Previsão de Preço Lisk - Projeção LSK
$0.2095
0.9232%
Add to portfolio
Add to favorites
Sentiment
Altista 55.88%
Baixista 44.12%
SMA 50
$0.202979
SMA 200
$0.3076092
RSI (14)
54.59
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.208994
Previsão de Preço Lisk até $0.216084 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.072389 | $0.216084 |
| 2027 | $0.069687 | $0.183069 |
| 2028 | $0.125765 | $0.308039 |
| 2029 | $0.27627 | $0.9088052 |
| 2030 | $0.234956 | $0.679327 |
| 2031 | $0.277791 | $0.620149 |
| 2032 | $0.424027 | $1.15 |
| 2033 | $0.985346 | $3.06 |
| 2034 | $0.792171 | $1.77 |
| 2035 | $0.936592 | $2.09 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Lisk hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.45, com um retorno de 39.54% nos próximos 90 dias.
$
≈ $3,954.45
(39.54% ROI)
Previsão de preço de longo prazo de Lisk para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Lisk'
'name_with_ticker' => 'Lisk <small>LSK</small>'
'name_lang' => 'Lisk'
'name_lang_with_ticker' => 'Lisk <small>LSK</small>'
'name_with_lang' => 'Lisk'
'name_with_lang_with_ticker' => 'Lisk <small>LSK</small>'
'image' => '/uploads/coins/lisk.png?1722339074'
'price_for_sd' => 0.2095
'ticker' => 'LSK'
'marketcap' => '$47.3M'
'low24h' => '$0.2076'
'high24h' => '$0.2135'
'volume24h' => '$6.46M'
'current_supply' => '225.77M'
'max_supply' => '400M'
'algo' => 'Delegated Proof-of-Stake'
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.2095'
'change_24h_pct' => '0.9232%'
'ath_price' => '$34.92'
'ath_days' => 2921
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '7 de jan. de 2018'
'ath_pct' => '-99.40%'
'fdv' => '$83.81M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-73.23%'
'change_30d_pct_is_increased' => false
'max_price' => '$10.33'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.211314'
'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' => '$0.185178'
'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' => '$0.072389'
'current_year_max_price_prediction' => '$0.216084'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.234956'
'grand_prediction_max_price' => '$0.679327'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.21349131274195
107 => 0.21428841180639
108 => 0.21608431669944
109 => 0.20073850601837
110 => 0.20762832448484
111 => 0.2116754473452
112 => 0.19339039902649
113 => 0.21131401073085
114 => 0.20047136959576
115 => 0.1967912143435
116 => 0.20174605856708
117 => 0.1998151509544
118 => 0.19815506997573
119 => 0.19722871626582
120 => 0.20086700701741
121 => 0.20069727640515
122 => 0.19474432657374
123 => 0.18697894619194
124 => 0.18958526273799
125 => 0.18863836350246
126 => 0.18520667852047
127 => 0.18751921985511
128 => 0.17733595816776
129 => 0.15981618571455
130 => 0.17139028404228
131 => 0.17094469384686
201 => 0.17072000706442
202 => 0.17941762207313
203 => 0.17858154707816
204 => 0.17706406277543
205 => 0.18517880873123
206 => 0.18221681729862
207 => 0.19134497696096
208 => 0.19735737328692
209 => 0.19583243509801
210 => 0.20148712290301
211 => 0.18964530700719
212 => 0.19357868323659
213 => 0.19438934662605
214 => 0.18507867402575
215 => 0.17871833928725
216 => 0.17829417747332
217 => 0.16726623354488
