Previsão de Preço Vanar Chain - Projeção VANRY
$0.008945
6.3771%
Add to portfolio
Add to favorites
Sentiment
Altista 54.55%
Baixista 45.45%
SMA 50
$0.009216
SMA 200
$0.021782
RSI (14)
57.75
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.008752
Previsão de Preço Vanar Chain até $0.009225 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.00309 | $0.009225 |
| 2027 | $0.002975 | $0.007815 |
| 2028 | $0.005369 | $0.013151 |
| 2029 | $0.011794 | $0.038799 |
| 2030 | $0.010031 | $0.0290027 |
| 2031 | $0.011859 | $0.026476 |
| 2032 | $0.0181031 | $0.049112 |
| 2033 | $0.042067 | $0.130816 |
| 2034 | $0.03382 | $0.075761 |
| 2035 | $0.039986 | $0.089266 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Vanar Chain hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,955.38, com um retorno de 39.55% nos próximos 90 dias.
$
≈ $3,955.38
(39.55% ROI)
Previsão de preço de longo prazo de Vanar Chain para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Vanar Chain'
'name_with_ticker' => 'Vanar Chain <small>VANRY</small>'
'name_lang' => 'Vanar Chain'
'name_lang_with_ticker' => 'Vanar Chain <small>VANRY</small>'
'name_with_lang' => 'Vanar Chain'
'name_with_lang_with_ticker' => 'Vanar Chain <small>VANRY</small>'
'image' => '/uploads/coins/vanar-chain.png?1717111904'
'price_for_sd' => 0.008945
'ticker' => 'VANRY'
'marketcap' => '$17.49M'
'low24h' => '$0.008387'
'high24h' => '$0.008926'
'volume24h' => '$3.28M'
'current_supply' => '1.96B'
'max_supply' => '2.16B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.008945'
'change_24h_pct' => '6.3771%'
'ath_price' => '$0.3723'
'ath_days' => 664
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '13 de mar. de 2024'
'ath_pct' => '-97.60%'
'fdv' => '$19.31M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-89.52%'
'change_30d_pct_is_increased' => false
'max_price' => '$0.441057'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.0090216'
'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' => '$0.007905'
'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' => '$0.00309'
'current_year_max_price_prediction' => '$0.009225'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.010031'
'grand_prediction_max_price' => '$0.0290027'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0091146558873511
107 => 0.0091486867038144
108 => 0.0092253598709627
109 => 0.008570196052473
110 => 0.0088643453723758
111 => 0.0090371305397546
112 => 0.0082564808675588
113 => 0.0090216996057154
114 => 0.008558791108001
115 => 0.0084016730112245
116 => 0.0086132118297989
117 => 0.0085307749464722
118 => 0.0084599005550441
119 => 0.0084203514268506
120 => 0.0085756821885242
121 => 0.0085684358228317
122 => 0.008314284548332
123 => 0.0079827545712784
124 => 0.0080940269136781
125 => 0.0080536006285005
126 => 0.0079070905559224
127 => 0.0080058206551464
128 => 0.0075710632643234
129 => 0.0068230857701352
130 => 0.0073172226139662
131 => 0.0072981988829962
201 => 0.0072886062551836
202 => 0.0076599364363833
203 => 0.0076242416075058
204 => 0.0075594551435684
205 => 0.007905900701706
206 => 0.0077794434126355
207 => 0.0081691549804664
208 => 0.0084258442240037
209 => 0.0083607395288155
210 => 0.0086021570030491
211 => 0.0080965904037085
212 => 0.0082645193481981
213 => 0.0082991292709179
214 => 0.0079016256172959
215 => 0.0076300817229556
216 => 0.0076119728410301
217 => 0.0071411531492976
218 => 0.0073926612282974
219 => 0.0076139779297057
220 => 0.0075079844046009
221 => 0.0074744300210192
222 => 0.0076458520896801
223 => 0.0076591730525458
224 => 0.0073554536875159
225 => 0.007418606561047
226 => 0.0076819645419635
227 => 0.0074119706156349
228 => 0.0068874165200358
301 => 0.0067573198517995
302 => 0.0067399625580995
303 => 0.0063871300757456
304 => 0.0067660135332525
305 => 0.0066006207506054
306 => 0.0071230945692778
307 => 0.0068246603261354
308 => 0.0068117954223865
309 => 0.006792348233499
310 => 0.0064886507406107
311 => 0.0065551411905707
312 => 0.0067761655730191
313 => 0.0068550295626946
314 => 0.0068468034024578
315 => 0.0067750824329657
316 => 0.0068079159255284
317 => 0.0067021478060368
318 => 0.0066647988816713
319 => 0.0065469154027426
320 => 0.0063736592548598
321 => 0.0063977515848646
322 => 0.0060544858209716
323 => 0.0058674564143096
324 => 0.0058156891395536
325 => 0.0057464637762464
326 => 0.0058235083285408
327 => 0.0060535133921915
328 => 0.0057760784871324
329 => 0.0053004358022044
330 => 0.0053290227380243
331 => 0.0053932490952741
401 => 0.0052735637034389
402 => 0.0051602915245004
403 => 0.0052587724940251
404 => 0.0050572364181344
405 => 0.0054176037671955
406 => 0.0054078568403212
407 => 0.0055421795030838
408 => 0.0056261742206878
409 => 0.0054325935902234
410 => 0.0053839085851593
411 => 0.0054116417766539
412 => 0.004953273897695
413 => 0.0055047210683885
414 => 0.00550949000642
415 => 0.005468655463688
416 => 0.005762284058061
417 => 0.0063819319772433
418 => 0.0061487955047671
419 => 0.0060585180160372
420 => 0.0058869004439691
421 => 0.0061155706691067
422 => 0.0060980123636273
423 => 0.00601860704746
424 => 0.0059705824644824
425 => 0.0060590692311328
426 => 0.0059596179748547
427 => 0.0059417537964894
428 => 0.0058335163120135
429 => 0.0057948804545473
430 => 0.0057662760038171
501 => 0.0057347853141785
502 => 0.0058042459285304
503 => 0.0056468390381043
504 => 0.0054570217590382
505 => 0.0054412405061353
506 => 0.0054848139329022
507 => 0.0054655359352179
508 => 0.0054411482104991
509 => 0.0053945854024093
510 => 0.005380771211906
511 => 0.0054256606293492
512 => 0.0053749830942715
513 => 0.0054497605578268
514 => 0.0054294252253656
515 => 0.0053158337112883
516 => 0.0051742566277831
517 => 0.0051729962947719
518 => 0.0051424937443637
519 => 0.0051036441603296
520 => 0.0050928370948094
521 => 0.0052504787014575
522 => 0.0055767921094026
523 => 0.0055127289794049
524 => 0.0055590211562819
525 => 0.0057867328494652
526 => 0.0058591155491987
527 => 0.0058077400234061
528 => 0.0057374140349967
529 => 0.0057405080215763
530 => 0.0059808332130955
531 => 0.0059958220005016
601 => 0.0060336938307109
602 => 0.0060823698351078
603 => 0.0058160297574359
604 => 0.0057279634278695
605 => 0.0056862327151871
606 => 0.0055577182719433
607 => 0.005696310080986
608 => 0.0056155585689498
609 => 0.0056264547067879
610 => 0.0056193585827266
611 => 0.0056232335463019
612 => 0.0054175030371771
613 => 0.005492460421825
614 => 0.0053678292316241
615 => 0.0052009620584528
616 => 0.0052004026611771
617 => 0.0052412431654102
618 => 0.0052169496354033
619 => 0.0051515763707984
620 => 0.0051608623344824
621 => 0.0050795075214602
622 => 0.0051707402817597
623 => 0.0051733565108786
624 => 0.0051382269286812
625 => 0.0052787835836175
626 => 0.0053363697598282
627 => 0.0053132467162774
628 => 0.0053347473854514
629 => 0.005515391091684
630 => 0.0055448438978374
701 => 0.0055579248887876
702 => 0.0055403980938136
703 => 0.005338049220789
704 => 0.0053470242537615
705 => 0.0052811714168373
706 => 0.0052255327090374
707 => 0.0052277579655628
708 => 0.0052563634938977
709 => 0.0053812855138282
710 => 0.0056441765402167
711 => 0.0056541530624973
712 => 0.0056662448985371
713 => 0.0056170613244934
714 => 0.0056022270879385
715 => 0.0056217972749958
716 => 0.0057205253223538
717 => 0.0059744806645621
718 => 0.0058847158855187
719 => 0.0058117357228844
720 => 0.0058757590008252
721 => 0.0058659031190173
722 => 0.0057827095579492
723 => 0.0057803745917748
724 => 0.0056206995494949
725 => 0.0055616713219888
726 => 0.0055123429168985
727 => 0.0054584775862904
728 => 0.0054265444127238
729 => 0.00547560828069
730 => 0.0054868297678005
731 => 0.0053795507630027
801 => 0.0053649290310583
802 => 0.0054525353821543
803 => 0.0054139830933309
804 => 0.0054536350784366
805 => 0.0054628346791095
806 => 0.0054613533315164
807 => 0.0054211003142826
808 => 0.0054467563871051
809 => 0.0053860721264363
810 => 0.0053200871074402
811 => 0.0052779927763326
812 => 0.0052412598894385
813 => 0.0052616414300153
814 => 0.0051889849593813
815 => 0.0051657406921397
816 => 0.0054380646869128
817 => 0.0056392333498279
818 => 0.0056363082777976
819 => 0.0056185026540805
820 => 0.0055920471089757
821 => 0.005718589934448
822 => 0.0056745049443571
823 => 0.0057065804580724
824 => 0.005714745022518
825 => 0.0057394567000854
826 => 0.0057482890007753
827 => 0.0057215916536632
828 => 0.0056319920959488
829 => 0.0054087185169946
830 => 0.0053047840632759
831 => 0.0052704839623835
901 => 0.0052717307059058
902 => 0.0052373399538533
903 => 0.0052474695716182
904 => 0.0052338172861816
905 => 0.0052079631604074
906 => 0.0052600450106037
907 => 0.0052660469586629
908 => 0.0052538904324953
909 => 0.0052567537344804
910 => 0.0051561028899329
911 => 0.0051637551550417
912 => 0.0051211463705131
913 => 0.0051131577370705
914 => 0.0050054464401534
915 => 0.0048146202646627
916 => 0.0049203564898296
917 => 0.0047926419985911
918 => 0.0047442745855688
919 => 0.0049732383961406
920 => 0.0049502567800267
921 => 0.0049109222431082
922 => 0.0048527382649699
923 => 0.004831157261501
924 => 0.0047000379161397
925 => 0.0046922906857213
926 => 0.0047572769738025
927 => 0.0047272880378947
928 => 0.0046851722141819
929 => 0.0045326329699068
930 => 0.0043611283553335
1001 => 0.0043663050016079
1002 => 0.0044208574285469
1003 => 0.0045794759672691
1004 => 0.0045175009600617
1005 => 0.0044725373812516
1006 => 0.0044641170545406
1007 => 0.0045695150724759
1008 => 0.0047186753494218
1009 => 0.0047886580140918
1010 => 0.004719307318809
1011 => 0.0046396409741748
1012 => 0.0046444898954344
1013 => 0.0046767475962194
1014 => 0.0046801374244726
1015 => 0.0046282828239483
1016 => 0.0046428795902558
1017 => 0.0046207057674783
1018 => 0.0044846250580229
1019 => 0.0044821637895054
1020 => 0.0044487673888072
1021 => 0.0044477561590666
1022 => 0.0043909405503563
1023 => 0.00438299165395
1024 => 0.0042701808143948
1025 => 0.0043444332506127
1026 => 0.0042946286148256
1027 => 0.0042195612809686
1028 => 0.004206619644317
1029 => 0.0042062306030918
1030 => 0.0042833079702143
1031 => 0.0043435325567013
1101 => 0.0042954949877884
1102 => 0.004284557764516
1103 => 0.004401338694955
1104 => 0.0043864772570748
1105 => 0.0043736073477166
1106 => 0.0047053196826256
1107 => 0.0044427434857088
1108 => 0.0043282452765278
1109 => 0.004186532000046
1110 => 0.0042326745574489
1111 => 0.0042423974722688
1112 => 0.0039016025880683
1113 => 0.0037633421459914
1114 => 0.0037158963725055
1115 => 0.0036885906590796
1116 => 0.0037010342155713
1117 => 0.0035765836013698
1118 => 0.0036602164723364
1119 => 0.0035524527599864
1120 => 0.0035343858229175
1121 => 0.0037270806899615
1122 => 0.0037538930550036
1123 => 0.0036395031757852
1124 => 0.0037129599962827
1125 => 0.0036863235320441
1126 => 0.003554300059534
1127 => 0.0035492577339831
1128 => 0.003483012996327
1129 => 0.003379352809404
1130 => 0.0033319773224061
1201 => 0.0033073037574448
1202 => 0.003317484551226
1203 => 0.0033123368303528
1204 => 0.0032787444696024
1205 => 0.0033142623051492
1206 => 0.00322352891231
1207 => 0.0031873981441928
1208 => 0.0031710787144618
1209 => 0.0030905476058978
1210 => 0.0032187084119696
1211 => 0.0032439577052931
1212 => 0.0032692567475243
1213 => 0.0034894676377571
1214 => 0.0034784665239906
1215 => 0.0035779112346802
1216 => 0.0035740469960899
1217 => 0.0035456837537037
1218 => 0.0034260238996033
1219 => 0.0034737181847159
1220 => 0.0033269225884769
1221 => 0.0034369118303094
1222 => 0.0033867173335976
1223 => 0.00341994102048
1224 => 0.0033602018358063
1225 => 0.0033932639671752
1226 => 0.0032499452494271
1227 => 0.0031161162473426
1228 => 0.0031699729444935
1229 => 0.0032285213335569
1230 => 0.0033554691588985
1231 => 0.0032798600814219
]
'min_raw' => 0.0030905476058978
'max_raw' => 0.0092253598709627
'avg_raw' => 0.0061579537384302
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.00309'
'max' => '$0.009225'
'avg' => '$0.006157'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0058546023941022
'max_diff' => 0.00028020987096273
'year' => 2026
]
1 => [
'items' => [
101 => 0.0033070519647783
102 => 0.0032159637074008
103 => 0.0030280226143566
104 => 0.0030290863405329
105 => 0.0030001756978874
106 => 0.0029751926816187
107 => 0.0032885446935023
108 => 0.0032495744174623
109 => 0.0031874803828963
110 => 0.0032705957156818
111 => 0.003292572728888
112 => 0.003293198383558
113 => 0.003353837184841
114 => 0.0033862001239559
115 => 0.0033919042322439
116 => 0.0034873206962509
117 => 0.0035193030364124
118 => 0.0036510337692276
119 => 0.0033834543546793
120 => 0.0033779437327222
121 => 0.0032717653188624
122 => 0.0032044252901781
123 => 0.0032763761482383
124 => 0.003340114786208
125 => 0.0032737458560148
126 => 0.0032824122371735
127 => 0.00319331737093
128 => 0.003225164593309
129 => 0.0032525957115059
130 => 0.0032374498603641
131 => 0.0032147757881375
201 => 0.0033348889447603
202 => 0.0033281116897364
203 => 0.0034399638225731
204 => 0.0035271605587421
205 => 0.0036834326982379
206 => 0.0035203545740231
207 => 0.0035144113589999
208 => 0.0035725072391736
209 => 0.0035192941422359
210 => 0.0035529229826468
211 => 0.0036780145721479
212 => 0.0036806575603173
213 => 0.0036363841031817
214 => 0.0036336900592914
215 => 0.0036421932610329
216 => 0.0036919967792251
217 => 0.0036745938996612
218 => 0.0036947329524796
219 => 0.0037199171464091
220 => 0.0038240896503784
221 => 0.003849205288411
222 => 0.003788187308957
223 => 0.0037936965493123
224 => 0.0037708741500155
225 => 0.0037488279982587
226 => 0.0037983845278262
227 => 0.0038889500596469
228 => 0.0038883866561738
301 => 0.0039093960992139
302 => 0.0039224848081762
303 => 0.0038662984877894
304 => 0.0038297232592458
305 => 0.0038437485292117
306 => 0.0038661752413177
307 => 0.0038364758487354
308 => 0.0036531574396201
309 => 0.0037087645345203
310 => 0.0036995087948809
311 => 0.003686327496098
312 => 0.0037422408600171
313 => 0.0037368478796656
314 => 0.0035753071804432
315 => 0.0035856484918899
316 => 0.0035759360698437
317 => 0.0036073188924494
318 => 0.0035175993668255
319 => 0.0035451964886372
320 => 0.0035625051447305
321 => 0.0035727000761409
322 => 0.0036095311591249
323 => 0.0036052094566395
324 => 0.0036092625160305
325 => 0.0036638732890504
326 => 0.0039400758388309
327 => 0.0039551089342089
328 => 0.0038810804744714
329 => 0.0039106533839897
330 => 0.0038538798645989
331 => 0.0038919923085155
401 => 0.0039180678746921
402 => 0.003800237405183
403 => 0.0037932602494921
404 => 0.0037362524055913
405 => 0.0037668851918143
406 => 0.0037181462263583
407 => 0.0037301050636646
408 => 0.0036966671120035
409 => 0.0037568487675636
410 => 0.0038241412097636
411 => 0.0038411419381224
412 => 0.0037964203410842
413 => 0.0037640389575316
414 => 0.0037071879151042
415 => 0.0038017324656691
416 => 0.0038293801734472
417 => 0.0038015872440301
418 => 0.0037951470149967
419 => 0.0037829427926155
420 => 0.0037977361984679
421 => 0.003829229598093
422 => 0.0038143778924216
423 => 0.003824187705671
424 => 0.0037868028133999
425 => 0.0038663170877993
426 => 0.0039926048916978
427 => 0.0039930109276375
428 => 0.0039781591419099
429 => 0.0039720821111763
430 => 0.0039873209446146
501 => 0.0039955873866252
502 => 0.0040448669796405
503 => 0.0040977459463315
504 => 0.0043445090109777
505 => 0.0042752189298634
506 => 0.004494161800818
507 => 0.0046673171855694
508 => 0.004719238914289
509 => 0.0046714733669731
510 => 0.0045080700098493
511 => 0.004500052661592
512 => 0.0047442462642527
513 => 0.0046752503867255
514 => 0.0046670435466367
515 => 0.004579736633767
516 => 0.0046313458324445
517 => 0.0046200581436325
518 => 0.0046022399746301
519 => 0.0047007067305788
520 => 0.0048850277075268
521 => 0.0048562995547183
522 => 0.0048348553213074
523 => 0.0047408929328233
524 => 0.00479747927795
525 => 0.0047773299642904
526 => 0.0048639042028423
527 => 0.0048126195417784
528 => 0.0046747276750939
529 => 0.0046966874093609
530 => 0.0046933682397033
531 => 0.004761676516058
601 => 0.004741172067012
602 => 0.0046893644169424
603 => 0.0048843977184659
604 => 0.0048717333406972
605 => 0.0048896885328934
606 => 0.0048975929637809
607 => 0.005016306297546
608 => 0.0050649393519865
609 => 0.005075979906786
610 => 0.0051221775470891
611 => 0.0050748304674102
612 => 0.0052642525440217
613 => 0.0053902071718837
614 => 0.0055365099537113
615 => 0.005750297640442
616 => 0.0058306837882995
617 => 0.0058161627501975
618 => 0.0059782541343516
619 => 0.0062695287485874
620 => 0.0058750376775945
621 => 0.0062904377332492
622 => 0.0061589268716532
623 => 0.0058471169845884
624 => 0.0058270401038586
625 => 0.006038201379566
626 => 0.0065065367655656
627 => 0.0063892240631887
628 => 0.0065067286471206
629 => 0.0063696533083406
630 => 0.0063628463624085
701 => 0.006500071203874
