 | $0.0191096 |
| 2029 | $0.017138 | $0.036758 | $0.056379 |
| 2030 | $0.014575 | $0.028359 | $0.042143 |
| 2031 | $0.017233 | $0.027852 | $0.038471 |
| 2032 | $0.0263051 | $0.048834 | $0.071363 |
Previsão de preço de VeChain 2032-2037
A previsão de preço de VeChain para 2032-2037 é atualmente estimada entre $0.048834 na extremidade inferior e $0.445329 na extremidade superior. Comparado ao preço atual, VeChain poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de VeChain | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.0263051 | $0.048834 | $0.071363 |
| 2033 | $0.061127 | $0.1256065 | $0.190085 |
| 2034 | $0.049143 | $0.079615 | $0.110087 |
| 2035 | $0.0581028 | $0.0939066 | $0.12971 |
| 2036 | $0.096178 | $0.182273 | $0.268367 |
| 2037 | $0.249772 | $0.445329 | $0.640887 |
VeChain Histograma de preços potenciais
Previsão de preço de VeChain baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para VeChain é Altista, com 21 indicadores técnicos mostrando sinais de alta e 14 indicando sinais de baixa. A previsão de preço de VET foi atualizada pela última vez em 6 de janeiro de 2026.
Médias Móveis Simples de 50 e 200 dias e Índice de Força Relativa de 14 dias - RSI (14) de VeChain
De acordo com nossos indicadores técnicos, o SMA de 200 dias de VeChain está projetado para aumentar no próximo mês, alcançando $0.017943 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para VeChain é esperado para alcançar $0.011549 até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em 64.36, sugerindo que o mercado de VET está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de VET para Sábado, 19 de Outubro de 2024
Médias móveis (MA) são indicadores amplamente utilizados nos mercados financeiros, projetados para suavizar movimentos de preços ao longo de um período definido. Como indicadores atrasados, eles se baseiam em dados históricos de preços. A tabela abaixo destaca dois tipos: a média móvel simples (SMA) e a média móvel exponencial (EMA).
Média Móvel Simples Diária (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 3 | $0.012276 | BUY |
| SMA 5 | $0.011914 | BUY |
| SMA 10 | $0.011423 | BUY |
| SMA 21 | $0.010934 | BUY |
| SMA 50 | $0.0121067 | BUY |
| SMA 100 | $0.015164 | SELL |
| SMA 200 | $0.019511 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.0124015 | BUY |
| EMA 5 | $0.012055 | BUY |
| EMA 10 | $0.0116061 | BUY |
| EMA 21 | $0.011441 | BUY |
| EMA 50 | $0.012489 | BUY |
| EMA 100 | $0.014877 | SELL |
| EMA 200 | $0.0185026 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.017446 | SELL |
| SMA 50 | $0.022588 | SELL |
| SMA 100 | $0.028456 | SELL |
| SMA 200 | $0.027274 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.016368 | SELL |
| EMA 50 | $0.021345 | SELL |
| EMA 100 | $0.025328 | SELL |
| EMA 200 | $0.027377 | SELL |
Osciladores de VeChain
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 64.36 | NEUTRAL |
| Stoch RSI (14) | 117.2 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 247.67 | SELL |
| Índice Direcional Médio (14) | 21.43 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.000478 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 77.09 | SELL |
| VWMA (10) | 0.011535 | BUY |
| Média Móvel de Hull (9) | 0.01250049 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.001620 | SELL |
Previsão do preço de VeChain com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do VeChain
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de VeChain por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.018264 | $0.025664 | $0.036062 | $0.050674 | $0.0712055 | $0.100055 |
| Amazon.com stock | $0.02712 | $0.056589 | $0.118077 | $0.246375 | $0.514076 | $1.07 |
| Apple stock | $0.018436 | $0.02615 | $0.037093 | $0.052613 | $0.074628 | $0.105854 |
| Netflix stock | $0.0205086 | $0.032359 | $0.051058 | $0.080561 | $0.127114 | $0.200566 |
| Google stock | $0.016832 | $0.021797 | $0.028227 | $0.036555 | $0.047338 | $0.0613032 |
| Tesla stock | $0.029465 | $0.066795 | $0.15142 | $0.343259 | $0.778142 | $1.76 |
| Kodak stock | $0.009747 | $0.0073092 | $0.005481 | $0.00411 | $0.003082 | $0.002311 |
| Nokia stock | $0.00861 | $0.0057041 | $0.003778 | $0.0025032 | $0.001658 | $0.001098 |
Este cálculo mostra quanto a criptomoeda pode custar, se assumirmos que sua capitalização se comportará da mesma forma que a de algumas empresas de Internet ou nichos tecnológicos. Se você extrapolar os dados, poderá obter uma imagem em potencial do preço futuro para 2024, 2025, 2026, 2027, 2028, 2029 e 2030.
Visão geral da previsão para VeChain
Você pode fazer perguntas como: 'Devo investir em VeChain agora?', 'Devo comprar VET hoje?', 'VeChain será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para VeChain regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como VeChain, com métodos de análise técnica.