218 => 0.173157272177
219 => 0.17834114238552
220 => 0.17585847084022
221 => 0.17507253119668
222 => 0.17908772638602
223 => 0.17939974144005
224 => 0.17228576514223
225 => 0.17376498608488
226 => 0.17993358331573
227 => 0.17360955326165
228 => 0.16132299589101
301 => 0.15827575978814
302 => 0.15786920232031
303 => 0.14960485633
304 => 0.15847939067546
305 => 0.15460541861093
306 => 0.16684324994546
307 => 0.15985306631999
308 => 0.15955173347499
309 => 0.15909622468387
310 => 0.15198276069418
311 => 0.1535401572237
312 => 0.15871718048602
313 => 0.16056440070936
314 => 0.16037172050624
315 => 0.15869181024772
316 => 0.15946086456154
317 => 0.15698347266045
318 => 0.15610865401772
319 => 0.15334748574345
320 => 0.14928933117248
321 => 0.14985364245568
322 => 0.14181337637667
323 => 0.13743261268761
324 => 0.13622007503601
325 => 0.13459861901287
326 => 0.13640322280836
327 => 0.14179059931308
328 => 0.1352922802527
329 => 0.12415136802778
330 => 0.12482095583569
331 => 0.12632532083765
401 => 0.12352194660886
402 => 0.12086878817067
403 => 0.12317549417513
404 => 0.11845494279737
405 => 0.12689577691895
406 => 0.12666747601113
407 => 0.12981369699397
408 => 0.1317810935415
409 => 0.12724688145165
410 => 0.12610653937286
411 => 0.1267561300466
412 => 0.11601984319089
413 => 0.12893631330607
414 => 0.129048015476
415 => 0.12809155368075
416 => 0.13496917526581
417 => 0.14948310199426
418 => 0.14402237893767
419 => 0.14190782191893
420 => 0.13788804748057
421 => 0.1432441582491
422 => 0.14283289251042
423 => 0.14097299287221
424 => 0.13984811976779
425 => 0.14192073295318
426 => 0.13959130005752
427 => 0.13917286990093
428 => 0.13663763840845
429 => 0.13573267611132
430 => 0.13506267805412
501 => 0.13432507602578
502 => 0.13595204230132
503 => 0.13226512267571
504 => 0.12781905904042
505 => 0.12744941695622
506 => 0.12847003124996
507 => 0.12801848540078
508 => 0.12744725512842
509 => 0.12635662097318
510 => 0.12603305311703
511 => 0.1270844916767
512 => 0.1258974788455
513 => 0.12764898093787
514 => 0.12717266928378
515 => 0.1245120311032
516 => 0.12119589083579
517 => 0.12116637023157
518 => 0.12045191325051
519 => 0.11954194486581
520 => 0.11928881247845
521 => 0.12298122982936
522 => 0.13062442324099
523 => 0.12912388148817
524 => 0.13020817668629
525 => 0.13554183589462
526 => 0.13723724576823
527 => 0.13603388399793
528 => 0.13438664818662
529 => 0.13445911820245
530 => 0.14008822162188
531 => 0.14043930189735
601 => 0.14132636849068
602 => 0.14246649974809
603 => 0.13622805328113
604 => 0.13416528793488
605 => 0.13318783527595
606 => 0.13017765940826
607 => 0.13342387600859
608 => 0.13153244461244
609 => 0.13178766332827
610 => 0.13162145180477
611 => 0.13171221453578
612 => 0.12689341753379
613 => 0.1286491338928
614 => 0.12572991491916
615 => 0.12182140841116
616 => 0.12180830572685
617 => 0.1227649071575
618 => 0.12219588319473
619 => 0.12066465434186
620 => 0.12088215817321
621 => 0.11897659574226
622 => 0.12111352795365
623 => 0.12117480752316
624 => 0.12035197222229
625 => 0.12364421113376
626 => 0.124993044102
627 => 0.12445143628012
628 => 0.1249550434534
629 => 0.12918623577254
630 => 0.12987610474042
701 => 0.13018249896577
702 => 0.12977197129326