702 => 0.0068207045256947
703 => 0.006668383653258
704 => 0.0064499943320098
705 => 0.0066112496083053
706 => 0.0064715553645068
707 => 0.006156785135272
708 => 0.0063891343563761
709 => 0.0062337690491486
710 => 0.0062791129054716
711 => 0.0066056676724185
712 => 0.0065663757389027
713 => 0.0066172231392072
714 => 0.0065274788085779
715 => 0.0064436434523882
716 => 0.0062871585343647
717 => 0.0062408310647511
718 => 0.0062536343106646
719 => 0.0062408247200983
720 => 0.0061532728466348
721 => 0.0061343660278963
722 => 0.0061028538350053
723 => 0.0061126207812543
724 => 0.006053368639402
725 => 0.0061651896731944
726 => 0.0061859446424299
727 => 0.0062673186657236
728 => 0.0062757671867699
729 => 0.0065023926833564
730 => 0.0063775711681233
731 => 0.0064613122171128
801 => 0.0064538216294898
802 => 0.0058538748503314
803 => 0.0059365422231242
804 => 0.0060651467127391
805 => 0.0060072105644869
806 => 0.005925302405829
807 => 0.0058591571760752
808 => 0.0057589403893011
809 => 0.0058999935921927
810 => 0.0060854635546593
811 => 0.0062804710110901
812 => 0.0065147596925972
813 => 0.0064624691863057
814 => 0.0062760911471572
815 => 0.0062844519298441
816 => 0.0063361349985682
817 => 0.0062692007286686
818 => 0.006249460505763
819 => 0.0063334229950727
820 => 0.0063340011985916
821 => 0.0062569852317954
822 => 0.0061713960784745
823 => 0.006171037456797
824 => 0.0061558076936567
825 => 0.0063723626493702
826 => 0.006491445978837
827 => 0.006505098690648
828 => 0.006490527042553
829 => 0.0064961350915768
830 => 0.0064268431259821
831 => 0.0065852240114374
901 => 0.0067305699741773
902 => 0.0066916141512994
903 => 0.0066332138349089
904 => 0.0065866951699636
905 => 0.0066806558322227
906 => 0.0066764719118401
907 => 0.0067293005039898
908 => 0.0067269038938972
909 => 0.0067091396253411
910 => 0.0066916147857174
911 => 0.0067610987939073
912 => 0.0067410885154276
913 => 0.0067210471554585
914 => 0.0066808511398617
915 => 0.0066863144459665
916 => 0.006627924213214
917 => 0.0066009102197874
918 => 0.0061946845742853
919 => 0.0060861278080012
920 => 0.0061202819765509
921 => 0.0061315264156501
922 => 0.006084282371844
923 => 0.0061520181946629
924 => 0.0061414616384265
925 => 0.0061825310233632
926 => 0.0061568726546802
927 => 0.0061579256830809
928 => 0.0062333814744368
929 => 0.0062552866116793
930 => 0.0062441454820816
1001 => 0.0062519483473563
1002 => 0.0064317620842266
1003 => 0.0064061983209633
1004 => 0.0063926180812343
1005 => 0.0063963799004482
1006 => 0.0064423261654686
1007 => 0.0064551886111012
1008 => 0.0064006895251277
1009 => 0.0064263916091283
1010 => 0.0065358278207226
1011 => 0.0065741243012275
1012 => 0.0066963482836455
1013 => 0.0066444253635562
1014 => 0.0067397321305514
1015 => 0.0070326726398232
1016 => 0.0072666937885709
1017 => 0.0070514782688495
1018 => 0.0074812283061112
1019 => 0.0078158503541008
1020 => 0.0078030070025568
1021 => 0.0077446579085424
1022 => 0.0073636996032936
1023 => 0.0070131360910353
1024 => 0.0073063973547523
1025 => 0.0073071449380233
1026 => 0.0072819535353894
1027 => 0.007125491897175
1028 => 0.0072765090095298
1029 => 0.007288496199495
1030 => 0.0072817865607656
1031 => 0.0071618277895903
1101 => 0.0069786729180923
1102 => 0.0070144609415722
1103 => 0.0070730824540882
1104 => 0.0069620997011668
1105 => 0.0069266339869263
1106 => 0.0069925714973276
1107 => 0.0072050358944665
1108 => 0.0071648707309098
1109 => 0.0071638218561692
1110 => 0.0073356654585446
1111 => 0.0072126625254143
1112 => 0.0070149123431574
1113 => 0.0069649778141331
1114 => 0.0067877438760261
1115 => 0.0069101599883622
1116 => 0.006914565526312
1117 => 0.0068475194726478
1118 => 0.0070203527609004
1119 => 0.0070187600717224
1120 => 0.0071828395560781
1121 => 0.0074964979047261
1122 => 0.0074037336968409
1123 => 0.0072958590157876
1124 => 0.0073075879846586
1125 => 0.007436225823611
1126 => 0.0073584484496641
1127 => 0.0073864177356185
1128 => 0.0074361834887469
1129 => 0.0074662084032234
1130 => 0.0073032678615226
1201 => 0.0072652786269051
1202 => 0.0071875659852872
1203 => 0.0071672922076642
1204 => 0.0072305875327345
1205 => 0.0072139114508353
1206 => 0.0069141952579064
1207 => 0.0068828732481402
1208 => 0.0068838338494622
1209 => 0.0068050731666246
1210 => 0.0066849442205675
1211 => 0.0070006359182788
1212 => 0.0069752814568501
1213 => 0.0069472920937123
1214 => 0.0069507206309916
1215 => 0.0070877516971837
1216 => 0.0070082667585576
1217 => 0.0072195904952204
1218 => 0.0071761486879355
1219 => 0.0071315927622147
1220 => 0.0071254337760734
1221 => 0.0071082835460039
1222 => 0.0070494690257758
1223 => 0.0069784469583957
1224 => 0.0069315520376852
1225 => 0.0063939903543102
1226 => 0.0064937586758922
1227 => 0.0066085330357035
1228 => 0.0066481526847811
1229 => 0.0065803805334377
1230 => 0.007052145083387
1231 => 0.007138341012699
]
'min_raw' => 0.0029751926816187
'max_raw' => 0.0078158503541008
'avg_raw' => 0.0053955215178597
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.002975'
'max' => '$0.007815'
'avg' => '$0.005395'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00011535492427912
'max_diff' => -0.0014095095168619
'year' => 2027
]
2 => [
'items' => [
101 => 0.0068772479203915
102 => 0.0068284080631814
103 => 0.0070553470162947
104 => 0.0069184750854087
105 => 0.0069801085075059
106 => 0.0068468907606112
107 => 0.0071175789374392
108 => 0.0071155167470585
109 => 0.0070102129325026
110 => 0.0070992149954758
111 => 0.007083748696801
112 => 0.0069648609495193
113 => 0.0071213478910842
114 => 0.0071214255066549
115 => 0.0070200728746473
116 => 0.0069017151894064
117 => 0.0068805556307691
118 => 0.0068646147457226
119 => 0.0069761880269785
120 => 0.0070762242820719
121 => 0.0072623669517098
122 => 0.0073091676414976
123 => 0.0074918338494374
124 => 0.0073830650164655
125 => 0.0074312808313298
126 => 0.0074836259189084
127 => 0.0075087220788204
128 => 0.0074678292329779
129 => 0.0077515850423193
130 => 0.0077755427266811
131 => 0.0077835755310144
201 => 0.0076878946686386
202 => 0.007772881668813
203 => 0.007733119065905
204 => 0.0078365703123024
205 => 0.0078527927886693
206 => 0.0078390529283179
207 => 0.0078442021983711
208 => 0.0076020666730532
209 => 0.0075895106686988
210 => 0.0074183086583933
211 => 0.0074880747430541
212 => 0.0073576503917561
213 => 0.0073990092970724
214 => 0.0074172399084537
215 => 0.0074077172716462
216 => 0.0074920192128047
217 => 0.0074203453410712
218 => 0.0072311862092911
219 => 0.0070419755412321
220 => 0.0070396001554223
221 => 0.006989784326368
222 => 0.006953776606186
223 => 0.0069607129705356
224 => 0.0069851576232276
225 => 0.0069523558385336
226 => 0.0069593557623908
227 => 0.0070756011386685
228 => 0.0070989133198569
229 => 0.0070196894195215
301 => 0.0067015940277207
302 => 0.0066235326206909
303 => 0.006679641612039
304 => 0.0066528251280565
305 => 0.0053693491100538
306 => 0.0056708827624146
307 => 0.0054917217052971
308 => 0.0055742873632207
309 => 0.0053914103174346
310 => 0.0054786888290909
311 => 0.0054625716748889
312 => 0.0059474288648557
313 => 0.0059398584867337
314 => 0.0059434820261252
315 => 0.0057705210498853
316 => 0.0060460525814377
317 => 0.0061817893216739
318 => 0.0061566680635725
319 => 0.0061629905430204
320 => 0.0060543493987298
321 => 0.0059445339098797
322 => 0.0058227316322625
323 => 0.0060490252088588
324 => 0.0060238652261015
325 => 0.0060815731742708
326 => 0.0062283407344924
327 => 0.0062499528152508
328 => 0.0062789996709582
329 => 0.0062685884408831
330 => 0.0065166261799294
331 => 0.0064865871731252
401 => 0.0065589725367113
402 => 0.006410070351924
403 => 0.006241573395912
404 => 0.0062735991586694
405 => 0.0062705148201809
406 => 0.006231247651184
407 => 0.0061957990067673
408 => 0.0061367870014072
409 => 0.0063235097185002
410 => 0.0063159291171819
411 => 0.0064386502410393
412 => 0.0064169580903481
413 => 0.0062720925990626
414 => 0.0062772664984243
415 => 0.006312063458123
416 => 0.006432496132945
417 => 0.0064682487505139
418 => 0.0064516867135605
419 => 0.0064908878265558
420 => 0.0065218707879092
421 => 0.0064947788094798
422 => 0.0068783440921146
423 => 0.0067190610446864
424 => 0.0067966944937186
425 => 0.0068152096138699
426 => 0.0067677835229333
427 => 0.0067780685438565
428 => 0.0067936475480546
429 => 0.0068882402108639
430 => 0.0071364787286831
501 => 0.0072464218784085
502 => 0.0075771912688568
503 => 0.0072372926303064
504 => 0.0072171244517352
505 => 0.0072767060072335
506 => 0.0074709026549225
507 => 0.0076282807979108
508 => 0.0076804922073029
509 => 0.0076873928069705
510 => 0.007785344881939
511 => 0.0078414891846129
512 => 0.0077734509236425
513 => 0.007715795621373
514 => 0.0075092814850831
515 => 0.007533186058678
516 => 0.0076978648657216
517 => 0.0079304833802042
518 => 0.0081300942654616
519 => 0.0080601974905861
520 => 0.0085934605434528
521 => 0.0086463313969603
522 => 0.0086390263545249
523 => 0.0087594740270529
524 => 0.0085204099258268
525 => 0.0084182053909038
526 => 0.0077282613521391
527 => 0.0079221074845804
528 => 0.0082038742222679
529 => 0.0081665813379639
530 => 0.0079619548014087
531 => 0.0081299390378843
601 => 0.0080743981959527
602 => 0.0080305908295296
603 => 0.0082312808675896
604 => 0.0080106139268503
605 => 0.0082016729007326
606 => 0.0079566377904765
607 => 0.0080605167731661
608 => 0.0080015500385305
609 => 0.0080397087425309
610 => 0.0078166337386547
611 => 0.0079369995959067
612 => 0.0078116261232668
613 => 0.0078115666799166
614 => 0.0078087990535593
615 => 0.007956300388129
616 => 0.0079611104013539
617 => 0.0078521066922447
618 => 0.0078363975548041
619 => 0.0078944824694142
620 => 0.007826480246869
621 => 0.007858298058797
622 => 0.007827443975979
623 => 0.0078204980720502
624 => 0.0077651519277978
625 => 0.0077413072870799
626 => 0.0077506573851061
627 => 0.0077187406802368
628 => 0.0076995097110754
629 => 0.0078049735297566
630 => 0.0077486284658336
701 => 0.0077963378406084
702 => 0.0077419669866494
703 => 0.0075534939185737
704 => 0.0074451010640569
705 => 0.0070890929099248
706 => 0.0071900563808099
707 => 0.007256995266461
708 => 0.0072348719651527
709 => 0.0072824013769441
710 => 0.0072853192968103
711 => 0.0072698670005318
712 => 0.0072519752210032
713 => 0.0072432664922061
714 => 0.0073081742217319
715 => 0.0073458553434153
716 => 0.0072637134791629
717 => 0.0072444687896554
718 => 0.0073275187495912
719 => 0.0073781791771756
720 => 0.007752227310824
721 => 0.0077245166169237
722 => 0.0077940650206643
723 => 0.0077862349377103
724 => 0.00785913274476
725 => 0.0079782898503742
726 => 0.0077360101378097
727 => 0.0077780615185088
728 => 0.0077677514910695
729 => 0.0078803136672166
730 => 0.0078806650740439
731 => 0.0078131784265461
801 => 0.0078497640330005
802 => 0.0078293429511512
803 => 0.0078662466061276
804 => 0.0077241465237123
805 => 0.0078972090853381
806 => 0.0079953244058748
807 => 0.0079966867371956
808 => 0.0080431926204387
809 => 0.0080904452912527
810 => 0.00818114267804
811 => 0.0080879157903613
812 => 0.0079202096948819
813 => 0.0079323175332881
814 => 0.0078339915108698
815 => 0.0078356443890707
816 => 0.0078268211956959
817 => 0.0078533002631927
818 => 0.0077299571899807
819 => 0.0077589055627289
820 => 0.0077183776713599
821 => 0.0077779734187879
822 => 0.0077138582460854
823 => 0.0077677465192621
824 => 0.0077910029115407
825 => 0.0078768194997228
826 => 0.0077011830662355
827 => 0.0073430484888138
828 => 0.0074183327189499
829 => 0.00730698142913
830 => 0.0073172874149471
831 => 0.0073381071464831
901 => 0.0072706235847826
902 => 0.0072834973217036
903 => 0.0072830373812297
904 => 0.0072790738627055
905 => 0.0072615187819684
906 => 0.0072360604417327
907 => 0.0073374786335677
908 => 0.0073547115606237
909 => 0.007393018222761
910 => 0.0075069928656246
911 => 0.0074956041110954
912 => 0.0075141796422475
913 => 0.0074736293620397
914 => 0.0073191684261449
915 => 0.007327556398098
916 => 0.0072229582534351
917 => 0.0073903434130333
918 => 0.0073507043978643
919 => 0.0073251488669178
920 => 0.0073181758035287
921 => 0.0074324329674868
922 => 0.0074666205017047
923 => 0.0074453171246202
924 => 0.007401623276701
925 => 0.0074855283816323
926 => 0.0075079778480397
927 => 0.0075130034556639
928 => 0.0076616672143939
929 => 0.0075213121083285
930 => 0.0075550969773682
1001 => 0.0078186768812999
1002 => 0.0075796462799743
1003 => 0.007706266120515
1004 => 0.0077000687382183
1005 => 0.0077648431640572
1006 => 0.0076947553446757
1007 => 0.0076956241671965
1008 => 0.0077531394691417
1009 => 0.007672369600499
1010 => 0.0076523698451539
1011 => 0.0076247403263855
1012 => 0.0076850683698105
1013 => 0.007721232303441
1014 => 0.0080126870490208
1015 => 0.0082009801066166
1016 => 0.0081928058083987
1017 => 0.0082675035924647
1018 => 0.0082338515565897
1019 => 0.0081251802557908
1020 => 0.0083106689152012
1021 => 0.0082519725421886
1022 => 0.0082568113998637
1023 => 0.0082566312973393
1024 => 0.0082956592540667
1025 => 0.0082680043698657
1026 => 0.0082134937543897
1027 => 0.0082496804448466
1028 => 0.0083571419785248
1029 => 0.0086907058763845
1030 => 0.0088773726527607
1031 => 0.008679468302061
1101 => 0.0088159800731288
1102 => 0.0087341216546056
1103 => 0.0087192455448829
1104 => 0.0088049850252542
1105 => 0.0088908745812358
1106 => 0.0088854037878305
1107 => 0.0088230523806654
1108 => 0.0087878316528662
1109 => 0.0090545348035711
1110 => 0.0092510371418409
1111 => 0.0092376369997392
1112 => 0.0092967808690161
1113 => 0.0094704290984639
1114 => 0.0094863053163341
1115 => 0.0094843052777931
1116 => 0.0094449544152897
1117 => 0.0096159336482531
1118 => 0.0097585675324846
1119 => 0.0094358458275759
1120 => 0.0095587340280678
1121 => 0.0096139025004792
1122 => 0.0096949061857272
1123 => 0.0098315729805346
1124 => 0.0099800293687725
1125 => 0.010001022729811
1126 => 0.0099861269355293
1127 => 0.0098882159567645
1128 => 0.010050658708227
1129 => 0.010145813862283
1130 => 0.010202476578936
1201 => 0.010346163800592
1202 => 0.0096142432021832
1203 => 0.0090961534238155
1204 => 0.0090152462236163
1205 => 0.0091797741967399
1206 => 0.0092231589111666
1207 => 0.009205670587181
1208 => 0.0086225134389662
1209 => 0.0090121760219181
1210 => 0.0094314201974137
1211 => 0.0094475250736201
1212 => 0.0096574074738555
1213 => 0.0097257537867425
1214 => 0.009894736628847
1215 => 0.0098841667060643
1216 => 0.0099253113390125
1217 => 0.0099158529004234
1218 => 0.010228858031887
1219 => 0.010574149173602
1220 => 0.010562192839323
1221 => 0.010512553152402
1222 => 0.010586276552304
1223 => 0.010942654014203
1224 => 0.010909844488343
1225 => 0.010941716148007
1226 => 0.011361905260138
1227 => 0.011908210877114
1228 => 0.011654397069841
1229 => 0.012205099998666
1230 => 0.012551738300854
1231 => 0.013151213401418
]
'min_raw' => 0.0053693491100538
'max_raw' => 0.013151213401418
'avg_raw' => 0.0092602812557356
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.005369'
'max' => '$0.013151'
'avg' => '$0.00926'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0023941564284351
'max_diff' => 0.0053353630473167
'year' => 2028
]
3 => [
'items' => [
101 => 0.01307615616635
102 => 0.013309527423848
103 => 0.012941788050661
104 => 0.012097384117435
105 => 0.011963753962753
106 => 0.01223128491648
107 => 0.012888983660929
108 => 0.012210571642466
109 => 0.012347813510235
110 => 0.012308287843085
111 => 0.012306181688256
112 => 0.012386565051735
113 => 0.012269964790495
114 => 0.011794914350216
115 => 0.012012627167506
116 => 0.011928557793322
117 => 0.012021839031766
118 => 0.012525239403539
119 => 0.012302674099612
120 => 0.012068219631662
121 => 0.012362277564083
122 => 0.012736714361322
123 => 0.012713282779479
124 => 0.012667815717061
125 => 0.012924111167333
126 => 0.013347436163663
127 => 0.013461859209113
128 => 0.013546323961988
129 => 0.013557970224366
130 => 0.013677933964969
131 => 0.013032858696991
201 => 0.014056609713979
202 => 0.014233383234062
203 => 0.014200157138798
204 => 0.014396633466603
205 => 0.01433882514684
206 => 0.01425506996135
207 => 0.014566526732634
208 => 0.014209466677622
209 => 0.013702664882143
210 => 0.01342462339374
211 => 0.013790770854636
212 => 0.01401436433222
213 => 0.014162145397686
214 => 0.014206863858805
215 => 0.013082934053751
216 => 0.012477198224831
217 => 0.012865467946393
218 => 0.013339183803643
219 => 0.013030227181486
220 => 0.013042337696142
221 => 0.012601846745317
222 => 0.013378157478647
223 => 0.013265055534602
224 => 0.013851828620382
225 => 0.013711790514312
226 => 0.014190281187366
227 => 0.014064278557182
228 => 0.014587308430363
301 => 0.014795959207243
302 => 0.015146316335526
303 => 0.0154040404653
304 => 0.015555381003781
305 => 0.015546295085515
306 => 0.016145981696532
307 => 0.015792367453469
308 => 0.015348144623705