Se você estiver tentando encontrar criptomoedas com bom retorno, você deve explorar o máximo de fontes de informações disponíveis sobre VeChain para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de VeChain é de $0.01299 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão de curto prazo para VeChain
com base no histórico de preços de 4 horas
Previsão de longo prazo para VeChain
com base no histórico de preços de 1 mês
Previsão do preço de VeChain com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se VeChain tiver 1% da média anterior do crescimento anual do Bitcoin | $0.013335 | $0.013682 | $0.014038 | $0.0144029 |
| Se VeChain tiver 2% da média anterior do crescimento anual do Bitcoin | $0.013673 | $0.014384 | $0.015132 | $0.015918 |
| Se VeChain tiver 5% da média anterior do crescimento anual do Bitcoin | $0.014687 | $0.016596 | $0.018752 | $0.02119 |
| Se VeChain tiver 10% da média anterior do crescimento anual do Bitcoin | $0.016376 | $0.020633 | $0.025996 | $0.032753 |
| Se VeChain tiver 20% da média anterior do crescimento anual do Bitcoin | $0.019755 | $0.030025 | $0.045634 | $0.069357 |
| Se VeChain tiver 50% da média anterior do crescimento anual do Bitcoin | $0.02989 | $0.068738 | $0.158075 | $0.36352 |
| Se VeChain tiver 100% da média anterior do crescimento anual do Bitcoin | $0.046783 | $0.168389 | $0.606088 | $2.18 |
Perguntas Frequentes sobre VeChain
VET é um bom investimento?
A decisão de adquirir VeChain depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de VeChain experimentou uma escalada de 8.5146% nas últimas 24 horas, e VeChain registrou um declínio de -42.16% durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em VeChain dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
VeChain pode subir?
Parece que o valor médio de VeChain pode potencialmente subir para $0.013405 até o final deste ano. Observando as perspectivas de VeChain em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.042143. No entanto, dada a imprevisibilidade do mercado, é vital conduzir uma pesquisa aprofundada antes de investir quaisquer fundos em um projeto, rede ou ativo específico.
Qual será o preço de VeChain na próxima semana?
Com base na nossa nova previsão experimental de VeChain, o preço de VeChain aumentará 0.86% na próxima semana e atingirá $0.013109 até 13 de janeiro de 2026.
Qual será o preço de VeChain no próximo mês?
Com base na nossa nova previsão experimental de VeChain, o preço de VeChain diminuirá -11.62% no próximo mês e atingirá $0.011487 até 5 de fevereiro de 2026.
Até onde o preço de VeChain pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de VeChain em 2026, espera-se que VET fluctue dentro do intervalo de $0.00449 e $0.013405. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de VeChain não considera flutuações repentinas e extremas de preço.
Onde estará VeChain em 5 anos?
O futuro de VeChain parece seguir uma tendência de alta, com um preço máximo de $0.042143 projetada após um período de cinco anos. Com base na previsão de VeChain para 2030, o valor de VeChain pode potencialmente atingir seu pico mais alto de aproximadamente $0.042143, enquanto seu pico mais baixo está previsto para cerca de $0.014575.
Quanto será VeChain em 2026?
Com base na nossa nova simulação experimental de previsão de preços de VeChain, espera-se que o valor de VET em 2026 aumente 3.13% para $0.013405 se o melhor cenário ocorrer. O preço ficará entre $0.013405 e $0.00449 durante 2026.
Quanto será VeChain em 2027?
De acordo com nossa última simulação experimental para previsão de preços de VeChain, o valor de VET pode diminuir -12.62% para $0.011356 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.011356 e $0.004323 ao longo do ano.
Quanto será VeChain em 2028?
Nosso novo modelo experimental de previsão de preços de VeChain sugere que o valor de VET em 2028 pode aumentar 47.02%, alcançando $0.0191096 no melhor cenário. O preço é esperado para variar entre $0.0191096 e $0.007802 durante o ano.
Quanto será VeChain em 2029?
Com base no nosso modelo de previsão experimental, o valor de VeChain pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.056379 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.056379 e $0.017138.
Quanto será VeChain em 2030?
Usando nossa nova simulação experimental para previsões de preços de VeChain, espera-se que o valor de VET em 2030 aumente 224.23%, alcançando $0.042143 no melhor cenário. O preço está previsto para variar entre $0.042143 e $0.014575 ao longo de 2030.
Quanto será VeChain em 2031?
Nossa simulação experimental indica que o preço de VeChain poderia aumentar 195.98% em 2031, potencialmente atingindo $0.038471 sob condições ideais. O preço provavelmente oscilará entre $0.038471 e $0.017233 durante o ano.
Quanto será VeChain em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de VeChain, VET poderia ver um 449.04% aumento em valor, atingindo $0.071363 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.071363 e $0.0263051 ao longo do ano.
Quanto será VeChain em 2033?