703 => 0.12503238188168
704 => 0.12524260282638
705 => 0.123700141018
706 => 0.12239692333054
707 => 0.12244904520357
708 => 0.12311906850136
709 => 0.12604509953917
710 => 0.13220275935929
711 => 0.13243643804827
712 => 0.13271966343621
713 => 0.1315676434458
714 => 0.13122018319335
715 => 0.13167857295343
716 => 0.1339910662275
717 => 0.13993942676419
718 => 0.13783687887288
719 => 0.13612747470914
720 => 0.13762708301279
721 => 0.13739623006877
722 => 0.13544759889897
723 => 0.13539290731215
724 => 0.13165286108223
725 => 0.13027025114776
726 => 0.12911483879996
727 => 0.12785315867897
728 => 0.12710519241134
729 => 0.128254408543
730 => 0.12851724786944
731 => 0.1260044667127
801 => 0.12566198392608
802 => 0.12771397526082
803 => 0.12681097038035
804 => 0.12773973329336
805 => 0.12795521425596
806 => 0.12792051685803
807 => 0.12697767605337
808 => 0.12757861466635
809 => 0.12615721569823
810 => 0.12461165780764
811 => 0.12362568816509
812 => 0.12276529888208
813 => 0.12324269286242
814 => 0.12154087049122
815 => 0.12099642326376
816 => 0.12737503018582
817 => 0.13208697570072
818 => 0.1320184621468
819 => 0.13160140350755
820 => 0.13098173896689
821 => 0.1339457339067
822 => 0.13291313733662
823 => 0.13366443761768
824 => 0.13385567507118
825 => 0.1344344932459
826 => 0.13464137099226
827 => 0.13401604275693
828 => 0.13191736482175
829 => 0.12668765894359
830 => 0.12425321673998
831 => 0.12344981026395
901 => 0.12347901256347
902 => 0.12267348277796
903 => 0.12291074740111
904 => 0.12259097182474
905 => 0.12198539424512
906 => 0.12320530015335
907 => 0.12334588294506
908 => 0.12306114232929
909 => 0.12312820905206
910 => 0.12077067836779
911 => 0.12094991630543
912 => 0.1199518966922
913 => 0.11976478004603
914 => 0.11724187337131
915 => 0.11277217849588
916 => 0.11524882334065
917 => 0.11225738463713
918 => 0.11112448147241
919 => 0.11648746885159
920 => 0.11594917366483
921 => 0.1150278462964
922 => 0.11366501109705
923 => 0.1131595222648
924 => 0.11008833213837
925 => 0.10990686984154
926 => 0.1114290345973
927 => 0.11072660793701
928 => 0.10974013487617
929 => 0.106167229447
930 => 0.10215010079628
1001 => 0.10227135265947
1002 => 0.10354912654193
1003 => 0.10726442643647
1004 => 0.10581279449233
1005 => 0.10475961886131
1006 => 0.10456239072396
1007 => 0.10703111378794
1008 => 0.11052487413696
1009 => 0.11216406832423
1010 => 0.11053967666771
1011 => 0.10867366299616
1012 => 0.10878723860207
1013 => 0.10954280622544
1014 => 0.1096222056995
1015 => 0.10840762262863
1016 => 0.10874952064862
1017 => 0.10823014629244
1018 => 0.10504274682728
1019 => 0.1049850968783
1020 => 0.10420285764579
1021 => 0.10417917175271
1022 => 0.10284838767949
1023 => 0.10266220178837
1024 => 0.10001984923817
1025 => 0.10175905368849
1026 => 0.10059248665555
1027 => 0.098834194971556
1028 => 0.098531064822495
1029 => 0.098521952364174
1030 => 0.10032732477681
1031 => 0.10173795686071
1101 => 0.10061277958854
1102 => 0.10035659853431
1103 => 0.10309194196919
1104 => 0.10274384458389
1105 => 0.10244239449321
1106 => 0.1102120462176
1107 => 0.10406176060426
1108 => 0.10137988503081
1109 => 0.098060554734314
1110 => 0.09914134541637
1111 => 0.099369083893198
1112 => 0.091386692884374