309 => 0.01534011003422
310 => 0.015570179332441
311 => 0.016052341465083
312 => 0.016177359090903
313 => 0.016247226888519
314 => 0.016140221924355
315 => 0.015756399007272
316 => 0.015590666217702
317 => 0.015731875356157
318 => 0.015559188714066
319 => 0.015857294305629
320 => 0.016266656954763
321 => 0.016182125186512
322 => 0.016464702214064
323 => 0.01675713970961
324 => 0.01717533846243
325 => 0.017284671102272
326 => 0.017465393798383
327 => 0.017651416816995
328 => 0.017711162397112
329 => 0.01782523524752
330 => 0.01782463402729
331 => 0.018168400239984
401 => 0.018547585018139
402 => 0.018690718493744
403 => 0.019019846028473
404 => 0.018456226659254
405 => 0.0188837384252
406 => 0.019269364739396
407 => 0.018809605150104
408 => 0.019443276633698
409 => 0.019467880661475
410 => 0.019839372269668
411 => 0.019462794355584
412 => 0.01923918359228
413 => 0.019884739487352
414 => 0.020197103650157
415 => 0.020103017022216
416 => 0.019387013137957
417 => 0.018970268166467
418 => 0.017879566191977
419 => 0.01917154979558
420 => 0.019800837321216
421 => 0.01938538343529
422 => 0.019594914209842
423 => 0.020738046175214
424 => 0.021173276815314
425 => 0.021082751884665
426 => 0.021098049107778
427 => 0.021332891661181
428 => 0.022374312873126
429 => 0.021750269142974
430 => 0.022227327192203
501 => 0.022480357061353
502 => 0.022715385305328
503 => 0.022138230219565
504 => 0.02138735993308
505 => 0.02114952779396
506 => 0.019344074734036
507 => 0.019250093061582
508 => 0.019197338300897
509 => 0.018864726997089
510 => 0.0186033856222
511 => 0.018395557257905
512 => 0.017850153567191
513 => 0.018034211302314
514 => 0.017164951653913
515 => 0.017721073172289
516 => 0.016333713784434
517 => 0.017489147908247
518 => 0.016860297645798
519 => 0.017282553684159
520 => 0.01728108047262
521 => 0.016503573229599
522 => 0.016055123277987
523 => 0.016340893041088
524 => 0.016647260911563
525 => 0.016696968067803
526 => 0.017094182008894
527 => 0.017205035881768
528 => 0.016869143471689
529 => 0.016304963844821
530 => 0.016436009904575
531 => 0.016052467633769
601 => 0.015380324556922
602 => 0.015863069449206
603 => 0.016027899780226
604 => 0.016100698244582
605 => 0.015439722724656
606 => 0.015232029865819
607 => 0.015121455930486
608 => 0.016219640205374
609 => 0.016279801218963
610 => 0.015972008967531
611 => 0.017363259130064
612 => 0.017048376370178
613 => 0.01740017756112
614 => 0.016424118848212
615 => 0.016461405605483
616 => 0.015999323768758
617 => 0.016258058721004
618 => 0.016075193196173
619 => 0.016237155493731
620 => 0.016334235027092
621 => 0.016796241040735
622 => 0.017494423274792
623 => 0.016727232748839
624 => 0.016392956850311
625 => 0.016600339737719
626 => 0.017152627695484
627 => 0.017989372222597
628 => 0.017494002621493
629 => 0.017713839238542
630 => 0.017761863759517
701 => 0.017396596555242
702 => 0.018002840145431
703 => 0.018327731010527
704 => 0.018661001811424
705 => 0.018950371509807
706 => 0.018527886124764
707 => 0.018980006047661
708 => 0.018615677199716
709 => 0.018288836559485
710 => 0.018289332241822
711 => 0.018084300333826
712 => 0.017687025176399
713 => 0.017613761542075
714 => 0.017994888220005
715 => 0.018300515722874
716 => 0.018325688667868
717 => 0.018494899757164
718 => 0.018595037136797
719 => 0.019576519587365
720 => 0.019971279948232
721 => 0.020453985445069
722 => 0.020642026439878
723 => 0.021207962417826
724 => 0.02075092315256
725 => 0.020652039832608
726 => 0.019279264266354
727 => 0.019504056188424
728 => 0.019863969744852
729 => 0.019285199108335
730 => 0.019652295862568
731 => 0.019724768538026
801 => 0.019265532703576
802 => 0.019510830405165
803 => 0.018859392435444
804 => 0.017508622842357
805 => 0.018004343938126
806 => 0.018369361522528
807 => 0.017848436423242
808 => 0.018782174501126
809 => 0.018236703992293
810 => 0.018063816028195
811 => 0.017389318441238
812 => 0.017707655338489
813 => 0.018138210550165
814 => 0.017872177486765
815 => 0.018424236038386
816 => 0.019206098176119
817 => 0.019763299696163
818 => 0.019806074710073
819 => 0.019447831462287
820 => 0.020021918553142
821 => 0.020026100150854
822 => 0.019378527567155
823 => 0.018981892965339
824 => 0.01889177674928
825 => 0.01911690472532
826 => 0.01939025164915
827 => 0.019821243561948
828 => 0.020081682948354
829 => 0.020760770741725
830 => 0.020944512427639
831 => 0.021146388833459
901 => 0.021416157968013
902 => 0.021740084981432
903 => 0.021031351117247
904 => 0.021059510434916
905 => 0.020399547273676
906 => 0.0196942819876
907 => 0.020229490427173
908 => 0.020929204266119
909 => 0.02076868913835
910 => 0.020750627907449
911 => 0.020781001888056
912 => 0.020659978723652
913 => 0.02011259543638
914 => 0.019837702976313
915 => 0.020192384382346
916 => 0.020380881764599
917 => 0.020673224765774
918 => 0.020637187320267
919 => 0.021390231495949
920 => 0.021682841691745
921 => 0.021607979482165
922 => 0.021621755930387
923 => 0.022151512712991
924 => 0.022740711208039
925 => 0.023292573350241
926 => 0.023853951224319
927 => 0.023177188286166
928 => 0.022833569803108
929 => 0.023188096366334
930 => 0.022999979581564
1001 => 0.024080954425919
1002 => 0.024155798778784
1003 => 0.025236695456354
1004 => 0.02626259511415
1005 => 0.02561824591999
1006 => 0.026225838187958
1007 => 0.02688299876349
1008 => 0.028150768134151
1009 => 0.027723828010777
1010 => 0.027396798567276
1011 => 0.027087757323363
1012 => 0.02773082309303
1013 => 0.028558116932481
1014 => 0.028736308101776
1015 => 0.029025045870301
1016 => 0.028721473411872
1017 => 0.02908709300064
1018 => 0.030377890810381
1019 => 0.030029105848002
1020 => 0.029533775131443
1021 => 0.030552736032694
1022 => 0.030921494021746
1023 => 0.033509630708975
1024 => 0.036777260187196
1025 => 0.035424440126801
1026 => 0.034584701060083
1027 => 0.034782059659639
1028 => 0.035975287328846
1029 => 0.036358514185043
1030 => 0.035316771483682
1031 => 0.035684732617124
1101 => 0.037712234639532
1102 => 0.038799924424501
1103 => 0.037322695600286
1104 => 0.03324707986202
1105 => 0.029489176019947
1106 => 0.03048594133948
1107 => 0.030372939085474
1108 => 0.032551237072523
1109 => 0.030020787442
1110 => 0.030063393724078
1111 => 0.032286736606642
1112 => 0.03169358684332
1113 => 0.030732760191622
1114 => 0.029496191117819
1115 => 0.027210278816099
1116 => 0.025185582543085
1117 => 0.029156478194169
1118 => 0.028985245953089
1119 => 0.028737276292809
1120 => 0.029289105938643
1121 => 0.031968634059234
1122 => 0.031906862263269
1123 => 0.031513901613582
1124 => 0.031811958802973
1125 => 0.030680509325236
1126 => 0.030972109618275
1127 => 0.029488580748779
1128 => 0.030159197755429
1129 => 0.030730698689157
1130 => 0.030845435962818
1201 => 0.031103944899009
1202 => 0.028895014342893
1203 => 0.029886759311795
1204 => 0.030469316567088
1205 => 0.02783730169406
1206 => 0.030417290095621
1207 => 0.028856561776338
1208 => 0.028326827143421
1209 => 0.029040045039413
1210 => 0.028762103331718
1211 => 0.028523145372726
1212 => 0.02838980272579
1213 => 0.02891351123362
1214 => 0.028889079605763
1215 => 0.028032190839511
1216 => 0.026914414375191
1217 => 0.027289576846379
1218 => 0.02715327680343
1219 => 0.026659307864726
1220 => 0.026992183287375
1221 => 0.025526368390424
1222 => 0.023004510046647
1223 => 0.024670526915156
1224 => 0.024606387077996
1225 => 0.02457404486359
1226 => 0.02582601049495
1227 => 0.025705662887256
1228 => 0.025487230800845
1229 => 0.026655296188162
1230 => 0.026228936609095
1231 => 0.02754287636883
]
'min_raw' => 0.011794914350216
'max_raw' => 0.038799924424501
'avg_raw' => 0.025297419387359
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.011794'
'max' => '$0.038799'
'avg' => '$0.025297'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0064255652401627
'max_diff' => 0.025648711023084
'year' => 2029
]
4 => [
'items' => [
101 => 0.028408322074886
102 => 0.028188817049595
103 => 0.029002772919203
104 => 0.027298219831993
105 => 0.027864403992765
106 => 0.027981093763602
107 => 0.026640882442597
108 => 0.025725353244239
109 => 0.025664297884506
110 => 0.024076896422248
111 => 0.024924873470329
112 => 0.025671058180966
113 => 0.025313693610844
114 => 0.025200562663906
115 => 0.025778524136703
116 => 0.025823436693044
117 => 0.024799425648837
118 => 0.02501234997114
119 => 0.025900279790867
120 => 0.024989976417876
121 => 0.023221405661366
122 => 0.022782775661348
123 => 0.022724254333791
124 => 0.021534654985558
125 => 0.02281208701534
126 => 0.02225445370129
127 => 0.024016010658902
128 => 0.023009818772134
129 => 0.022966443850945
130 => 0.022900876295852
131 => 0.021876938995097
201 => 0.022101116189352
202 => 0.022846315326207
203 => 0.023112210773505
204 => 0.023084475699935
205 => 0.022842663443894
206 => 0.02295336385643
207 => 0.02259675925707
208 => 0.022470834750953
209 => 0.022073382371384
210 => 0.021489237172439
211 => 0.021570466145123
212 => 0.020413121656107
213 => 0.01978253895357
214 => 0.019608001972454
215 => 0.019374603826904
216 => 0.019634364914043
217 => 0.020409843044582
218 => 0.019474451892289
219 => 0.017870789371742
220 => 0.017967172221735
221 => 0.018183715869344
222 => 0.017780188214604
223 => 0.017398283154902
224 => 0.017730318619376
225 => 0.017050825668711
226 => 0.018265829346116
227 => 0.01823296690165
228 => 0.018685845137264
301 => 0.018969039191989
302 => 0.01831636858101
303 => 0.018152223687358
304 => 0.018245728078752
305 => 0.016700308772619
306 => 0.018559551409424
307 => 0.018575630216954
308 => 0.018437953705156
309 => 0.019427943011578
310 => 0.021517129233537
311 => 0.020731093339515
312 => 0.020426716483289
313 => 0.019848095857106
314 => 0.020619073486402
315 => 0.020559874433597
316 => 0.020292153866237
317 => 0.020130235631758
318 => 0.020428574943469
319 => 0.020093268089462
320 => 0.020033037764867
321 => 0.019668107529056
322 => 0.01953784403814
323 => 0.019441402135404
324 => 0.019335229076678
325 => 0.01956942038755
326 => 0.01903871206668
327 => 0.01839872985769
328 => 0.018345522261716
329 => 0.01849243311226
330 => 0.018427435997121
331 => 0.018345211080535
401 => 0.018188221322148
402 => 0.018141645814391
403 => 0.018292993619379
404 => 0.018122130771672
405 => 0.018374248210845
406 => 0.018305686217684
407 => 0.017922704497266
408 => 0.017445367475632
409 => 0.017441118174891
410 => 0.01733827669657
411 => 0.017207292611608
412 => 0.017170855835681
413 => 0.017702355518681
414 => 0.018802543956042
415 => 0.01858655064051
416 => 0.018742627946868
417 => 0.019510373818758
418 => 0.019754417144508
419 => 0.019581200972373
420 => 0.019344091992448
421 => 0.019354523584216
422 => 0.020164796746392
423 => 0.020215332489615
424 => 0.020343020009293
425 => 0.020507134556567
426 => 0.019609150389426
427 => 0.019312228610698
428 => 0.019171530599344
429 => 0.018738235181355
430 => 0.019205507141714
501 => 0.018933247780993
502 => 0.018969984870459
503 => 0.01894605979275
504 => 0.018959124502986
505 => 0.018265489727826
506 => 0.018518213783524
507 => 0.01809801102429
508 => 0.017535406699649
509 => 0.017533520652678
510 => 0.017671217264093
511 => 0.017589309931554
512 => 0.017368899405723
513 => 0.017400207680609
514 => 0.017125914248493
515 => 0.017433511869511
516 => 0.017442332668645
517 => 0.017323890829597
518 => 0.017797787405067
519 => 0.0179919432187
520 => 0.017913982262969
521 => 0.017986473270218
522 => 0.018595526137922
523 => 0.018694828330197
524 => 0.018738931804471
525 => 0.018679838991535
526 => 0.017997605638585
527 => 0.018027865588869
528 => 0.017805838151481
529 => 0.017618248363563
530 => 0.017625750971301
531 => 0.017722196507256
601 => 0.018143379819229
602 => 0.019029735269163
603 => 0.01906337181057
604 => 0.019104140280004
605 => 0.018938314426228
606 => 0.018888299761989
607 => 0.018954282014
608 => 0.01928715051864
609 => 0.020143378685491
610 => 0.019840730465769
611 => 0.019594672752135
612 => 0.019810531703675
613 => 0.019777301910044
614 => 0.019496809010514
615 => 0.019488936509035
616 => 0.018950580955833
617 => 0.018751563165577
618 => 0.018585249003816
619 => 0.018403638280913
620 => 0.01829597335673
621 => 0.018461395613108
622 => 0.018499229640361
623 => 0.018137530985704
624 => 0.018088232795596
625 => 0.018383603724797
626 => 0.018253621991394
627 => 0.018387311427591
628 => 0.018418328523555
629 => 0.018413334056721
630 => 0.018277618198741
701 => 0.018364119439512
702 => 0.018159518217827
703 => 0.017937045119355
704 => 0.017795121143094
705 => 0.017671273650322
706 => 0.01773999143737
707 => 0.017495025073915
708 => 0.017416655404047
709 => 0.018334814765478
710 => 0.019013068957644
711 => 0.019003206873072
712 => 0.018943173969561
713 => 0.018853977252173
714 => 0.019280625223191
715 => 0.019131989601184
716 => 0.019240134435116
717 => 0.019267661834176
718 => 0.019350978980408
719 => 0.019380757698836
720 => 0.019290745729098
721 => 0.018988654564623
722 => 0.018235872104715
723 => 0.017885449837531
724 => 0.017769804652616
725 => 0.017774008135446
726 => 0.017658057313815
727 => 0.017692210027337
728 => 0.017646180393815
729 => 0.01755901140369
730 => 0.017734608997866
731 => 0.01775484498479
801 => 0.017713858408074
802 => 0.017723512230626
803 => 0.017384160881017
804 => 0.017409961027095
805 => 0.017266302535207
806 => 0.017239368299807
807 => 0.016876212142088
808 => 0.016232828368363
809 => 0.01658932543378
810 => 0.016158727109829
811 => 0.015995652999919
812 => 0.016767620473005
813 => 0.016690136349752
814 => 0.016557517212281
815 => 0.016361345867712
816 => 0.016288584007779
817 => 0.015846505980433
818 => 0.015820385652183
819 => 0.016039491459647
820 => 0.015938381668473
821 => 0.015796385228392
822 => 0.015282088516369
823 => 0.014703848734265
824 => 0.014721302158601
825 => 0.014905229474755
826 => 0.01544002295245
827 => 0.015231069888693
828 => 0.015079472043478
829 => 0.015051082324083
830 => 0.015406439100207
831 => 0.015909343387968
901 => 0.016145294827936
902 => 0.01591147411688
903 => 0.015642873473819
904 => 0.015659221950386
905 => 0.015767981040744
906 => 0.01577941008337
907 => 0.015604578677329
908 => 0.015653792694049
909 => 0.015579032102428
910 => 0.015120226489647
911 => 0.015111928151
912 => 0.014999329854384
913 => 0.014995920422712
914 => 0.014804362631206
915 => 0.014777562371998
916 => 0.014397212750236
917 => 0.014647560023084
918 => 0.014479640216279
919 => 0.014226545459146
920 => 0.01418291182762
921 => 0.014181600147967
922 => 0.01444147187259
923 => 0.014644523270677
924 => 0.014482561253211
925 => 0.014445685641336
926 => 0.014839420701695
927 => 0.01478931432629
928 => 0.01474592252834
929 => 0.015864313824902
930 => 0.014979019844512
1001 => 0.014592981138249
1002 => 0.014115184932485
1003 => 0.014270757786339
1004 => 0.014303539272487
1005 => 0.013154525526866
1006 => 0.012688370793368
1007 => 0.012528404055502
1008 => 0.012436340936263
1009 => 0.012478295255756
1010 => 0.012058701321111
1011 => 0.012340675384636
1012 => 0.011977342504625
1013 => 0.011916428564904
1014 => 0.012566112762669
1015 => 0.012656512523388
1016 => 0.012270839059157
1017 => 0.012518503858056
1018 => 0.012428697159177
1019 => 0.011983570804025
1020 => 0.011966570251386
1021 => 0.011743221493318
1022 => 0.011393723935784
1023 => 0.01123399417372
1024 => 0.0111508055268
1025 => 0.011185130783833
1026 => 0.011167774883507
1027 => 0.011054515893893
1028 => 0.011174266756215
1029 => 0.010868352787455
1030 => 0.010746535380178
1031 => 0.010691513283454
1101 => 0.010419997028428
1102 => 0.010852100134001
1103 => 0.01093722988929
1104 => 0.011022527376495
1105 => 0.011764983767549
1106 => 0.011727892744412
1107 => 0.01206317752951
1108 => 0.01205014897931
1109 => 0.011954520327346
1110 => 0.011551078774863
1111 => 0.011711883387029
1112 => 0.011216951785367
1113 => 0.011587788193409
1114 => 0.011418553943278
1115 => 0.011530569923206
1116 => 0.011329155091222
1117 => 0.011440626375456
1118 => 0.010957417312375
1119 => 0.010506203488204
1120 => 0.010687785102803
1121 => 0.010885185084249
1122 => 0.011313198540602
1123 => 0.011058277257032
1124 => 0.011149956590245
1125 => 0.010842846170918
1126 => 0.010209189654091
1127 => 0.010212776081162
1128 => 0.010115301831005
1129 => 0.010031069847397
1130 => 0.011087558033002
1201 => 0.010956167026515
1202 => 0.010746812653708
1203 => 0.011027041801122
1204 => 0.011101138835533
1205 => 0.011103248273934
1206 => 0.011307696226126
1207 => 0.01141681013486
1208 => 0.011436041934202
1209 => 0.011757745204366
1210 => 0.011865575897156
1211 => 0.012309715259989
1212 => 0.011407552582041
1213 => 0.011388973135373
1214 => 0.011030985199904
1215 => 0.010803943591665
1216 => 0.011046530933063
1217 => 0.011261430201068
1218 => 0.011037662719191
1219 => 0.011066882028335
1220 => 0.01076649246639
1221 => 0.010873867600142