De acordo com nossa previsão experimental de preços de VeChain, espera-se que o valor de VET seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.190085. Ao longo do ano, o preço de VET poderia variar entre $0.190085 e $0.061127.
Quanto será VeChain em 2034?
Os resultados da nossa nova simulação de previsão de preços de VeChain sugerem que VET pode aumentar 746.96% em 2034, atingindo potencialmente $0.110087 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.110087 e $0.049143.
Quanto será VeChain em 2035?
Com base em nossa previsão experimental para o preço de VeChain, VET poderia aumentar 897.93%, com o valor potencialmente atingindo $0.12971 em 2035. A faixa de preço esperada para o ano está entre $0.12971 e $0.0581028.
Quanto será VeChain em 2036?
Nossa recente simulação de previsão de preços de VeChain sugere que o valor de VET pode aumentar 1964.7% em 2036, possivelmente atingindo $0.268367 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.268367 e $0.096178.
Quanto será VeChain em 2037?
De acordo com a simulação experimental, o valor de VeChain poderia aumentar 4830.69% em 2037, com um pico de $0.640887 sob condições favoráveis. O preço é esperado para cair entre $0.640887 e $0.249772 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Maker
Previsão de Preço do Kaspa
Previsão de Preço do The Graph
Previsão de Preço do Optimism
Previsão de Preço do Injective Protocol
Previsão de Preço do Pepe
Previsão de Preço do Fantom
Previsão de Preço do Theta Network
Previsão de Preço do Fetch.ai
Previsão de Preço do Monero
Previsão de Preço do Lido DAO
Previsão de Preço do Thorchain
Previsão de Preço do Wrapped eETH
Previsão de Preço do Gala
Previsão de Preço do Rocket Pool ETH
Previsão de Preço do Celestia
Previsão de Preço do Arweave
Previsão de Preço do Sui
Previsão de Preço do Core
Previsão de Preço do Ethena
Previsão de Preço do Aave [New]
Previsão de Preço do FLOKI
Previsão de Preço do Algorand
Previsão de Preço do Bitcoin SV
Previsão de Preço do Flow
Como ler e prever os movimentos de preço de VeChain?
Traders de VeChain utilizam indicadores e padrões de gráfico para prever a direção do mercado. Eles também identificam níveis-chave de suporte e resistência para avaliar quando uma tendência de baixa pode desacelerar ou uma tendência de alta pode estagnar.
Indicadores de Previsão de Preço de VeChain
Médias móveis são ferramentas populares para a previsão de preço de VeChain. Uma média móvel simples (SMA) calcula o preço médio de fechamento de VET em um período específico, como uma SMA de 12 dias. Uma média móvel exponencial (EMA) dá mais peso aos preços recentes, reagindo mais rapidamente às mudanças de preço.
Médias móveis comumente usadas no mercado de criptomoedas incluem as de 50 dias, 100 dias e 200 dias, que ajudam a identificar níveis-chave de resistência e suporte. Um movimento de preço de VET acima dessas médias é visto como altista, enquanto uma queda abaixo indica fraqueza.
Traders também usam RSI e níveis de retração de Fibonacci para avaliar a direção futura de VET.
Como ler gráficos de VeChain e prever movimentos de preço?
A maioria dos traders prefere gráficos de velas em vez de gráficos de linha simples porque eles fornecem informações mais detalhadas. Velas podem representar a ação de preço de VeChain em diferentes períodos de tempo, como 5 minutos para tendências de curto prazo e semanal para tendências de longo prazo. Opções populares incluem gráficos de 1 hora, 4 horas e 1 dia.
Por exemplo, um gráfico de velas de 1 hora mostra os preços de abertura, fechamento, máximo e mínimo de VET dentro de cada hora. A cor da vela é crucial: verde indica que o preço fechou mais alto do que abriu, enquanto vermelho significa o oposto. Alguns gráficos usam velas vazias e preenchidas para transmitir a mesma informação.
O que afeta o preço de VeChain?
A ação de preço de VeChain é impulsionada pela oferta e demanda, influenciada por fatores como reduções pela metade das recompensas de bloco, hard forks e atualizações de protocolo. Eventos do mundo real, como regulamentações, adoção por empresas e governos e hacks de exchanges de criptomoedas, também impactam o preço de VET. A capitalização de mercado de VeChain pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de VET, grandes detentores de VeChain, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de VeChain.
Padrões de previsão de preço altistas e baixistas
Traders frequentemente identificam padrões de velas para ganhar vantagem em previsões de preço de criptomoedas. Certas formações indicam tendências altistas, enquanto outras sugerem movimentos baixistas.
Padrões de velas altistas comumente seguidos:
- Martelo
- Engolfo de Alta
- Linha de Perfuração
- Estrela da Manhã
- Três Soldados Brancos
Padrões de velas baixistas comuns:
- Harami de Baixa
- Nuvem Negra
- Estrela da Noite
- Estrela Cadente
- Homem Enforcado