1113 => 0.088148237846237
1114 => 0.087036922115753
1115 => 0.08639734420116
1116 => 0.086688807888154
1117 => 0.083773818520941
1118 => 0.085732739585182
1119 => 0.083208605191094
1120 => 0.082785425845681
1121 => 0.087298890822561
1122 => 0.087926913106814
1123 => 0.085247574930961
1124 => 0.086968143785307
1125 => 0.086344241601025
1126 => 0.083251874230575
1127 => 0.083133768542939
1128 => 0.081582127298416
1129 => 0.079154109207688
1130 => 0.078044439787802
1201 => 0.077466514319333
1202 => 0.077704977631166
1203 => 0.077584403283606
1204 => 0.076797574106143
1205 => 0.077629503411029
1206 => 0.075504267813967
1207 => 0.074657981875031
1208 => 0.074275734150097
1209 => 0.072389465233709
1210 => 0.075391357907278
1211 => 0.075982768580818
1212 => 0.076575344516082
1213 => 0.081733313463777
1214 => 0.081475635911419
1215 => 0.083804915490677
1216 => 0.083714403969497
1217 => 0.083050055701666
1218 => 0.080247279639669
1219 => 0.081364416223301
1220 => 0.077926043460452
1221 => 0.080502306121
1222 => 0.079326607430027
1223 => 0.080104801210935
1224 => 0.078705538625957
1225 => 0.07947994831462
1226 => 0.076123013991404
1227 => 0.072988355953726
1228 => 0.07424983385446
1229 => 0.075621204600055
1230 => 0.078594685795272
1231 => 0.076823704926088
]
'min_raw' => 0.072389465233709
'max_raw' => 0.21608431669944
'avg_raw' => 0.14423689096657
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.072389'
'max' => '$0.216084'
'avg' => '$0.144236'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.13713153476629
'max_diff' => 0.0065633166994384
'year' => 2026
]
1 => [
'items' => [
101 => 0.077460616614848
102 => 0.075327069075233
103 => 0.070924951083282
104 => 0.070949866593048
105 => 0.070272696645339
106 => 0.069687522942088
107 => 0.077027123382761
108 => 0.07611432804605
109 => 0.074659908140703
110 => 0.07660670698036
111 => 0.077121471493418
112 => 0.077136126115431
113 => 0.078556460294694
114 => 0.079314492900775
115 => 0.079448099433099
116 => 0.08168302595252
117 => 0.082432143842437
118 => 0.085517654411871
119 => 0.079250179130229
120 => 0.07912110460123
121 => 0.07663410243242
122 => 0.075056806339012
123 => 0.076742101245371
124 => 0.078235042466709
125 => 0.076680492277725
126 => 0.07688348371406
127 => 0.074796627096765
128 => 0.075542580141718
129 => 0.076185095394758
130 => 0.07583033623733
131 => 0.075299244608123
201 => 0.078112638311837
202 => 0.077953895613294
203 => 0.080573792509834
204 => 0.082616189491311
205 => 0.086276530004249
206 => 0.082456773861132
207 => 0.082317566765121
208 => 0.083678338458147
209 => 0.08243193551538
210 => 0.083219619150842
211 => 0.086149621993035
212 => 0.086211528336052
213 => 0.085174517328691
214 => 0.085111415114649
215 => 0.08531058442227
216 => 0.086477125277947
217 => 0.086069500058794
218 => 0.086541214282206
219 => 0.087131100141728
220 => 0.08957111816313
221 => 0.090159398247448
222 => 0.088730182630809
223 => 0.088859224798742
224 => 0.088324658925273
225 => 0.087808274989593
226 => 0.088969030665185
227 => 0.091090334477039
228 => 0.091077137956121
301 => 0.091569239208218
302 => 0.091875814211487
303 => 0.090559769870837
304 => 0.089703073397366
305 => 0.090031585338308
306 => 0.090556883085933