1222 => 0.010966353530323
1223 => 0.010915288235749
1224 => 0.010838841018184
1225 => 0.01124381091177
1226 => 0.011220960923284
1227 => 0.01159807819841
1228 => 0.011892068082285
1229 => 0.012418950511168
1230 => 0.011869121229627
1231 => 0.011849083265234
]
'min_raw' => 0.010031069847397
'max_raw' => 0.029002772919203
'avg_raw' => 0.0195169213833
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.010031'
'max' => '$0.0290027'
'avg' => '$0.019516'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0017638445028194
'max_diff' => -0.0097971515052978
'year' => 2030
]
5 => [
'items' => [
101 => 0.012044957581364
102 => 0.011865545909819
103 => 0.011978927893155
104 => 0.012400682920774
105 => 0.012409593939914
106 => 0.012260322888108
107 => 0.01225123973104
108 => 0.012279908869385
109 => 0.012447824908141
110 => 0.012389149884661
111 => 0.012457050107302
112 => 0.01254196037544
113 => 0.012893185245664
114 => 0.012977864372809
115 => 0.01277213799494
116 => 0.012790712783441
117 => 0.012713765470803
118 => 0.012639435330942
119 => 0.012806518630305
120 => 0.013111866643922
121 => 0.013109967089777
122 => 0.013180801893819
123 => 0.01322493138991
124 => 0.013035495287922
125 => 0.012912179351287
126 => 0.01295946652819
127 => 0.013035079753838
128 => 0.012934946178201
129 => 0.012316875362987
130 => 0.012504358565806
131 => 0.012473152193397
201 => 0.012428710524261
202 => 0.012617226334461
203 => 0.01259904352468
204 => 0.01205439777884
205 => 0.01208926423239
206 => 0.012056518123362
207 => 0.012162327500855
208 => 0.011859831856197
209 => 0.011952877479155
210 => 0.012011234821625
211 => 0.012045607744663
212 => 0.012169786312408
213 => 0.012155215390746
214 => 0.012168880563459
215 => 0.012353004597498
216 => 0.013284240777929
217 => 0.013334925908573
218 => 0.013085333788066
219 => 0.013185040917222
220 => 0.012993625032795
221 => 0.013122123798386
222 => 0.013210039390288
223 => 0.012812765735677
224 => 0.012789241768136
225 => 0.012597035842264
226 => 0.012700316419728
227 => 0.012535989594847
228 => 0.012576309649764
301 => 0.012463571261176
302 => 0.012666477914646
303 => 0.012893359081731
304 => 0.012950678224346
305 => 0.012799896237569
306 => 0.012690720142126
307 => 0.012499042883369
308 => 0.012817806436488
309 => 0.012911022613563
310 => 0.012817316811593
311 => 0.012795603129764
312 => 0.012754455741935
313 => 0.012804332742609
314 => 0.012910514938244
315 => 0.01286044137566
316 => 0.012893515845929
317 => 0.012767470071507
318 => 0.013035557999154
319 => 0.013461346147131
320 => 0.01346271512565
321 => 0.013412641293151
322 => 0.013392152159748
323 => 0.013443530950627
324 => 0.01347140183701
325 => 0.013637551425452
326 => 0.013815836553542
327 => 0.014647815454444
328 => 0.014414199108288
329 => 0.015152380283815
330 => 0.015736185752827
331 => 0.015911243486265
401 => 0.015750198608605
402 => 0.015199272781604
403 => 0.015172241732201
404 => 0.015995557512625
405 => 0.015762933094403
406 => 0.015735263160061
407 => 0.015440901807747
408 => 0.015614905824327
409 => 0.015576848593416
410 => 0.015516773392599
411 => 0.01584876093501
412 => 0.01647021197767
413 => 0.01637335300474
414 => 0.016301052274607
415 => 0.015984251521588
416 => 0.016175036334915
417 => 0.016107101517132
418 => 0.01639899260683
419 => 0.016226082791472
420 => 0.015761170735643
421 => 0.015835209512904
422 => 0.015824018700666
423 => 0.016054324823528
424 => 0.015985192641994
425 => 0.01581051953269
426 => 0.016468087925566
427 => 0.016425389091721
428 => 0.016485926275802
429 => 0.016512576616409
430 => 0.016912826909498
501 => 0.017076796647996
502 => 0.017114020649329
503 => 0.017269779219027
504 => 0.017110145234222
505 => 0.017748794990545
506 => 0.018173459812253
507 => 0.018666729855719
508 => 0.019387529967711
509 => 0.019658557477594
510 => 0.019609598783807
511 => 0.020156101202341
512 => 0.021138153900382
513 => 0.019808099712042
514 => 0.021208650001987
515 => 0.020765251950321
516 => 0.019713963146211
517 => 0.019646272541108
518 => 0.020358217524965
519 => 0.021937242976995
520 => 0.02154171501042
521 => 0.021937889919054
522 => 0.021475730844063
523 => 0.021452780750607
524 => 0.02191544388434
525 => 0.022996481514762
526 => 0.022482921058638
527 => 0.021746606214595
528 => 0.022290289637109
529 => 0.021819300741002
530 => 0.020758030936581
531 => 0.021541412557638
601 => 0.021017587577061
602 => 0.021170467554461
603 => 0.022271469750548
604 => 0.022138994253425
605 => 0.022310429813603
606 => 0.022007850537138
607 => 0.021725193780546
608 => 0.021197593954002
609 => 0.021041397655719
610 => 0.02108456469321
611 => 0.021041376264279
612 => 0.02074618901022
613 => 0.020682443350811
614 => 0.020576197792368
615 => 0.020609127733553
616 => 0.020409355000446
617 => 0.020786367422972
618 => 0.020856344250815
619 => 0.021130702451703
620 => 0.021159187230268
621 => 0.021923270914496
622 => 0.021502426461128
623 => 0.021784765254409
624 => 0.021759510215262
625 => 0.019736747762383
626 => 0.020015466581405
627 => 0.020449065597021
628 => 0.020253729828216
629 => 0.019977570752656
630 => 0.019754557492428
701 => 0.019416669598907
702 => 0.019892240320476
703 => 0.020517565248031
704 => 0.021175046502374
705 => 0.021964967149588
706 => 0.02178866605682
707 => 0.021160279485331
708 => 0.021188468447892
709 => 0.021362721522492
710 => 0.021137047958324
711 => 0.021070492418579
712 => 0.02135357781336
713 => 0.021355527266893
714 => 0.021095862557757
715 => 0.020807292751692
716 => 0.020806083633668
717 => 0.020754735423932
718 => 0.021484865576504
719 => 0.021886363335934
720 => 0.021932394407007
721 => 0.021883265078095
722 => 0.02190217300692
723 => 0.021668550307107
724 => 0.02220254252022
725 => 0.022692586581328
726 => 0.022561244304687
727 => 0.022364343560596
728 => 0.022207502633904
729 => 0.022524297566834
730 => 0.022510191187152
731 => 0.02268830647396
801 => 0.022680226135706
802 => 0.022620332664008
803 => 0.022561246443671
804 => 0.022795516628502
805 => 0.022728050577535
806 => 0.022660479733156
807 => 0.022524956060175
808 => 0.022543375978143
809 => 0.022346509231742
810 => 0.022255429666848
811 => 0.020885811541268
812 => 0.02051980482455
813 => 0.020634957988384
814 => 0.020672869399868
815 => 0.020513582807702
816 => 0.0207419588635
817 => 0.020706366697114
818 => 0.020844834995801
819 => 0.020758326014376
820 => 0.020761876373149
821 => 0.021016280841861
822 => 0.021090135541442
823 => 0.021052572445154
824 => 0.021078880350206
825 => 0.021685134918259
826 => 0.021598944905611
827 => 0.021553158179223
828 => 0.021565841415345
829 => 0.021720752455727
830 => 0.021764119089204
831 => 0.02158037161584
901 => 0.02166702798651
902 => 0.022035999814493
903 => 0.02216511907229
904 => 0.022577205762418
905 => 0.022402144012195
906 => 0.022723477431225
907 => 0.023711146810688
908 => 0.024500165452526
909 => 0.023774551301917
910 => 0.025223483556734
911 => 0.026351685154097
912 => 0.026308382897672
913 => 0.026111654853399
914 => 0.024827227329593
915 => 0.023645277972451
916 => 0.024634028797921
917 => 0.024636549327113
918 => 0.024551614754326
919 => 0.024024093417283
920 => 0.024533258155266
921 => 0.024573673803152
922 => 0.024551051787724
923 => 0.024146602415452
924 => 0.023529082978732
925 => 0.023649744798535
926 => 0.023847391320805
927 => 0.023473205220763
928 => 0.023353630089064
929 => 0.023575943008992
930 => 0.024292281557736
1001 => 0.024156861904562
1002 => 0.024153325550144
1003 => 0.02473270825329
1004 => 0.024317995276451
1005 => 0.023651266730495
1006 => 0.023482908979572
1007 => 0.022885352383166
1008 => 0.023298086852727
1009 => 0.02331294043151
1010 => 0.023086889980575
1011 => 0.023669609478753
1012 => 0.023664239615992
1013 => 0.024217445053161
1014 => 0.025274966074554
1015 => 0.024962205071079
1016 => 0.024598498052338
1017 => 0.024638043089777
1018 => 0.025071754545012
1019 => 0.024809522698507
1020 => 0.024903823098856
1021 => 0.025071611810062
1022 => 0.025172842905492
1023 => 0.024623477493003
1024 => 0.024495394136166
1025 => 0.024233380539228
1026 => 0.024165026082502
1027 => 0.024378430690115
1028 => 0.024322206115705
1029 => 0.023311692045729
1030 => 0.023206087702969
1031 => 0.023209326437393
1101 => 0.022943779296311
1102 => 0.022538756167545
1103 => 0.023603132767269
1104 => 0.02351764843037
1105 => 0.023423280338396
1106 => 0.023434839891206
1107 => 0.023896849698076
1108 => 0.023628860678037
1109 => 0.024341353410348
1110 => 0.024194886324076
1111 => 0.024044662909713
1112 => 0.024023897457931
1113 => 0.023966074259861
1114 => 0.023767776998613
1115 => 0.023528321139839
1116 => 0.023370211640565
1117 => 0.021557784893708
1118 => 0.021894160755523
1119 => 0.022281130522917
1120 => 0.022414710935937
1121 => 0.022186212395983
1122 => 0.023776799513686
1123 => 0.024067415107369
1124 => 0.023187121517717
1125 => 0.023022454529243
1126 => 0.023787595054036
1127 => 0.023326121782961
1128 => 0.02353392316867
1129 => 0.023084770234048
1130 => 0.023997414321069
1201 => 0.023990461502223
1202 => 0.02363542233937
1203 => 0.02393549900861
1204 => 0.023883353302805
1205 => 0.023482514962367
1206 => 0.024010121611423
1207 => 0.024010383297738
1208 => 0.02366866582271
1209 => 0.023269614623451
1210 => 0.023198273694192
1211 => 0.0231445278873
1212 => 0.023520704994852
1213 => 0.023857984213208
1214 => 0.024485577219959
1215 => 0.024643369013098
1216 => 0.025259240886514
1217 => 0.024892519172152
1218 => 0.025055082158288
1219 => 0.025231567275676
1220 => 0.025316180730977
1221 => 0.025178307646172
1222 => 0.026135010168565
1223 => 0.026215785174063
1224 => 0.026242868334705
1225 => 0.02592027362698
1226 => 0.026206813231671
1227 => 0.026072750839831
1228 => 0.026421543939795
1229 => 0.026476239151483
1230 => 0.026429914253022
1231 => 0.026447275376517
]
'min_raw' => 0.011859831856197
'max_raw' => 0.026476239151483
'avg_raw' => 0.01916803550384
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.011859'
'max' => '$0.026476'
'avg' => '$0.019168'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0018287620088005
'max_diff' => -0.0025265337677202
'year' => 2031
]
6 => [
'items' => [
101 => 0.025630898547545
102 => 0.025588565102232
103 => 0.025011345571544
104 => 0.025246566796891
105 => 0.024806831990552
106 => 0.024946276427412
107 => 0.025007742206505
108 => 0.024975635971659
109 => 0.025259865852049
110 => 0.025018212389389
111 => 0.024380449169924
112 => 0.023742512192296
113 => 0.023734503413194
114 => 0.023566545867507
115 => 0.023445143324935
116 => 0.023468529761621
117 => 0.023550946614843
118 => 0.0234403531076
119 => 0.023463953839604
120 => 0.023855883241717
121 => 0.023934481888198
122 => 0.023667372976981
123 => 0.022594892154814
124 => 0.02233170267094
125 => 0.022520878052674
126 => 0.02243046440466
127 => 0.01810313540053
128 => 0.019119777161872
129 => 0.018515723149175
130 => 0.018794099029414
131 => 0.018177516301479
201 => 0.018471781897119
202 => 0.018417441786463
203 => 0.020052171654084
204 => 0.020026647595699
205 => 0.020038864611745
206 => 0.019455714604602
207 => 0.020384688400229
208 => 0.020842334296771
209 => 0.020757636221172
210 => 0.020778952902052
211 => 0.020412661698994
212 => 0.020042411111263
213 => 0.019631746228313
214 => 0.020394710821121
215 => 0.020309882182641
216 => 0.020504448558934
217 => 0.020999285635205
218 => 0.021072152274389
219 => 0.021170085776393
220 => 0.021134983587306
221 => 0.021971260141943
222 => 0.021869981533246
223 => 0.022114033840361
224 => 0.021611999728332
225 => 0.021043900477056
226 => 0.02115187757216
227 => 0.021141478509604
228 => 0.021009086507785
229 => 0.020889568928189
301 => 0.020690605832031
302 => 0.021320154509273
303 => 0.021294595982668
304 => 0.021708358819869
305 => 0.021635222219316
306 => 0.021146798101261
307 => 0.021164242264189
308 => 0.021281562643259
309 => 0.021687609814762
310 => 0.021808152261064
311 => 0.021752312197151
312 => 0.021884481486549
313 => 0.021988942703914
314 => 0.021897600207137
315 => 0.023190817337213
316 => 0.022653783422022
317 => 0.022915530015628
318 => 0.022977955035903
319 => 0.022818054659126
320 => 0.022852731325246
321 => 0.022905257025591
322 => 0.023224182792502
323 => 0.024061136286789
324 => 0.024431817292074
325 => 0.025547029385551
326 => 0.024401037394713
327 => 0.024333038972563
328 => 0.024533922346778
329 => 0.025188669902838
330 => 0.025719281299714
331 => 0.025895315711764
401 => 0.025918581565328
402 => 0.026248833824879
403 => 0.026438128261214
404 => 0.026208732514073
405 => 0.026014343637107
406 => 0.025318066808249
407 => 0.025398662747088
408 => 0.025953888842543
409 => 0.026738178405027
410 => 0.027411180441059
411 => 0.027175518584529
412 => 0.028973452198507
413 => 0.029151709972432
414 => 0.02912708051184
415 => 0.029533178249156
416 => 0.028727156940949
417 => 0.028382567215764
418 => 0.026056372718714
419 => 0.026709938488145
420 => 0.027659934716584
421 => 0.027534199153447
422 => 0.026844286498882
423 => 0.027410657080445
424 => 0.027223397254134
425 => 0.027075697659706
426 => 0.027752338134757
427 => 0.02700834413758
428 => 0.027652512807336
429 => 0.026826359825302
430 => 0.027176595068039
501 => 0.026977784605289
502 => 0.027106439339982
503 => 0.026354326389814
504 => 0.026760148281215
505 => 0.026337442864913
506 => 0.026337242447508
507 => 0.026327911202015
508 => 0.026825222249731
509 => 0.026841439545143
510 => 0.026473925929486
511 => 0.026420961475828
512 => 0.026616798820795
513 => 0.02638752457972
514 => 0.026494800554084
515 => 0.0263907738597
516 => 0.026367355259657
517 => 0.026180751870165
518 => 0.026100357999205
519 => 0.026131882507503
520 => 0.026024273108683
521 => 0.025959434553492
522 => 0.026315013181425
523 => 0.026125041864521
524 => 0.026285897352537
525 => 0.026102582222362
526 => 0.025467132114576
527 => 0.025101678037825
528 => 0.023901371690473
529 => 0.024241777081607
530 => 0.024467466208103
531 => 0.024392875953142
601 => 0.024553124683395
602 => 0.024562962653946
603 => 0.024510864158199
604 => 0.024450540774354
605 => 0.02442117868719
606 => 0.024640019628999
607 => 0.024767064161567
608 => 0.024490117131278
609 => 0.024425232316982
610 => 0.024705241055269
611 => 0.024876046223868
612 => 0.02613717562167
613 => 0.026043747082486
614 => 0.026278234381412
615 => 0.026251834710054
616 => 0.026497614756084
617 => 0.026899361256946
618 => 0.026082498290605
619 => 0.026224277456566
620 => 0.026189516479232
621 => 0.026569027714951
622 => 0.026570212507604
623 => 0.026342676563798
624 => 0.026466027490284
625 => 0.026397176387075
626 => 0.026521599636359
627 => 0.026042499287385
628 => 0.026625991796748
629 => 0.026956794450131
630 => 0.026961387645294
701 => 0.027118185477585
702 => 0.027277501156311
703 => 0.027583293728154
704 => 0.027268972767451
705 => 0.026703539957677
706 => 0.026744362380206
707 => 0.026412849330719
708 => 0.026418422124973
709 => 0.026388674112494
710 => 0.026477950137269
711 => 0.026062090354397
712 => 0.026159691814228
713 => 0.026023049198911
714 => 0.026223980422206
715 => 0.026007811641061
716 => 0.026189499716436
717 => 0.026267910266712
718 => 0.026557246885291
719 => 0.025965076387245
720 => 0.02475760065531
721 => 0.02501142669339
722 => 0.024635998045464
723 => 0.024670745396187
724 => 0.024740940574648
725 => 0.024513415034823
726 => 0.024556819737668
727 => 0.024555269016248
728 => 0.02454190573682
729 => 0.024482717556458
730 => 0.024396882984909
731 => 0.024738821499473
801 => 0.024796923516206
802 => 0.024926077102088
803 => 0.025310350567958
804 => 0.025271952586925
805 => 0.025334581287107
806 => 0.025197863186256
807 => 0.024677087356769
808 => 0.024705367989838
809 => 0.024352708042298
810 => 0.024917058794342
811 => 0.024783413087192
812 => 0.024697250830375
813 => 0.024673740660315
814 => 0.025058966665781
815 => 0.025174232324294
816 => 0.025102406501099
817 => 0.024955089642232
818 => 0.025237981561576
819 => 0.02531367150494
820 => 0.025330615691921
821 => 0.025831845933852
822 => 0.025358628894472
823 => 0.025472536939223
824 => 0.02636121498789
825 => 0.025555306626937
826 => 0.025982214259635
827 => 0.025961319352535
828 => 0.026179710851656
829 => 0.025943404875237
830 => 0.025946334171024
831 => 0.026140251027123
901 => 0.025867929775822
902 => 0.025800499204338
903 => 0.025707344352779
904 => 0.025910744563155
905 => 0.026032673790276
906 => 0.027015333813719
907 => 0.027650177003604
908 => 0.027622616786452
909 => 0.027874465580663
910 => 0.0277610053922
911 => 0.027394612514369
912 => 0.028020000479976
913 => 0.027822101560314
914 => 0.027838416106803
915 => 0.027837808878568
916 => 0.02796939435952
917 => 0.027876153986633
918 => 0.027692367640747
919 => 0.027814373594096
920 => 0.028176687657617
921 => 0.029301321627938
922 => 0.029930681697149
923 => 0.029263433361524
924 => 0.029723692328627
925 => 0.029447700955404
926 => 0.029397545112857
927 => 0.029686621757068
928 => 0.029976204391677
929 => 0.029957759229752
930 => 0.029747537107259
1001 => 0.029628787964451
1002 => 0.030527996257672
1003 => 0.031190517610504
1004 => 0.03114533809584
1005 => 0.0313447457804
1006 => 0.031930212909716
1007 => 0.031983740686707
1008 => 0.031976997417128
1009 => 0.031844323236809
1010 => 0.032420791658134
1011 => 0.0329016917572
1012 => 0.03181361299739
1013 => 0.032227939145129
1014 => 0.032413943501603
1015 => 0.032687053081914
1016 => 0.033147834722378
1017 => 0.033648365800216
1018 => 0.033719146382666
1019 => 0.033668924172255
1020 => 0.033338810471423
1021 => 0.033886497549371
1022 => 0.034207319794791
1023 => 0.034398362100052
1024 => 0.034882813599785
1025 => 0.032415092201186
1026 => 0.030668316341546
1027 => 0.030395532067314
1028 => 0.030950249615676
1029 => 0.03109652420939
1030 => 0.031037561104077
1031 => 0.029071406064139
1101 => 0.030385180667934
1102 => 0.031798691676311
1103 => 0.031852990390847
1104 => 0.032560623556762
1105 => 0.032791057922448
1106 => 0.033360795372608
1107 => 0.033325158139978
1108 => 0.033463880142589
1109 => 0.033431990356519
1110 => 0.034487309010568
1111 => 0.03565148220232
1112 => 0.035611170586534
1113 => 0.035443806916347
1114 => 0.035692370506321
1115 => 0.03689392200059
1116 => 0.036783302393468
1117 => 0.036890759919231
1118 => 0.03830745684745
1119 => 0.040149364376922
1120 => 0.03929361340499
1121 => 0.041150346778374
1122 => 0.042319062015712
1123 => 0.044340234171278
1124 => 0.044087173462918
1125 => 0.044874000951033
1126 => 0.043634141979591
1127 => 0.040787175164319
1128 => 0.040336631768051
1129 => 0.041238631056955
1130 => 0.043456108292923
1201 => 0.041168794807463
1202 => 0.041631515346568
1203 => 0.041498251800177
1204 => 0.041491150752123
1205 => 0.041762168874279
1206 => 0.041369042952738
1207 => 0.039767377226377
1208 => 0.040501411190093
1209 => 0.040217965425496
1210 => 0.040532469633598
1211 => 0.04222971913332
1212 => 0.041479324672118
1213 => 0.040688845064338
1214 => 0.041680281913962
1215 => 0.042942721718198
1216 => 0.042863720504071
1217 => 0.04271042512872
1218 => 0.043574543133291
1219 => 0.045001812914023
1220 => 0.04538759820052
1221 => 0.045672377011979
1222 => 0.045711643198702
1223 => 0.046116109325746
1224 => 0.043941193022043
1225 => 0.047392841051832
1226 => 0.047988845316724
1227 => 0.04787682121677
1228 => 0.048539254873504
1229 => 0.048344350087373
1230 => 0.048061963631893
1231 => 0.049112061881496
]
'min_raw' => 0.01810313540053
'max_raw' => 0.049112061881496
'avg_raw' => 0.033607598641013
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.0181031'
'max' => '$0.049112'
'avg' => '$0.0336075'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0062433035443325
'max_diff' => 0.022635822730013
'year' => 2032
]
7 => [
'items' => [
101 => 0.047908208976886
102 => 0.046199491339657
103 => 0.04526205504927
104 => 0.04649654677728
105 => 0.047250407797751
106 => 0.047748661977716
107 => 0.047899433391521
108 => 0.044110025583507
109 => 0.042067744945179
110 => 0.043376823419552
111 => 0.044973989506057
112 => 0.043932320683789
113 => 0.043973152129482
114 => 0.04248800613468
115 => 0.045105391972386
116 => 0.044724060871512
117 => 0.046702407297409
118 => 0.046230259045647
119 => 0.047843523757
120 => 0.047418697092112
121 => 0.049182128826321
122 => 0.049885609488105
123 => 0.051066863007262
124 => 0.051935797904521
125 => 0.052446053096268
126 => 0.052415419288475
127 => 0.054437304566301
128 => 0.053245069457258
129 => 0.051747341172059
130 => 0.051720251992652
131 => 0.052495946694531
201 => 0.054121589988219
202 => 0.054543095642124
203 => 0.054778659799798
204 => 0.054417885092273
205 => 0.053123799329667
206 => 0.052565019658537
207 => 0.053041116127745
208 => 0.05245889105734
209 => 0.053463974872361
210 => 0.054844169624705
211 => 0.054559164866228
212 => 0.055511893043516
213 => 0.056497866477083
214 => 0.05790785276992
215 => 0.058276475398509
216 => 0.058885794586104
217 => 0.059512984181065
218 => 0.059714420575733
219 => 0.060099025155197
220 => 0.060096998099217
221 => 0.061256029886304
222 => 0.062534477839688
223 => 0.063017062345952
224 => 0.064126738808242
225 => 0.062226456754272
226 => 0.063667842521075
227 => 0.064968008562958
228 => 0.063417897008271
301 => 0.065554364656736
302 => 0.065637318854186
303 => 0.066889828747923
304 => 0.065620170018759
305 => 0.064866250718276
306 => 0.067042787489783
307 => 0.06809594507325
308 => 0.067778725438229
309 => 0.065364668352656
310 => 0.063959583585073
311 => 0.060282205727697
312 => 0.06463821865066
313 => 0.066759905478795
314 => 0.065359173696333
315 => 0.066065621331705
316 => 0.069919770563881
317 => 0.071387181053812
318 => 0.07108196992988
319 => 0.071133545585621
320 => 0.071925333650603
321 => 0.075436557976385
322 => 0.073332550970834
323 => 0.074940985490939
324 => 0.075794093360761
325 => 0.07658650749447
326 => 0.07464058882714
327 => 0.072108977232167
328 => 0.071307109570214
329 => 0.065219898525973
330 => 0.064903032755702
331 => 0.064725166396834
401 => 0.063603744163866
402 => 0.062722613472154
403 => 0.06202190563182
404 => 0.060183039009709
405 => 0.060803602514175
406 => 0.057872832919822
407 => 0.059747835446192
408 => 0.055070256407698
409 => 0.058965883225967
410 => 0.0568456706612
411 => 0.058269336375507
412 => 0.058264369339947
413 => 0.055642949386282
414 => 0.054130969064646
415 => 0.055094461772747
416 => 0.056127402437977
417 => 0.056294993585681
418 => 0.057634228120662
419 => 0.058007979692625
420 => 0.056875494980784
421 => 0.054973323979037
422 => 0.055415154918842
423 => 0.054122015374753
424 => 0.051855838063632
425 => 0.053483446172139
426 => 0.05403918314126
427 => 0.054284628246461
428 => 0.052056103133196
429 => 0.051355852158974
430 => 0.050983044415973
501 => 0.054685649371535
502 => 0.054888486429159
503 => 0.053850743364085
504 => 0.058541440421051
505 => 0.057479791211683
506 => 0.058665913488919
507 => 0.055375063392107
508 => 0.055500778297523
509 => 0.05394283712348
510 => 0.054815180079277
511 => 0.054198636195046
512 => 0.05474470338911
513 => 0.055072013813713
514 => 0.056629699344939
515 => 0.058983669492589
516 => 0.056397033070808
517 => 0.055269998540523
518 => 0.055969204424429
519 => 0.057831281833546
520 => 0.060652424426347
521 => 0.058982251230623
522 => 0.059723445733505
523 => 0.059885363758937
524 => 0.058653839877582
525 => 0.06069783246848
526 => 0.061793224703308
527 => 0.062916870476757
528 => 0.063892500618003
529 => 0.062468061645341
530 => 0.063992415531395
531 => 0.06276405538392
601 => 0.061662089346096
602 => 0.061663760573704
603 => 0.060972481181022
604 => 0.059633040250893
605 => 0.059386026792666
606 => 0.060671021996722
607 => 0.061701466460876
608 => 0.06178633880244
609 => 0.062356845803944
610 => 0.062694465970745
611 => 0.06600360257775
612 => 0.067334564695702
613 => 0.068962039979709
614 => 0.069596033322311
615 => 0.071504125984351
616 => 0.069963186192045
617 => 0.069629794175014
618 => 0.065001385509259
619 => 0.065759287168988
620 => 0.066972760852847
621 => 0.065021395243356
622 => 0.06625908758013
623 => 0.066503434265317
624 => 0.064955088586645
625 => 0.065782126913691
626 => 0.063585758316831
627 => 0.059031544326018
628 => 0.060702902610543
629 => 0.061933584881068
630 => 0.060177249538999
701 => 0.063325412660094
702 => 0.061486320756028
703 => 0.060903416914419
704 => 0.058629301208078
705 => 0.05970259628273
706 => 0.061154243239302
707 => 0.060257294192213
708 => 0.0621185981425
709 => 0.064754700927739
710 => 0.066633344755135
711 => 0.066777563700989
712 => 0.065569721579334
713 => 0.067505296287631
714 => 0.067519394836266
715 => 0.065336058658253
716 => 0.063998777406086
717 => 0.06369494429193
718 => 0.064453978981083
719 => 0.065375587219248
720 => 0.06682870654414
721 => 0.067706796118707
722 => 0.069996388026453
723 => 0.070615885948945
724 => 0.071296526345729
725 => 0.072206071817557
726 => 0.073298214359159
727 => 0.070908668653843
728 => 0.071003609759386
729 => 0.068778497884108
730 => 0.066400646732053
731 => 0.068205139353132
801 => 0.0705642734136
802 => 0.070023085453517
803 => 0.069962190752541
804 => 0.070064598748802
805 => 0.069656560700445
806 => 0.067811019730327
807 => 0.066884200608831
808 => 0.068080033732336
809 => 0.06871556581707
810 => 0.069701220656269
811 => 0.069579717892689
812 => 0.072118658906866
813 => 0.073105214611384
814 => 0.072852811445069
815 => 0.072899259702093
816 => 0.07468537168108
817 => 0.076671895543659
818 => 0.078532537285876
819 => 0.080425261982481
820 => 0.078143508486422
821 => 0.076984974780113
822 => 0.078180285840286
823 => 0.077546036966537
824 => 0.081190619125533
825 => 0.081442962086685
826 => 0.085087280700908
827 => 0.088546173023194
828 => 0.086373704728059
829 => 0.08842224448025
830 => 0.090637907242142
831 => 0.094912280188159
901 => 0.093472821754194
902 => 0.092370219152966
903 => 0.091328265022543
904 => 0.093496406162393
905 => 0.096285685101911
906 => 0.096886469070101
907 => 0.09785996861571
908 => 0.096836452877364
909 => 0.098069164847641
910 => 0.10242117978381
911 => 0.10124522693176
912 => 0.099575184837991
913 => 0.10301068265814
914 => 0.10425397596409
915 => 0.11298005950302
916 => 0.12399710042744
917 => 0.11943597314294
918 => 0.11660473425079
919 => 0.11727014254833
920 => 0.12129319294356
921 => 0.12258526904527
922 => 0.11907296079548
923 => 0.1203135674471
924 => 0.12714943207132
925 => 0.13081665412142
926 => 0.12583607400376
927 => 0.11209485099179
928 => 0.099424815819774
929 => 0.10278547968651
930 => 0.10240448469757
1001 => 0.10974876844481
1002 => 0.10121718084515
1003 => 0.10136083089985
1004 => 0.10885698665726
1005 => 0.10685714081783
1006 => 0.10361764667885
1007 => 0.099448467712027
1008 => 0.091741354789477
1009 => 0.08491494994523
1010 => 0.098303101871943
1011 => 0.097725780416089
1012 => 0.096889733393766
1013 => 0.09875026557221
1014 => 0.10778448170946
1015 => 0.1075762137866
1016 => 0.10625131952054
1017 => 0.10725624014426
1018 => 0.10344147923479
1019 => 0.10442462998165
1020 => 0.099422808821469
1021 => 0.10168384088038
1022 => 0.10361069617936
1023 => 0.10399754090821
1024 => 0.10486912183509
1025 => 0.097421558242543
1026 => 0.10076529564662
1027 => 0.10272942810569
1028 => 0.093855406199864
1029 => 0.10255401722477
1030 => 0.097291912729731
1031 => 0.095505875429959
1101 => 0.09791053936158
1102 => 0.096973439488815
1103 => 0.096167776046562
1104 => 0.09571820200273
1105 => 0.097483921801039
1106 => 0.097401548861957
1107 => 0.094512488560478
1108 => 0.090743827170362
1109 => 0.092008713634978
1110 => 0.09154916852401
1111 => 0.089883717759359
1112 => 0.091006030487441
1113 => 0.086063933222442
1114 => 0.077561311745872
1115 => 0.083178403935633
1116 => 0.082962151996548
1117 => 0.082853107962617
1118 => 0.087074197498197
1119 => 0.086668437136455
1120 => 0.085931978106678
1121 => 0.089870192111739
1122 => 0.088432691023439
1123 => 0.092862730659729
1124 => 0.095780641281189
1125 => 0.095040564763066
1126 => 0.097784873806036
1127 => 0.092037854064412
1128 => 0.093946783492167
1129 => 0.094340211201566
1130 => 0.08982159516223
1201 => 0.086734824549759
1202 => 0.086528972141669
1203 => 0.081176937282837
1204 => 0.084035951104309
1205 => 0.086551764953174
1206 => 0.085346885354609
1207 => 0.084965456468458
1208 => 0.086914093925973
1209 => 0.087065519745374
1210 => 0.083612995015661
1211 => 0.084330884234207
1212 => 0.087324601614697
1213 => 0.084255450237306
1214 => 0.078292590454067
1215 => 0.076813718784837
1216 => 0.076616410043149
1217 => 0.072605592785407
1218 => 0.076912544061275
1219 => 0.07503244441024
1220 => 0.080971656680806
1221 => 0.077579210484493
1222 => 0.077432968909367
1223 => 0.077211903319588
1224 => 0.073759627221074
1225 => 0.074515456283057
1226 => 0.077027947201104
1227 => 0.0779244322659
1228 => 0.077830921528956
1229 => 0.077015634624921
1230 => 0.077388868794644
1231 => 0.076186551490562
]
'min_raw' => 0.042067744945179
'max_raw' => 0.13081665412142
'avg_raw' => 0.086442199533301
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.042067'
'max' => '$0.130816'
'avg' => '$0.086442'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.023964609544649
'max_diff' => 0.081704592239926
'year' => 2033
]
8 => [
'items' => [
101 => 0.075761988226421
102 => 0.074421949779463
103 => 0.072452463457505
104 => 0.072726332610134
105 => 0.068824264862206
106 => 0.066698211254725
107 => 0.06610974763711
108 => 0.065322829494048
109 => 0.066198632135278
110 => 0.068813210794545
111 => 0.065659474217663
112 => 0.060252614065499
113 => 0.060577575573485
114 => 0.061307667599993
115 => 0.059947145938638
116 => 0.058659526366093
117 => 0.059779007116543
118 => 0.057488049192693
119 => 0.06158451891991
120 => 0.061473720894012
121 => 0.06300063148433
122 => 0.063955440011816
123 => 0.061754915478893
124 => 0.061201489509715
125 => 0.061516746093567
126 => 0.056306257005208
127 => 0.062574823363372
128 => 0.062629034185545
129 => 0.062164848213753
130 => 0.065502666279202
131 => 0.072546503488861
201 => 0.069896328592892
202 => 0.068870100771213
203 => 0.066919240932032
204 => 0.069518645837145
205 => 0.069319052097465
206 => 0.068416413512958
207 => 0.067870494880644
208 => 0.068876366699461
209 => 0.067745856230802
210 => 0.06754278548628
211 => 0.066312397717629
212 => 0.065873205263298
213 => 0.065548044654866
214 => 0.065190074774604
215 => 0.065979667129925
216 => 0.064190346973242
217 => 0.062032602273499
218 => 0.061853209148836
219 => 0.062348529338434
220 => 0.062129387026788
221 => 0.061852159979758
222 => 0.061322858048684
223 => 0.061165825472481
224 => 0.061676105163766
225 => 0.061100029143459
226 => 0.061950060691907
227 => 0.06171889914512
228 => 0.060427649535802
301 => 0.058818274440756
302 => 0.058803947626631
303 => 0.058457210402308
304 => 0.058015588414841
305 => 0.05789273928087
306 => 0.059684727570226
307 => 0.063394089699495
308 => 0.062665853156006
309 => 0.063192078691359
310 => 0.065780587500742
311 => 0.06660339661207
312 => 0.066019386194151
313 => 0.065219956713911
314 => 0.065255127553868
315 => 0.06798702009161
316 => 0.068157404878181
317 => 0.068587912265632
318 => 0.069141235919879
319 => 0.066113619605109
320 => 0.065112527097712
321 => 0.064638153929209
322 => 0.063177268175742
323 => 0.064752708213978
324 => 0.063834766770766
325 => 0.063958628432801
326 => 0.063877963362911
327 => 0.063922011945619
328 => 0.061583373873135
329 => 0.06243545067155
330 => 0.061018707731172
331 => 0.059121847970865
401 => 0.059115489031824
402 => 0.05957974277088
403 => 0.059303586480639
404 => 0.058560457004227
405 => 0.058666015038879
406 => 0.057741215581944
407 => 0.058778302436986
408 => 0.058808042377113
409 => 0.05840870744742
410 => 0.060006482838019
411 => 0.060661092719208
412 => 0.0603982419139
413 => 0.060642650406001
414 => 0.062696114672179
415 => 0.063030918946493
416 => 0.063179616889215
417 => 0.06298038134467
418 => 0.060680183963189
419 => 0.060782207498252
420 => 0.060033626491638
421 => 0.059401154424571
422 => 0.059426449990375
423 => 0.059751622848461
424 => 0.061171671790856
425 => 0.064160081073671
426 => 0.064273489021455
427 => 0.064410942762513
428 => 0.063851849318916
429 => 0.063683221386524
430 => 0.063905685155912
501 => 0.065027974559442
502 => 0.067914807603921
503 => 0.066894408000906
504 => 0.066064807240188
505 => 0.066792590766096
506 => 0.066680554196839
507 => 0.065734852802685
508 => 0.065708310114308
509 => 0.063893206779902
510 => 0.063222204405075
511 => 0.062661464597013
512 => 0.062049151365092
513 => 0.061686151556284
514 => 0.062243884243076
515 => 0.062371444307444
516 => 0.061151952040275
517 => 0.060985739750439
518 => 0.061981603460378
519 => 0.061543360971175
520 => 0.061994104239211
521 => 0.062098680543799
522 => 0.062081841350164
523 => 0.061624265859607
524 => 0.061915910832191
525 => 0.061226083528479
526 => 0.060475999944404
527 => 0.059997493349623
528 => 0.059579932880987
529 => 0.059811619697743
530 => 0.058985698500349
531 => 0.058721469686793
601 => 0.061817108077699
602 => 0.064103889440782
603 => 0.064070638734098
604 => 0.063868233608546
605 => 0.063567500648357
606 => 0.065005974070254
607 => 0.064504838693249
608 => 0.064869456551282
609 => 0.064962267099115
610 => 0.065243176674655
611 => 0.065343577702918
612 => 0.065040096062512
613 => 0.064021574610151
614 => 0.06148351598898
615 => 0.060302042849466
616 => 0.059912137034435
617 => 0.059926309370275
618 => 0.05953537307972
619 => 0.059650521337824
620 => 0.05949532921472
621 => 0.059201432878568
622 => 0.059793472427164
623 => 0.05986169946991
624 => 0.059723510364922