307 => 0.089861238358539
308 => 0.085567396847078
309 => 0.086869874069997
310 => 0.086653078172221
311 => 0.086344334450506
312 => 0.08765398536991
313 => 0.087527666343819
314 => 0.083743921091724
315 => 0.083986144186431
316 => 0.083758651480381
317 => 0.084493726954259
318 => 0.082392239027479
319 => 0.083038642560019
320 => 0.083444060795972
321 => 0.083682855251518
322 => 0.08454554456784
323 => 0.084444317933692
324 => 0.084539252178132
325 => 0.085818392692702
326 => 0.09228784646738
327 => 0.092639964562291
328 => 0.090906006281809
329 => 0.091598688414047
330 => 0.09026889019308
331 => 0.091161592647689
401 => 0.091772356994948
402 => 0.089012430352913
403 => 0.088849005408947
404 => 0.087513718637687
405 => 0.088231226114053
406 => 0.087089620128541
407 => 0.087369730305703
408 => 0.08658651783079
409 => 0.087996144349586
410 => 0.089572325831415
411 => 0.089970531519017
412 => 0.088923023793262
413 => 0.088164559165691
414 => 0.086832945133459
415 => 0.089047448946016
416 => 0.089695037346589
417 => 0.089044047439835
418 => 0.088893198854029
419 => 0.088607341056506
420 => 0.088953844937111
421 => 0.089691510441082
422 => 0.089343641011952
423 => 0.089573414898563
424 => 0.088697753784605
425 => 0.090560205536274
426 => 0.093518227141347
427 => 0.093527737664493
428 => 0.093179866360217
429 => 0.093037524917499
430 => 0.093394461986282
501 => 0.093588085703772
502 => 0.094742354733152
503 => 0.095980931389783
504 => 0.10176082821295
505 => 0.10013785631364
506 => 0.10526612462275
507 => 0.10932191903296
508 => 0.11053807443819
509 => 0.10941926868991
510 => 0.10559189466176
511 => 0.10540410543249
512 => 0.11112381810618
513 => 0.10950773729642
514 => 0.10931550962643
515 => 0.10727053199147
516 => 0.10847936704914
517 => 0.10821497708949
518 => 0.10779762460378
519 => 0.11010399768563
520 => 0.11442132220351
521 => 0.11374842668979
522 => 0.11324614140351
523 => 0.11104527349212
524 => 0.11237068755643
525 => 0.11189873299476
526 => 0.11392654930143
527 => 0.11272531584299
528 => 0.10949549389483
529 => 0.11000985368571
530 => 0.10993210923807
531 => 0.11153208446152
601 => 0.11105181161327
602 => 0.10983832825634
603 => 0.11440656605766
604 => 0.11410993010472
605 => 0.11453049206557
606 => 0.11471563644705
607 => 0.11749624229534
608 => 0.11863536754192
609 => 0.11889396891608
610 => 0.11997604979723
611 => 0.11886704575801
612 => 0.12330385262136
613 => 0.12625407029063
614 => 0.1296808999303
615 => 0.13468841907884
616 => 0.13657129260083
617 => 0.13623116835203
618 => 0.14002781222042
619 => 0.14685029685727
620 => 0.13761018755944
621 => 0.14734004508679
622 => 0.14425968453024
623 => 0.13695620506397
624 => 0.13648594708871
625 => 0.1414319481784
626 => 0.15240170256039
627 => 0.14965390350563
628 => 0.15240619697527
629 => 0.14919550044626
630 => 0.14903606230172
701 => 0.15225026061127
702 => 0.15976041015836
703 => 0.15619261962228
704 => 0.15107731703068
705 => 0.1548543768614
706 => 0.15158233808565
707 => 0.1442095189379
708 => 0.14965180231548
709 => 0.1460127024082
710 => 0.14707478522633
711 => 0.15472363195618
712 => 0.1538033024813
713 => 0.154994294042
714 => 0.15289222511104
715 => 0.15092856126368
716 => 0.14726323686899