625 => 0.059756058901665
626 => 0.058611912133702
627 => 0.058698899127514
628 => 0.058214544492196
629 => 0.058123733837056
630 => 0.056899327496555
701 => 0.054730114183819
702 => 0.055932068929706
703 => 0.054480276617088
704 => 0.053930460870056
705 => 0.056533203102612
706 => 0.056271959971296
707 => 0.055824825290142
708 => 0.055163419905682
709 => 0.054918098214848
710 => 0.053427601280748
711 => 0.05333953477039
712 => 0.054078265297732
713 => 0.053737366577529
714 => 0.053258615665923
715 => 0.051524628394287
716 => 0.049575052597512
717 => 0.04963389803622
718 => 0.050254021824027
719 => 0.052057115372162
720 => 0.05135261552907
721 => 0.050841492809703
722 => 0.050745774888658
723 => 0.051943885069577
724 => 0.053639461987419
725 => 0.054434988740876
726 => 0.053646645888707
727 => 0.052741040067529
728 => 0.052796160097691
729 => 0.053162848964149
730 => 0.053201382779312
731 => 0.052611926487508
801 => 0.052777854980891
802 => 0.052525794426623
803 => 0.050978899270347
804 => 0.050950920842228
805 => 0.050571287823824
806 => 0.050559792686902
807 => 0.049913942218702
808 => 0.049823583273648
809 => 0.048541207968716
810 => 0.049385271277812
811 => 0.048819117925383
812 => 0.047965791281197
813 => 0.047818677446101
814 => 0.047814255026573
815 => 0.048690430689806
816 => 0.049375032655053
817 => 0.04882896640534
818 => 0.048704637705329
819 => 0.050032142951034
820 => 0.049863205808039
821 => 0.049716907331734
822 => 0.053487641671677
823 => 0.050502811207542
824 => 0.049201254757012
825 => 0.047590331490616
826 => 0.048114856229135
827 => 0.048225381298412
828 => 0.044351401233473
829 => 0.0427797280036
830 => 0.042240388978364
831 => 0.041929991744206
901 => 0.042071443661535
902 => 0.040656753415767
903 => 0.04160744865774
904 => 0.040382446485694
905 => 0.040177070885049
906 => 0.042367526517316
907 => 0.04267231562209
908 => 0.041371990610572
909 => 0.042207009771464
910 => 0.04190422021609
911 => 0.040403445631965
912 => 0.040346127081802
913 => 0.039593091150265
914 => 0.0384147357339
915 => 0.037876195689124
916 => 0.037595719357985
917 => 0.037711449358588
918 => 0.037652932728887
919 => 0.037271072137914
920 => 0.037674820530971
921 => 0.036643410227064
922 => 0.036232694333411
923 => 0.036047183492784
924 => 0.035131747482304
925 => 0.036588613271219
926 => 0.036875634184747
927 => 0.03716322061814
928 => 0.039666464177226
929 => 0.039541409203107
930 => 0.040671845264901
1001 => 0.040627918598278
1002 => 0.040305499921605
1003 => 0.038945268560016
1004 => 0.039487432536952
1005 => 0.037818736086931
1006 => 0.039069036927616
1007 => 0.038498451837739
1008 => 0.038876121534772
1009 => 0.038197037366403
1010 => 0.038572870583876
1011 => 0.036943697491118
1012 => 0.035422398580185
1013 => 0.036034613671428
1014 => 0.036700161490898
1015 => 0.038143238741938
1016 => 0.037283753836347
1017 => 0.03759285710912
1018 => 0.036557412888594
1019 => 0.034420995701628
1020 => 0.034433087590892
1021 => 0.034104446351056
1022 => 0.033820452337431
1023 => 0.037382476016847
1024 => 0.03693948206505
1025 => 0.036233629180477
1026 => 0.037178441315956
1027 => 0.037428264640762
1028 => 0.037435376759609
1029 => 0.038124687304524
1030 => 0.038492572465911
1031 => 0.038557413820111
1101 => 0.039642058856075
1102 => 0.040005617565316
1103 => 0.041503064435926
1104 => 0.038461359980238
1105 => 0.038398718078622
1106 => 0.03719173676027
1107 => 0.036426250126552
1108 => 0.037244150284984
1109 => 0.037968698170848
1110 => 0.037214250482754
1111 => 0.037312765423559
1112 => 0.036299981042933
1113 => 0.036662003803072
1114 => 0.036973826573837
1115 => 0.036801656367916
1116 => 0.03654390923652
1117 => 0.037909293506843
1118 => 0.037832253175327
1119 => 0.0391037303979
1120 => 0.040094937817104
1121 => 0.041871358711838
1122 => 0.040017570901268
1123 => 0.039950011505311
1124 => 0.040610415437653
1125 => 0.040005516460915
1126 => 0.04038779173381
1127 => 0.041809768255422
1128 => 0.041839812378602
1129 => 0.041336534605664
1130 => 0.041305910107443
1201 => 0.041402570108991
1202 => 0.04196871075718
1203 => 0.041770883818958
1204 => 0.041999814160234
1205 => 0.042286095057505
1206 => 0.043470274229204
1207 => 0.043755775818481
1208 => 0.04306215497214
1209 => 0.043124781168422
1210 => 0.042865347931572
1211 => 0.042614738675465
1212 => 0.043178071684652
1213 => 0.044207573831279
1214 => 0.044201169351856
1215 => 0.044439993839212
1216 => 0.044588779516305
1217 => 0.043950082472447
1218 => 0.043534314182437
1219 => 0.043693746200851
1220 => 0.043948681470272
1221 => 0.043611074128909
1222 => 0.041527205223086
1223 => 0.042159317931052
1224 => 0.042054103467714
1225 => 0.041904265277405
1226 => 0.042539859493248
1227 => 0.042478554880587
1228 => 0.040642243722537
1229 => 0.040759798404978
1230 => 0.040649392612129
1231 => 0.041006136315724
]
'min_raw' => 0.033820452337431
'max_raw' => 0.075761988226421
'avg_raw' => 0.054791220281926
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.03382'
'max' => '$0.075761'
'avg' => '$0.054791'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0082472926077483
'max_diff' => -0.055054665895002
'year' => 2034
]
9 => [
'items' => [
101 => 0.039986251130188
102 => 0.040299960944227
103 => 0.040496716798746
104 => 0.040612607508607
105 => 0.041031284219629
106 => 0.040982157339939
107 => 0.04102823042381
108 => 0.041649017459703
109 => 0.04478874525886
110 => 0.044959633715549
111 => 0.044118116455295
112 => 0.044454286002573
113 => 0.043808913983998
114 => 0.044242156543684
115 => 0.044538570099853
116 => 0.043199134236573
117 => 0.043119821537617
118 => 0.04247178583915
119 => 0.042820003516888
120 => 0.04226596415387
121 => 0.04240190603408
122 => 0.042021800685811
123 => 0.042705914634475
124 => 0.043470860329641
125 => 0.043664115820861
126 => 0.043155743825182
127 => 0.042787648996963
128 => 0.042141395736585
129 => 0.043216129311287
130 => 0.043530414160442
131 => 0.043214478506769
201 => 0.043141269312483
202 => 0.043002538021596
203 => 0.04317070181167
204 => 0.043528702497657
205 => 0.04335987598538
206 => 0.043471388871079
207 => 0.043046416742382
208 => 0.043950293907745
209 => 0.045385868376228
210 => 0.045390483982884
211 => 0.045221656560569
212 => 0.045152576016795
213 => 0.045325803197395
214 => 0.04541977183672
215 => 0.045979956774347
216 => 0.046581057531173
217 => 0.049386132482476
218 => 0.048598478660839
219 => 0.05108730803229
220 => 0.053055648931061
221 => 0.053645868301487
222 => 0.053102894252662
223 => 0.051245409362516
224 => 0.051154272292206
225 => 0.053930138927977
226 => 0.053145829460625
227 => 0.053052538345136
228 => 0.052060078494155
301 => 0.052646745184629
302 => 0.052518432573541
303 => 0.052315884839672
304 => 0.053435204017538
305 => 0.055530469596193
306 => 0.055203902806484
307 => 0.054960135846963
308 => 0.053892019989838
309 => 0.054535264308141
310 => 0.054306217326927
311 => 0.055290348515029
312 => 0.054707371000372
313 => 0.05313988754502
314 => 0.053389514451778
315 => 0.053351783847001
316 => 0.054128277019689
317 => 0.053895193042993
318 => 0.053306270459687
319 => 0.05552330820623
320 => 0.055379346106781
321 => 0.055583451449482
322 => 0.055673304933506
323 => 0.057022776741239
324 => 0.057575612162586
325 => 0.057701115481978
326 => 0.058226266374431
327 => 0.057688049249372
328 => 0.059841301491916
329 => 0.061273088587456
330 => 0.062936182978016
331 => 0.065366410880255
401 => 0.066280199052361
402 => 0.066115131398071
403 => 0.067957702457741
404 => 0.071268761693913
405 => 0.066784391136508
406 => 0.071506444222358
407 => 0.070011496734103
408 => 0.066467003132405
409 => 0.066238779531291
410 => 0.068639151750777
411 => 0.073962946306333
412 => 0.072629396152144
413 => 0.073965127516654
414 => 0.072406925928404
415 => 0.072329548085994
416 => 0.073889449143484
417 => 0.077534242990089
418 => 0.075802738056621
419 => 0.073320201152067
420 => 0.075153267769837
421 => 0.073565295823218
422 => 0.069987150582121
423 => 0.072628376411474
424 => 0.070862263917166
425 => 0.071377709434709
426 => 0.075089815208336
427 => 0.074643164820639
428 => 0.075221171781031
429 => 0.074201004625016
430 => 0.073248007635703
501 => 0.071469167984666
502 => 0.070942541259729
503 => 0.071088081940457
504 => 0.070942469136995
505 => 0.06994722470062
506 => 0.069732301759343
507 => 0.069374087441224
508 => 0.069485113037024
509 => 0.068811565319666
510 => 0.070082689024381
511 => 0.070318620785079
512 => 0.07124363861445
513 => 0.071339677034125
514 => 0.073915838522119
515 => 0.072496932065167
516 => 0.07344885701898
517 => 0.073363707891245
518 => 0.066543823056599
519 => 0.06748354301446
520 => 0.068945452368523
521 => 0.068286864186089
522 => 0.067355774582028
523 => 0.066603869804882
524 => 0.065464657181295
525 => 0.067068077072353
526 => 0.069176403724398
527 => 0.071393147677289
528 => 0.074056420289871
529 => 0.073462008846653
530 => 0.071343359648331
531 => 0.071438400703693
601 => 0.072025907110668
602 => 0.07126503293305
603 => 0.071040636284042
604 => 0.071995078456939
605 => 0.072001651175632
606 => 0.071126173479566
607 => 0.070153240231117
608 => 0.070149163605281
609 => 0.06997603953114
610 => 0.072437724316597
611 => 0.073791402044194
612 => 0.073946599014102
613 => 0.073780956051574
614 => 0.073844705453717
615 => 0.073057030210282
616 => 0.074857422238937
617 => 0.076509640004749
618 => 0.076066810349028
619 => 0.075402945743156
620 => 0.074874145608527
621 => 0.075942241842819
622 => 0.075894681198845
623 => 0.076495209323928
624 => 0.076467965899356
625 => 0.076266030877896
626 => 0.076066817560763
627 => 0.076856675845142
628 => 0.076629209343977
629 => 0.076401389524507
630 => 0.075944461999092
701 => 0.076006566038559
702 => 0.075342816058271
703 => 0.075035734946257
704 => 0.070417971812183
705 => 0.069183954612995
706 => 0.069572201544595
707 => 0.069700022515306
708 => 0.069162976648783
709 => 0.069932962465613
710 => 0.069812960991677
711 => 0.070279816528248
712 => 0.069988145457509
713 => 0.070000115739991
714 => 0.070857858168205
715 => 0.071106864444212
716 => 0.070980217842508
717 => 0.07106891678115
718 => 0.073112946384681
719 => 0.072822350739446
720 => 0.072667977594701
721 => 0.072710740010801
722 => 0.073233033398992
723 => 0.073379247031524
724 => 0.072759729596237
725 => 0.073051897600106
726 => 0.074295911878939
727 => 0.07473124647142
728 => 0.076120625518162
729 => 0.075530392604863
730 => 0.076613790661905
731 => 0.07994378693164
801 => 0.082604018370118
802 => 0.08015755960058
803 => 0.085042735858915
804 => 0.088846546312943
805 => 0.088700549732139
806 => 0.088037267395758
807 => 0.083706730323381
808 => 0.079721705544709
809 => 0.083055347985158
810 => 0.083063846125309
811 => 0.082777483283213
812 => 0.080998908265009
813 => 0.082715592727864
814 => 0.082851856906443
815 => 0.082775585202009
816 => 0.081411955905642
817 => 0.07932994601091
818 => 0.079736765760713
819 => 0.080403144809789
820 => 0.079141550248656
821 => 0.078738394343664
822 => 0.079487937874593
823 => 0.081903123304844
824 => 0.081446546489472
825 => 0.08143462342365
826 => 0.083388052658515
827 => 0.081989818902766
828 => 0.079741897060575
829 => 0.079174267148975
830 => 0.077159563364123
831 => 0.078551126444449
901 => 0.078601206322358
902 => 0.077839061444693
903 => 0.079803740916977
904 => 0.079785636049765
905 => 0.081650806804751
906 => 0.085216312762138
907 => 0.084161817202646
908 => 0.082935553595748
909 => 0.083068882450419
910 => 0.084531170902512
911 => 0.083647037923578
912 => 0.083964978307197
913 => 0.084530689661662
914 => 0.084871997367634
915 => 0.083019773523957
916 => 0.082587931543888
917 => 0.081704534408606
918 => 0.081474072585399
919 => 0.082193581119401
920 => 0.082004016041303
921 => 0.078596997302539
922 => 0.078240944887865
923 => 0.078251864507097
924 => 0.077356553781029
925 => 0.075990990024581
926 => 0.079579610042952
927 => 0.079291393632772
928 => 0.078973225022111
929 => 0.079012198861472
930 => 0.08056989718183
1001 => 0.079666353490372
1002 => 0.082068572482012
1003 => 0.081574748474643
1004 => 0.081068259744854
1005 => 0.080998247574373
1006 => 0.080803292624992
1007 => 0.080134719564024
1008 => 0.079327377417892
1009 => 0.078794300202236
1010 => 0.072683576885613
1011 => 0.073817691588736
1012 => 0.075122387176871
1013 => 0.075572762865656
1014 => 0.07480236408494
1015 => 0.080165139603522
1016 => 0.081144970367758
1017 => 0.078176999070109
1018 => 0.077621812821788
1019 => 0.080201537521534
1020 => 0.078645648169069
1021 => 0.079346265049215
1022 => 0.077831914571282
1023 => 0.080908957829447
1024 => 0.080885515915278
1025 => 0.079688476589677
1026 => 0.080700206030703
1027 => 0.080524393142886
1028 => 0.079172938692461
1029 => 0.080951801346072
1030 => 0.080952683639754
1031 => 0.079800559314743
1101 => 0.078455130335576
1102 => 0.078214599411715
1103 => 0.078033391671369
1104 => 0.079301699053326
1105 => 0.080438859486096
1106 => 0.0825548331255
1107 => 0.08308683917274
1108 => 0.085163294192765
1109 => 0.0839268663291
1110 => 0.084474958786641
1111 => 0.085069990681714
1112 => 0.085355270853785
1113 => 0.084890422122373
1114 => 0.088116011471457
1115 => 0.088388350042023
1116 => 0.088479662809015
1117 => 0.087392012229078
1118 => 0.08835810051185
1119 => 0.087906099797822
1120 => 0.089082080086308
1121 => 0.089266488811212
1122 => 0.089110301181749
1123 => 0.089168835421727
1124 => 0.086416363945238
1125 => 0.086273633778738
1126 => 0.084327497830844
1127 => 0.085120562614722
1128 => 0.083637966013847
1129 => 0.084108112668422
1130 => 0.084315348834036
1201 => 0.084207100421668
1202 => 0.085165401307697
1203 => 0.084350649786636
1204 => 0.082200386565002
1205 => 0.080049537505592
1206 => 0.080022535347694
1207 => 0.079456254755991
1208 => 0.079046937607653
1209 => 0.079125786611729
1210 => 0.079403660786529
1211 => 0.079030787055466
1212 => 0.079110358571166
1213 => 0.080431775914028
1214 => 0.080696776738222
1215 => 0.079796200395106
1216 => 0.076180256424949
1217 => 0.075292894704764
1218 => 0.075930712712085
1219 => 0.075625876785326
1220 => 0.061035984923438
1221 => 0.064463663601464
1222 => 0.062427053323951
1223 => 0.063365617039762
1224 => 0.061286765324096
1225 => 0.062278902324765
1226 => 0.062095690847784
1227 => 0.067607296729663
1228 => 0.067521240584784
1229 => 0.067562431107348
1230 => 0.065596300144033
1231 => 0.068728400154866
]
'min_raw' => 0.039986251130188
'max_raw' => 0.089266488811212
'avg_raw' => 0.0646263699707
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.039986'
'max' => '$0.089266'
'avg' => '$0.064626'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0061657987927569
'max_diff' => 0.013504500584792
'year' => 2035
]
10 => [
'items' => [
101 => 0.070271385246876
102 => 0.069985819771564
103 => 0.070057690449433
104 => 0.068822714084687
105 => 0.067574388378083
106 => 0.06618980305351
107 => 0.068762191446648
108 => 0.068476185769465
109 => 0.069132179891328
110 => 0.070800557642397
111 => 0.071046232603793
112 => 0.071376422243299
113 => 0.071258072762035
114 => 0.074077637552957
115 => 0.073736169652689
116 => 0.074559009045315
117 => 0.072866365985708
118 => 0.070950979696607
119 => 0.07131503201147
120 => 0.071279970846025
121 => 0.070833601968576
122 => 0.070430640104517
123 => 0.069759822134659
124 => 0.071882389453668
125 => 0.07179621709678
126 => 0.0731912473904
127 => 0.072944662235401
128 => 0.071297906220697
129 => 0.071356720433922
130 => 0.071752274283005
131 => 0.073121290671035
201 => 0.073527707944746
202 => 0.073339439270635
203 => 0.073785057257606
204 => 0.074137255545199
205 => 0.073829287939987
206 => 0.078189459783576
207 => 0.076378812443998
208 => 0.077261309358905
209 => 0.077471779673137
210 => 0.076932664388946
211 => 0.077049579189816
212 => 0.077226673255758
213 => 0.078301953745582
214 => 0.081123800885799
215 => 0.082373577775238
216 => 0.08613359321002
217 => 0.082269801202304
218 => 0.082040539774527
219 => 0.082717832095919
220 => 0.084925359194191
221 => 0.086714352564864
222 => 0.08730786487542
223 => 0.08738630732508
224 => 0.088499775875635
225 => 0.089137995283854
226 => 0.088364571506467
227 => 0.087709175835977
228 => 0.085361629894987
229 => 0.085633364729812
301 => 0.087505348275286
302 => 0.090149635292549
303 => 0.092418708644534
304 => 0.091624158241859
305 => 0.0976860169491
306 => 0.098287025479451
307 => 0.098203985533489
308 => 0.099573172407688
309 => 0.09685561529246
310 => 0.09569380697551
311 => 0.087850879818994
312 => 0.090054422441133
313 => 0.093257401051934
314 => 0.092833474822241
315 => 0.090507386139214
316 => 0.092416944097683
317 => 0.091785584519215
318 => 0.091287605024544
319 => 0.093568945627705
320 => 0.091060517922223
321 => 0.093232377566725
322 => 0.09044694510764
323 => 0.091627787681171
324 => 0.090957484325506
325 => 0.09139125274591
326 => 0.088855451423569
327 => 0.090223708264007
328 => 0.088798527440596
329 => 0.088797851719322
330 => 0.088766390773654
331 => 0.090443109692178
401 => 0.090497787435915
402 => 0.089258689621744
403 => 0.089080116268376
404 => 0.08974039554986
405 => 0.08896738143866
406 => 0.089329069875998
407 => 0.088978336612969
408 => 0.088899379167889
409 => 0.088270232811986
410 => 0.087999179263123
411 => 0.088105466343822
412 => 0.087742653742652
413 => 0.087524046026942
414 => 0.088722904196723
415 => 0.08808240263841
416 => 0.088624738146826
417 => 0.088006678386788
418 => 0.085864213982677
419 => 0.084632060047722
420 => 0.080585143394912
421 => 0.081732843937464
422 => 0.082493770584559
423 => 0.082242284332233
424 => 0.082782574114489
425 => 0.082815743519067
426 => 0.082640089803254
427 => 0.082436705302976
428 => 0.082337708976109
429 => 0.083075546490405
430 => 0.083503886001923
501 => 0.08257013975348
502 => 0.082351376071968
503 => 0.083295445082687
504 => 0.083871326633855
505 => 0.088123312447788
506 => 0.087808311604958
507 => 0.088598901904666
508 => 0.088509893569516
509 => 0.089338558154522
510 => 0.090693074531223
511 => 0.087938964008654
512 => 0.088416982365396
513 => 0.088299783303379
514 => 0.089579331931237
515 => 0.089583326542385
516 => 0.08881617322179
517 => 0.089232059482526
518 => 0.088999923181026
519 => 0.089419424852939
520 => 0.087804104576655
521 => 0.089771390310121
522 => 0.090886714551903
523 => 0.090902200830082
524 => 0.091430855668927
525 => 0.091967999602816
526 => 0.092999000608539
527 => 0.091939245544343
528 => 0.09003284934893
529 => 0.090170484996617
530 => 0.089052765604769
531 => 0.089071554669679
601 => 0.088971257168666
602 => 0.089272257519248
603 => 0.08787015722689
604 => 0.088199227363028
605 => 0.087738527245402
606 => 0.088415980893313
607 => 0.087687152755261
608 => 0.088299726786442
609 => 0.08856409343115
610 => 0.089539612041526
611 => 0.087543067863338
612 => 0.083471979129856
613 => 0.084327771338813
614 => 0.083061987440737
615 => 0.083179140559684
616 => 0.083415808504735
617 => 0.08264869026189
618 => 0.08279503224795
619 => 0.082789803882416
620 => 0.082744748652828
621 => 0.082545191570352
622 => 0.082255794319596
623 => 0.083408663894832
624 => 0.083604558900803
625 => 0.084040009232819
626 => 0.085335614052117
627 => 0.085206152578203
628 => 0.085417309613461
629 => 0.08495635499109
630 => 0.083200522922566
701 => 0.083295873051449
702 => 0.082106855416386
703 => 0.084009603378614
704 => 0.083559007546113
705 => 0.0832685054816
706 => 0.083189239301815
707 => 0.084488055674861
708 => 0.084876681890129
709 => 0.084634516112509
710 => 0.084137827037507
711 => 0.085091616894455
712 => 0.085346810823011
713 => 0.085403939332425
714 => 0.087093872087871
715 => 0.085498387800643
716 => 0.085882436726329
717 => 0.088878676812929
718 => 0.086161500507251
719 => 0.087600849396631
720 => 0.087530400758506
721 => 0.088266722945402
722 => 0.087470000847547
723 => 0.087479877172812
724 => 0.08813368139199
725 => 0.087215531280367
726 => 0.086988184400755
727 => 0.08667410631486
728 => 0.087359884325095
729 => 0.087770977227159
730 => 0.091084084103328
731 => 0.093224502241363
801 => 0.09313158104504
802 => 0.093980706838244
803 => 0.093598167891304
804 => 0.092362848722962
805 => 0.094471387912199
806 => 0.093804157887697
807 => 0.093859163520233
808 => 0.093857116207843
809 => 0.094300765843875
810 => 0.093986399416854
811 => 0.093366750920144
812 => 0.093778102510045
813 => 0.094999669671165
814 => 0.098791451621542
815 => 0.1009133830354
816 => 0.098663708686052
817 => 0.10021550392789
818 => 0.099284979743969
819 => 0.099115875819053
820 => 0.1000905179077
821 => 0.1010668659783
822 => 0.10100467682707
823 => 0.10029589826384
824 => 0.099895527238065
825 => 0.10292727077938
826 => 0.10516100777621
827 => 0.10500868188819
828 => 0.10568099881889
829 => 0.10765494212138
830 => 0.1078354147587
831 => 0.10781267935451
901 => 0.10736535909255
902 => 0.10930896262279
903 => 0.11093035088216
904 => 0.10726181737623
905 => 0.10865874691066
906 => 0.10928587358492
907 => 0.11020668160284
908 => 0.11176023907441
909 => 0.11344781454931
910 => 0.11368645622478
911 => 0.11351712853598
912 => 0.11240412714582
913 => 0.11425069236741
914 => 0.11533236696694
915 => 0.11597647943727
916 => 0.11760984149195
917 => 0.10928974650576
918 => 0.10340036973899
919 => 0.10248065851323
920 => 0.10435092745667
921 => 0.10484410246195
922 => 0.10464530423571
923 => 0.098016275245998
924 => 0.10244575804751
925 => 0.10721150910044
926 => 0.10739458100751
927 => 0.10978041563176
928 => 0.11055734118409
929 => 0.1124782507751
930 => 0.11235809735718
1001 => 0.11282580827424
1002 => 0.11271828963403
1003 => 0.11627637015615
1004 => 0.12020146135212
1005 => 0.12006554792503
1006 => 0.11950126962604
1007 => 0.12033931912379
1008 => 0.12439043387637
1009 => 0.12401747214774
1010 => 0.1243797726983
1011 => 0.12915626530241
1012 => 0.1353663851359
1013 => 0.1324811609874
1014 => 0.13874126718875
1015 => 0.14268167220853
1016 => 0.14949619524475
1017 => 0.14864298339838
1018 => 0.15129582720911
1019 => 0.1471155561227
1020 => 0.13751680873613
1021 => 0.13599777021968
1022 => 0.1390389237978
1023 => 0.14651530311818
1024 => 0.13880346600683
1025 => 0.14036356061054
1026 => 0.13991425325971
1027 => 0.13989031158042
1028 => 0.14080406810115
1029 => 0.1394786166095
1030 => 0.13407848878835
1031 => 0.13655333554563
1101 => 0.13559767836074
1102 => 0.13665805125634
1103 => 0.14238044644283
1104 => 0.13985043912602
1105 => 0.13718528193886
1106 => 0.14052798049728
1107 => 0.14478438443799
1108 => 0.14451802632888
1109 => 0.14400118026814
1110 => 0.14691461445134
1111 => 0.15172675416587
1112 => 0.15302745619397
1113 => 0.15398760783942
1114 => 0.15411999652944
1115 => 0.15548368231569
1116 => 0.14815080014995
1117 => 0.15978827246875
1118 => 0.16179774245952
1119 => 0.16142004538525
1120 => 0.16365348670857
1121 => 0.16299635161432
1122 => 0.16204426596407
1123 => 0.16558474552813
1124 => 0.16152587140991
1125 => 0.15576481059713
1126 => 0.15260417869438
1127 => 0.15676635374483
1128 => 0.15930804880824
1129 => 0.16098794756299
1130 => 0.16149628391116
1201 => 0.14872003091843
1202 => 0.14183433915883
1203 => 0.14624798863212
1204 => 0.15163294560335
1205 => 0.14812088644208
1206 => 0.14825855251199
1207 => 0.14325127910093
1208 => 0.1520759781928
1209 => 0.15079029376252
1210 => 0.15746042686117
1211 => 0.15586854606601
1212 => 0.16130778067488
1213 => 0.15987544791377
1214 => 0.16582098112452
1215 => 0.16819281529118
1216 => 0.1721754940035
1217 => 0.17510516867671
1218 => 0.17682552968056
1219 => 0.1767222456588
1220 => 0.18353917303652
1221 => 0.17951946912718
1222 => 0.17446977364559
1223 => 0.17437844058591
1224 => 0.17699374943057
1225 => 0.18247471929403
1226 => 0.18389585503475
1227 => 0.18469007603892
1228 => 0.18347369892401
1229 => 0.1791105984252
1230 => 0.17722663375123
1231 => 0.17883182623716
]
'min_raw' => 0.06618980305351
'max_raw' => 0.18469007603892
'avg_raw' => 0.12543993954621
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.066189'
'max' => '$0.18469'
'avg' => '$0.125439'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.026203551923323
'max_diff' => 0.095423587227703
'year' => 2036
]
11 => [
'items' => [
101 => 0.17686881376263
102 => 0.18025752401769
103 => 0.18491094698734
104 => 0.18395003354573
105 => 0.18716222311282
106 => 0.19048650138256
107 => 0.19524036861096
108 => 0.19648320553966
109 => 0.19853756772194
110 => 0.20065218123033
111 => 0.20133133809879
112 => 0.20262805929069
113 => 0.20262122492993
114 => 0.20652898152111
115 => 0.21083935805433
116 => 0.21246642541017
117 => 0.21620777707792
118 => 0.2098008434595
119 => 0.21466057620662
120 => 0.21904417679152
121 => 0.21381786745956
122 => 0.22102111729977
123 => 0.22130080316815
124 => 0.22552372772233
125 => 0.22124298467221
126 => 0.21870109311367
127 => 0.22603943879975
128 => 0.22959023312152
129 => 0.22852070497448
130 => 0.22038154296639
131 => 0.2156442015726
201 => 0.20324566538013
202 => 0.21793226707701
203 => 0.22508568234951
204 => 0.22036301734897
205 => 0.22274485487423
206 => 0.23573938809862
207 => 0.24068686501675
208 => 0.23965782440325
209 => 0.23983171532748
210 => 0.24250128406944
211 => 0.25433962202967
212 => 0.24724581551338
213 => 0.25266876479522
214 => 0.25554507754042
215 => 0.2582167571168
216 => 0.2516559564702
217 => 0.24312045122627
218 => 0.24041689841938
219 => 0.21989344138822
220 => 0.21882510632089
221 => 0.21822541747374
222 => 0.21444446412008
223 => 0.2114736704744
224 => 0.20911118506885
225 => 0.20291131786683
226 => 0.2050035910485
227 => 0.19512229674134
228 => 0.2014439986675
301 => 0.18567321436107
302 => 0.19880759216285
303 => 0.19165914747222
304 => 0.19645913582517
305 => 0.196442389118
306 => 0.18760408872252
307 => 0.18250634150503
308 => 0.1857548244393
309 => 0.18923745600974
310 => 0.18980250126506
311 => 0.19431782400212
312 => 0.1955779535215
313 => 0.19175970224797
314 => 0.18534639991024
315 => 0.18683606377144
316 => 0.18247615351443
317 => 0.17483557849053
318 => 0.18032317286433
319 => 0.18219687885604
320 => 0.18302441416466
321 => 0.17551078615463
322 => 0.17314984110508
323 => 0.17189289377094
324 => 0.18437648488624
325 => 0.18506036418765
326 => 0.18156154099085
327 => 0.19737655361242
328 => 0.19379712918106
329 => 0.19779622325117
330 => 0.18670089238995
331 => 0.1871247489707
401 => 0.18187204153043
402 => 0.18481320671094
403 => 0.18273448595954
404 => 0.18457558962952
405 => 0.18567913957815
406 => 0.19093098510081
407 => 0.19886755980256
408 => 0.19014653451334
409 => 0.18634665890744
410 => 0.18870408036203
411 => 0.19498220435296
412 => 0.20449388357047
413 => 0.19886277803332
414 => 0.20136176704834
415 => 0.20190768497584
416 => 0.1977555162276
417 => 0.20464697995481
418 => 0.20834017135238
419 => 0.21212862152801
420 => 0.21541802666554
421 => 0.21061543121806
422 => 0.21575489677188
423 => 0.2116133947733
424 => 0.20789803933996
425 => 0.20790367400052
426 => 0.20557297726451
427 => 0.2010569586518
428 => 0.20022413553146
429 => 0.20455658657743
430 => 0.20803080203167
501 => 0.20831695505685
502 => 0.21024045924394
503 => 0.2113787692082
504 => 0.22253575431526
505 => 0.22702318602074
506 => 0.23251033256747
507 => 0.23464788538605
508 => 0.24108115301489
509 => 0.23588576692015
510 => 0.23476171245805
511 => 0.21915670949628
512 => 0.22171202785706
513 => 0.22580333910422
514 => 0.21922417371182
515 => 0.22339713983817
516 => 0.22422097174702
517 => 0.21900061618934
518 => 0.22178903365095
519 => 0.21438382358107
520 => 0.19902897314598
521 => 0.20466407429276
522 => 0.20881340549133
523 => 0.20289179826213
524 => 0.21350605002263
525 => 0.20730542326678
526 => 0.20534012226775
527 => 0.19767278239013
528 => 0.20129147166939
529 => 0.20618580073422
530 => 0.20316167439898
531 => 0.20943719061946
601 => 0.21832499520672
602 => 0.2246589740335
603 => 0.2251452182785
604 => 0.2210728942365
605 => 0.22759881950303
606 => 0.22764635374408
607 => 0.22028508338424
608 => 0.21577634627657
609 => 0.21475195171924
610 => 0.21731109016783
611 => 0.22041835668743
612 => 0.22531764994486
613 => 0.22827819025177
614 => 0.23599770922294
615 => 0.23808638972058
616 => 0.24038121633914
617 => 0.24344781239984
618 => 0.24713004722981
619 => 0.23907352705158
620 => 0.2393936276175
621 => 0.23189150757765
622 => 0.22387441640223
623 => 0.22995838925985
624 => 0.2379123744542
625 => 0.23608772146224
626 => 0.23588241072637
627 => 0.23622768643566
628 => 0.23485195766732
629 => 0.22862958743501
630 => 0.22550475205844
701 => 0.22953658692474
702 => 0.23167932771985
703 => 0.23500253182644
704 => 0.23459287677597
705 => 0.24315309366847
706 => 0.24647933510537
707 => 0.24562834020792
708 => 0.24578494374938
709 => 0.2518069449889
710 => 0.25850464888625
711 => 0.26477793242599
712 => 0.27115938588641
713 => 0.26346629466751
714 => 0.25956021739045
715 => 0.26359029208377
716 => 0.26145187772409
717 => 0.27373984092974
718 => 0.27459063284129
719 => 0.28687770748734
720 => 0.29853960444408
721 => 0.29121497591014
722 => 0.29812177070913
723 => 0.30559203240348
724 => 0.32000337921817
725 => 0.31515014460828
726 => 0.31143264295698
727 => 0.30791962185934
728 => 0.31522966108713
729 => 0.32463390977295
730 => 0.3266594948671
731 => 0.32994171655269
801 => 0.32649086178127
802 => 0.33064703625426
803 => 0.34532015845953
804 => 0.34135535131643
805 => 0.33572468779868
806 => 0.34730770855811
807 => 0.35149955874309
808 => 0.38092015863027
809 => 0.41806488129221
810 => 0.40268672220477
811 => 0.3931410026091
812 => 0.39538447314158
813 => 0.40894846842951
814 => 0.4133047932163
815 => 0.4014628007306
816 => 0.40564559267295
817 => 0.42869318751833
818 => 0.4410574826975
819 => 0.4242651090978
820 => 0.3779356163314
821 => 0.33521770815533
822 => 0.3465484210161
823 => 0.34526386981065
824 => 0.370025635226
825 => 0.34126079197732
826 => 0.34174511816607
827 => 0.36701893066705
828 => 0.36027631079463
829 => 0.34935413013081
830 => 0.33529745216139
831 => 0.30931238284957
901 => 0.28629668231283
902 => 0.33143577126466
903 => 0.32948929166895
904 => 0.32667050076224
905 => 0.33294341490008
906 => 0.36340290535565
907 => 0.3627007155129
908 => 0.35823374199373
909 => 0.36162190203793
910 => 0.34876016929355
911 => 0.35207493067799
912 => 0.33521094142043
913 => 0.34283416886725
914 => 0.34933069603651
915 => 0.35063497004847
916 => 0.35357356599529
917 => 0.32846358537072
918 => 0.33973722948086
919 => 0.34635943919795
920 => 0.31644005477805
921 => 0.34576802916613
922 => 0.32802647647272
923 => 0.32200472701939
924 => 0.33011221935313
925 => 0.32695272170588
926 => 0.3242363711607
927 => 0.32272060088366
928 => 0.32867384846228
929 => 0.32839612234707
930 => 0.31865545383288
1001 => 0.30594914883657
1002 => 0.31021380186358
1003 => 0.30866441343753
1004 => 0.30304922990645
1005 => 0.30683318562655
1006 => 0.29017055965139
1007 => 0.26150337770907
1008 => 0.2804417961997
1009 => 0.27971268768885
1010 => 0.27934503811523
1011 => 0.2935767361915
1012 => 0.29220868680261
1013 => 0.28972566376579
1014 => 0.30300362724117
1015 => 0.29815699195884
1016 => 0.31309317988809
1017 => 0.32293111927035
1018 => 0.32043589961901
1019 => 0.32968852915892
1020 => 0.31031205085593
1021 => 0.31674813969881
1022 => 0.31807460868929
1023 => 0.30283977923297
1024 => 0.29243251660158
1025 => 0.29173847083555
1026 => 0.27369371164186
1027 => 0.28333307635092
1028 => 0.29181531839088
1029 => 0.28775298270231
1030 => 0.28646696858214
1031 => 0.29303693581968
1101 => 0.293547478542
1102 => 0.28190705036819
1103 => 0.28432746398995
1104 => 0.29442099115294
1105 => 0.28407313300276
1106 => 0.26396893492999
1107 => 0.25898281584566
1108 => 0.25831757564741
1109 => 0.24479482523661
1110 => 0.25931601216493
1111 => 0.25297712492711
1112 => 0.27300159375988
1113 => 0.26156372455598
1114 => 0.26107066087518
1115 => 0.26032532280493
1116 => 0.24868573290857
1117 => 0.25123406336135
1118 => 0.25970510190806
1119 => 0.2627276638946
1120 => 0.26241238591629
1121 => 0.25966358919782
1122 => 0.26092197425942
1123 => 0.25686827752559
1124 => 0.25543683283848
1125 => 0.25091879965606
1126 => 0.24427853901644
1127 => 0.24520190798546
1128 => 0.23204581413965
1129 => 0.22487767596571
1130 => 0.2228936297937
1201 => 0.2202404803335
1202 => 0.22319331008499
1203 => 0.23200854457876
1204 => 0.22137550152295
1205 => 0.20314589502501
1206 => 0.20424152543727
1207 => 0.20670308167804
1208 => 0.20211598790819
1209 => 0.19777468862063
1210 => 0.20154909613042
1211 => 0.19382497154059
1212 => 0.20763650523228
1213 => 0.2072629419523
1214 => 0.21241102761305
1215 => 0.21563023122607
1216 => 0.2082110091276
1217 => 0.20634509483355
1218 => 0.20740800441652
1219 => 0.18984047667039
1220 => 0.21097538580426
1221 => 0.2111581613761
1222 => 0.20959312596377
1223 => 0.22084681261045
1224 => 0.24459560154782
1225 => 0.23566035185676
1226 => 0.23220035310703
1227 => 0.22562289295455
1228 => 0.23438696807679
1229 => 0.23371402384827
1230 => 0.23067071484039
1231 => 0.22883011205672
]
'min_raw' => 0.17189289377094
'max_raw' => 0.4410574826975
'avg_raw' => 0.30647518823422
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.171892'
'max' => '$0.441057'
'avg' => '$0.306475'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.10570309071743
'max_diff' => 0.25636740665859
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0053955215178597
]
1 => [
'year' => 2028
'avg' => 0.0092602812557356
]
2 => [
'year' => 2029
'avg' => 0.025297419387359
]
3 => [
'year' => 2030
'avg' => 0.0195169213833
]
4 => [
'year' => 2031
'avg' => 0.01916803550384
]
5 => [