717 => 0.14617811501403
718 => 0.14647800365614
719 => 0.14617796640411
720 => 0.14412725109135
721 => 0.14368439931481
722 => 0.14294629361879
723 => 0.14317506343764
724 => 0.14178720878869
725 => 0.14440637725666
726 => 0.14489251800434
727 => 0.1467985303948
728 => 0.14699641892414
729 => 0.15230463630118
730 => 0.14938095937087
731 => 0.15134241427385
801 => 0.15116696328539
802 => 0.13711449361009
803 => 0.13905079994536
804 => 0.14206308495663
805 => 0.14070605464211
806 => 0.13878753127356
807 => 0.13723822078875
808 => 0.13489085697912
809 => 0.13819472646404
810 => 0.14253896350936
811 => 0.14710659594469
812 => 0.1525943070326
813 => 0.15136951380178
814 => 0.14700400700307
815 => 0.14719984044906
816 => 0.14841040575452
817 => 0.14684261369249
818 => 0.14638024120646
819 => 0.14834688287515
820 => 0.14836042605547
821 => 0.14655649181411
822 => 0.14455174902132
823 => 0.14454334907582
824 => 0.14418662445936
825 => 0.14925896096306
826 => 0.15204823316903
827 => 0.1523680187323
828 => 0.1520267090527
829 => 0.15215806560228
830 => 0.15053504956305
831 => 0.15424478293828
901 => 0.157649201138
902 => 0.15673674433569
903 => 0.15536884187565
904 => 0.15427924167912
905 => 0.15648006915738
906 => 0.1563820697742
907 => 0.15761946651498
908 => 0.15756333105127
909 => 0.15714724106819
910 => 0.15673675919558
911 => 0.15836427342171
912 => 0.15789557546167
913 => 0.15742614948423
914 => 0.15648464382095
915 => 0.15661261007734
916 => 0.15524494380495
917 => 0.15461219880718
918 => 0.14509723220838
919 => 0.14255452222268
920 => 0.14335451054582
921 => 0.14361788747348
922 => 0.14251129682913
923 => 0.14409786355332
924 => 0.14385059880994
925 => 0.14481256128137
926 => 0.14421156889278
927 => 0.14423623383004
928 => 0.14600362429981
929 => 0.1465167052722
930 => 0.14625574814858
1001 => 0.14643851357288
1002 => 0.15065026563548
1003 => 0.15005148917643
1004 => 0.14973340111662
1005 => 0.14982151368304
1006 => 0.15089770663601
1007 => 0.15119898190489
1008 => 0.14992245742042
1009 => 0.1505244737468
1010 => 0.15308778285726
1011 => 0.15398479597519
1012 => 0.1568476312569
1013 => 0.15563144794639
1014 => 0.15786380504802
1015 => 0.16472530971179
1016 => 0.17020675441722
1017 => 0.16516579133582
1018 => 0.17523176647957
1019 => 0.18306957200735
1020 => 0.18276874397665
1021 => 0.18140204129117
1022 => 0.17247890807663
1023 => 0.16426770785619
1024 => 0.17113672550657
1025 => 0.17115423604518
1026 => 0.17056418133719
1027 => 0.16689940222221
1028 => 0.17043665496785
1029 => 0.17071742924539
1030 => 0.17056027031388
1031 => 0.16775049275895
1101 => 0.16346048176628
1102 => 0.16429873964541
1103 => 0.16567182315143
1104 => 0.16307228961931
1105 => 0.16224158114451
1106 => 0.16378602624792
1107 => 0.16876255016903
1108 => 0.16782176714879
1109 => 0.16779719950212
1110 => 0.17182226821682
1111 => 0.16894118768129
1112 => 0.16430931276174
1113 => 0.16313970325763
1114 => 0.1589883774614
1115 => 0.16185571297537
1116 => 0.1619589032759
1117 => 0.16038849291836
1118 => 0.16443674290723
1119 => 0.1643994375709
1120 => 0.16824264843284
1121 => 0.17558942415679
1122 => 0.17341662106234
1123 => 0.1708898874638
1124 => 0.17116461346469
1125 => 0.17417767961284