'year' => 2032
'avg' => 0.033607598641013
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0053955215178597
'min' => '$0.005395'
'max_raw' => 0.033607598641013
'max' => '$0.0336075'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.033607598641013
]
1 => [
'year' => 2033
'avg' => 0.086442199533301
]
2 => [
'year' => 2034
'avg' => 0.054791220281926
]
3 => [
'year' => 2035
'avg' => 0.0646263699707
]
4 => [
'year' => 2036
'avg' => 0.12543993954621
]
5 => [
'year' => 2037
'avg' => 0.30647518823422
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.033607598641013
'min' => '$0.0336075'
'max_raw' => 0.30647518823422
'max' => '$0.306475'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.30647518823422
]
]
]
]
'prediction_2025_max_price' => '$0.009225'
'last_price' => 0.00894515
'sma_50day_nextmonth' => '$0.008015'
'sma_200day_nextmonth' => '$0.018656'
'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' => '$0.008573'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.008365'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.007981'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.007725'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.009216'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.01361'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.021782'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.008636'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.008431'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.008155'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.0082049'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.009758'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.013594'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.021678'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.01724'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.027018'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.079666'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.008596'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.008875'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.010832'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.016373'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.034449'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.0714032'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.043013'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '57.75'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 112.69
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.007992'
'vwma_10_action' => 'BUY'
'hma_9' => '0.008752'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 237.67
'cci_20_action' => 'SELL'
'adx_14' => 26.17
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.000119'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 79.79
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.003094'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 15
'buy_signals' => 18
'sell_pct' => 45.45
'buy_pct' => 54.55
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767702784
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Vanar Chain para 2026
A previsão de preço para Vanar Chain em 2026 sugere que o preço médio poderia variar entre $0.00309 na extremidade inferior e $0.009225 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Vanar Chain poderia potencialmente ganhar 3.13% até 2026 se VANRY atingir a meta de preço prevista.
Previsão de preço de Vanar Chain 2027-2032
A previsão de preço de VANRY para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.005395 na extremidade inferior e $0.0336075 na extremidade superior. Considerando a volatilidade de preços no mercado, se Vanar Chain atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Vanar Chain | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.002975 | $0.005395 | $0.007815 |
| 2028 | $0.005369 | $0.00926 | $0.013151 |
| 2029 | $0.011794 | $0.025297 | $0.038799 |
| 2030 | $0.010031 | $0.019516 | $0.0290027 |
| 2031 | $0.011859 | $0.019168 | $0.026476 |
| 2032 | $0.0181031 | $0.0336075 | $0.049112 |
Previsão de preço de Vanar Chain 2032-2037
A previsão de preço de Vanar Chain para 2032-2037 é atualmente estimada entre $0.0336075 na extremidade inferior e $0.306475 na extremidade superior. Comparado ao preço atual, Vanar Chain poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Vanar Chain | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.0181031 | $0.0336075 | $0.049112 |
| 2033 | $0.042067 | $0.086442 | $0.130816 |
| 2034 | $0.03382 | $0.054791 | $0.075761 |
| 2035 | $0.039986 | $0.064626 | $0.089266 |
| 2036 | $0.066189 | $0.125439 | $0.18469 |
| 2037 | $0.171892 | $0.306475 | $0.441057 |
Vanar Chain Histograma de preços potenciais
Previsão de preço de Vanar Chain baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 54.55%
Baixista 45.45%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Vanar Chain é Altista, com 18 indicadores técnicos mostrando sinais de alta e 15 indicando sinais de baixa. A previsão de preço de VANRY 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 Vanar Chain
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Vanar Chain está projetado para aumentar no próximo mês, alcançando $0.018656 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Vanar Chain é esperado para alcançar $0.008015 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 57.75, sugerindo que o mercado de VANRY está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de VANRY 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 | $0.008573 | BUY |
| SMA 5 | $0.008365 | BUY |
| SMA 10 | $0.007981 | BUY |
| SMA 21 | $0.007725 | BUY |
| SMA 50 | $0.009216 | SELL |
| SMA 100 | $0.01361 | SELL |
| SMA 200 | $0.021782 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.008636 | BUY |
| EMA 5 | $0.008431 | BUY |
| EMA 10 | $0.008155 | BUY |
| EMA 21 | $0.0082049 | BUY |
| EMA 50 | $0.009758 | SELL |
| EMA 100 | $0.013594 | SELL |
| EMA 200 | $0.021678 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.01724 | SELL |
| SMA 50 | $0.027018 | SELL |
| SMA 100 | $0.079666 | SELL |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.016373 | SELL |
| EMA 50 | $0.034449 | SELL |
| EMA 100 | $0.0714032 | SELL |
| EMA 200 | $0.043013 | SELL |
Osciladores de Vanar Chain
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 57.75 | NEUTRAL |
| Stoch RSI (14) | 112.69 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 237.67 | SELL |
| Índice Direcional Médio (14) | 26.17 | SELL |
| Oscilador Impressionante (5, 34) | -0.000119 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 79.79 | SELL |
| VWMA (10) | 0.007992 | BUY |
| Média Móvel de Hull (9) | 0.008752 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.003094 | SELL |
Previsão do preço de Vanar Chain com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Vanar Chain
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Vanar Chain por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.012569 | $0.017662 | $0.024818 | $0.034873 | $0.0490035 | $0.068858 |
| Amazon.com stock | $0.018664 | $0.038944 | $0.08126 | $0.169555 | $0.353786 | $0.738196 |
| Apple stock | $0.012688 | $0.017996 | $0.025527 | $0.0362085 | $0.051359 | $0.072848 |
| Netflix stock | $0.014114 | $0.022269 | $0.035138 | $0.055442 | $0.087479 | $0.138029 |
| Google stock | $0.011583 | $0.0150011 | $0.019426 | $0.025157 | $0.032578 | $0.042188 |
| Tesla stock | $0.020277 | $0.045968 | $0.1042074 | $0.23623 | $0.535516 | $1.21 |
| Kodak stock | $0.0067079 | $0.00503 | $0.003772 | $0.002828 | $0.002121 | $0.00159 |
| Nokia stock | $0.005925 | $0.003925 | $0.00260053 | $0.001722 | $0.001141 | $0.000756 |
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 Vanar Chain
Você pode fazer perguntas como: 'Devo investir em Vanar Chain agora?', 'Devo comprar VANRY hoje?', 'Vanar Chain será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Vanar Chain regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Vanar Chain, 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 Vanar Chain para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Vanar Chain é de $0.008945 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 Vanar Chain
com base no histórico de preços de 4 horas
Previsão de longo prazo para Vanar Chain
com base no histórico de preços de 1 mês
Previsão do preço de Vanar Chain com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Vanar Chain tiver 1% da média anterior do crescimento anual do Bitcoin | $0.009177 | $0.009416 | $0.00966 | $0.009912 |
| Se Vanar Chain tiver 2% da média anterior do crescimento anual do Bitcoin | $0.00941 | $0.009899 | $0.010414 | $0.010955 |
| Se Vanar Chain tiver 5% da média anterior do crescimento anual do Bitcoin | $0.0101077 | $0.011421 | $0.0129057 | $0.014583 |
| Se Vanar Chain tiver 10% da média anterior do crescimento anual do Bitcoin | $0.01127 | $0.014199 | $0.01789 | $0.022541 |
| Se Vanar Chain tiver 20% da média anterior do crescimento anual do Bitcoin | $0.013595 | $0.020663 | $0.0314052 | $0.047731 |
| Se Vanar Chain tiver 50% da média anterior do crescimento anual do Bitcoin | $0.02057 | $0.0473058 | $0.108787 | $0.250174 |
| Se Vanar Chain tiver 100% da média anterior do crescimento anual do Bitcoin | $0.032196 | $0.115885 | $0.4171089 | $1.50 |
Perguntas Frequentes sobre Vanar Chain
VANRY é um bom investimento?
A decisão de adquirir Vanar Chain depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Vanar Chain experimentou uma escalada de 6.3771% nas últimas 24 horas, e Vanar Chain registrou um declínio de -89.52% durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Vanar Chain dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Vanar Chain pode subir?
Parece que o valor médio de Vanar Chain pode potencialmente subir para $0.009225 até o final deste ano. Observando as perspectivas de Vanar Chain em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.0290027. 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 Vanar Chain na próxima semana?
Com base na nossa nova previsão experimental de Vanar Chain, o preço de Vanar Chain aumentará 0.86% na próxima semana e atingirá $0.0090216 até 13 de janeiro de 2026.
Qual será o preço de Vanar Chain no próximo mês?
Com base na nossa nova previsão experimental de Vanar Chain, o preço de Vanar Chain diminuirá -11.62% no próximo mês e atingirá $0.007905 até 5 de fevereiro de 2026.
Até onde o preço de Vanar Chain pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Vanar Chain em 2026, espera-se que VANRY fluctue dentro do intervalo de $0.00309 e $0.009225. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Vanar Chain não considera flutuações repentinas e extremas de preço.
Onde estará Vanar Chain em 5 anos?
O futuro de Vanar Chain parece seguir uma tendência de alta, com um preço máximo de $0.0290027 projetada após um período de cinco anos. Com base na previsão de Vanar Chain para 2030, o valor de Vanar Chain pode potencialmente atingir seu pico mais alto de aproximadamente $0.0290027, enquanto seu pico mais baixo está previsto para cerca de $0.010031.
Quanto será Vanar Chain em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Vanar Chain, espera-se que o valor de VANRY em 2026 aumente 3.13% para $0.009225 se o melhor cenário ocorrer. O preço ficará entre $0.009225 e $0.00309 durante 2026.
Quanto será Vanar Chain em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Vanar Chain, o valor de VANRY pode diminuir -12.62% para $0.007815 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.007815 e $0.002975 ao longo do ano.
Quanto será Vanar Chain em 2028?
Nosso novo modelo experimental de previsão de preços de Vanar Chain sugere que o valor de VANRY em 2028 pode aumentar 47.02%, alcançando $0.013151 no melhor cenário. O preço é esperado para variar entre $0.013151 e $0.005369 durante o ano.
Quanto será Vanar Chain em 2029?
Com base no nosso modelo de previsão experimental, o valor de Vanar Chain pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.038799 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.038799 e $0.011794.
Quanto será Vanar Chain em 2030?
Usando nossa nova simulação experimental para previsões de preços de Vanar Chain, espera-se que o valor de VANRY em 2030 aumente 224.23%, alcançando $0.0290027 no melhor cenário. O preço está previsto para variar entre $0.0290027 e $0.010031 ao longo de 2030.
Quanto será Vanar Chain em 2031?
Nossa simulação experimental indica que o preço de Vanar Chain poderia aumentar 195.98% em 2031, potencialmente atingindo $0.026476 sob condições ideais. O preço provavelmente oscilará entre $0.026476 e $0.011859 durante o ano.
Quanto será Vanar Chain em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Vanar Chain, VANRY poderia ver um 449.04% aumento em valor, atingindo $0.049112 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.049112 e $0.0181031 ao longo do ano.
Quanto será Vanar Chain em 2033?
De acordo com nossa previsão experimental de preços de Vanar Chain, espera-se que o valor de VANRY seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.130816. Ao longo do ano, o preço de VANRY poderia variar entre $0.130816 e $0.042067.
Quanto será Vanar Chain em 2034?
Os resultados da nossa nova simulação de previsão de preços de Vanar Chain sugerem que VANRY pode aumentar 746.96% em 2034, atingindo potencialmente $0.075761 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.075761 e $0.03382.
Quanto será Vanar Chain em 2035?
Com base em nossa previsão experimental para o preço de Vanar Chain, VANRY poderia aumentar 897.93%, com o valor potencialmente atingindo $0.089266 em 2035. A faixa de preço esperada para o ano está entre $0.089266 e $0.039986.
Quanto será Vanar Chain em 2036?
Nossa recente simulação de previsão de preços de Vanar Chain sugere que o valor de VANRY pode aumentar 1964.7% em 2036, possivelmente atingindo $0.18469 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.18469 e $0.066189.
Quanto será Vanar Chain em 2037?
De acordo com a simulação experimental, o valor de Vanar Chain poderia aumentar 4830.69% em 2037, com um pico de $0.441057 sob condições favoráveis. O preço é esperado para cair entre $0.441057 e $0.171892 ao longo do ano.
Previsões relacionadas
Previsão de Preço do ALEX Lab- Previsão de Preço do Wrapped Centrifuge
- Previsão de Preço do Aleph Zero
- Previsão de Preço do Band Protocol
- Previsão de Preço do Convex Finance
- Previsão de Preço do Sushi
- Previsão de Preço do WAX
- Previsão de Preço do Neutron
- Previsão de Preço do NXM
- Previsão de Preço do VeThor
- Previsão de Preço do Baby Doge Coin
- Previsão de Preço do Osaka Protocol
- Previsão de Preço do Aevo
- Previsão de Preço do Xai
- Previsão de Preço do UMA
- Previsão de Preço do Arcblock
- Previsão de Preço do Kujira
- Previsão de Preço do Goldfinch
- Previsão de Preço do yearn.finance
- Previsão de Preço do Wilder World
- Previsão de Preço do RSS3
- Previsão de Preço do MAGA
- Previsão de Preço do Stride
- Previsão de Preço do Coin98
- Previsão de Preço do Swipe
Previsão de Preço do ALEX Lab
Previsão de Preço do Wrapped Centrifuge
Previsão de Preço do Aleph Zero
Previsão de Preço do Band Protocol
Previsão de Preço do Convex Finance
Previsão de Preço do Sushi
Previsão de Preço do WAX
Previsão de Preço do Neutron
Previsão de Preço do NXM
Previsão de Preço do VeThor
Previsão de Preço do Baby Doge Coin
Previsão de Preço do Osaka Protocol
Previsão de Preço do Aevo
Previsão de Preço do Xai
Previsão de Preço do UMA
Previsão de Preço do Arcblock
Previsão de Preço do Kujira
Previsão de Preço do Goldfinch
Previsão de Preço do yearn.finance
Previsão de Preço do Wilder World
Previsão de Preço do RSS3
Previsão de Preço do MAGA
Previsão de Preço do Stride
Previsão de Preço do Coin98
Previsão de Preço do SwipeComo ler e prever os movimentos de preço de Vanar Chain?
Traders de Vanar Chain 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 Vanar Chain
Médias móveis são ferramentas populares para a previsão de preço de Vanar Chain. Uma média móvel simples (SMA) calcula o preço médio de fechamento de VANRY 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 VANRY 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 VANRY.
Como ler gráficos de Vanar Chain 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 Vanar Chain 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 VANRY 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 Vanar Chain?
A ação de preço de Vanar Chain 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 VANRY. A capitalização de mercado de Vanar Chain pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de VANRY, grandes detentores de Vanar Chain, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Vanar Chain.
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