1126 => 0.17235591103806
1127 => 0.17301103171937
1128 => 0.17417668800923
1129 => 0.17487995739052
1130 => 0.17106342382342
1201 => 0.17017360728303
1202 => 0.16835335492455
1203 => 0.16787848506084
1204 => 0.16936104262601
1205 => 0.16897044108712
1206 => 0.16195023053071
1207 => 0.16121657946749
1208 => 0.16123907949818
1209 => 0.15939427901649
1210 => 0.15658051547906
1211 => 0.16397491805433
1212 => 0.16338104404294
1213 => 0.16272545309656
1214 => 0.16280575924674
1215 => 0.16601541878511
1216 => 0.16415365416116
1217 => 0.16910346055115
1218 => 0.16808592916216
1219 => 0.16704230193255
1220 => 0.16689804085976
1221 => 0.16649633341445
1222 => 0.16511872911573
1223 => 0.16345518914384
1224 => 0.16235677596103
1225 => 0.14976554367735
1226 => 0.15210240314937
1227 => 0.15479074696049
1228 => 0.15571875247123
1229 => 0.15413133482909
1230 => 0.16518141003967
1231 => 0.16720036526181
]
'min_raw' => 0.069687522942088
'max_raw' => 0.18306957200735
'avg_raw' => 0.12637854747472
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.069687'
'max' => '$0.183069'
'avg' => '$0.126378'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0027019422916201
'max_diff' => -0.033014744692087
'year' => 2027
]
2 => [
'items' => [
101 => 0.16108481820074
102 => 0.15994084904175
103 => 0.16525640846728
104 => 0.16205047633298
105 => 0.16349410737675
106 => 0.16037376668407
107 => 0.16671405807071
108 => 0.16666575567324
109 => 0.16419923912186
110 => 0.16628392202111
111 => 0.16592165706583
112 => 0.16313696595409
113 => 0.16680233774591
114 => 0.16680415572459
115 => 0.16443018717059
116 => 0.16165791162805
117 => 0.16116229423927
118 => 0.16078891311365
119 => 0.16340227850853
120 => 0.16574541374979
121 => 0.1701054075213
122 => 0.17120161354636
123 => 0.17548017864071
124 => 0.17293250144658
125 => 0.1740618537488
126 => 0.17528792542949
127 => 0.17587574928051
128 => 0.17491792185964
129 => 0.18156429457883
130 => 0.18212545207592
131 => 0.18231360333071
201 => 0.18007248384519
202 => 0.18206312248888
203 => 0.18113176859052
204 => 0.18355489269648
205 => 0.1839348694963
206 => 0.18361304266492
207 => 0.18373365329871
208 => 0.17806214668337
209 => 0.17776804914579
210 => 0.1737580083526
211 => 0.17539212961655
212 => 0.17233721823906
213 => 0.17330596210594
214 => 0.17373297517192
215 => 0.17350992777903
216 => 0.17548452038099
217 => 0.17380571328671
218 => 0.16937506534344
219 => 0.16494321027311
220 => 0.16488757194281
221 => 0.16372074273153
222 => 0.16287733892721
223 => 0.16303980842128
224 => 0.16361237210961
225 => 0.16284406048478
226 => 0.16300801872432
227 => 0.16573081794883
228 => 0.16627685591519
229 => 0.16442120555469
301 => 0.15697050158824
302 => 0.1551420801462
303 => 0.15645631321957
304 => 0.15582819445795
305 => 0.12576551481949
306 => 0.13282829547452
307 => 0.12863183103867
308 => 0.13056575492075
309 => 0.12628225140095
310 => 0.12832656379825
311 => 0.12794905394481
312 => 0.13930579623522
313 => 0.13912847632504
314 => 0.13921334998248
315 => 0.1351621091757
316 => 0.14161584578407
317 => 0.14479518850622
318 => 0.14420677678382
319 => 0.14435486733752
320 => 0.14181018097754
321 => 0.13923798810885
322 => 0.13638503035983
323 => 0.14168547322128
324 => 0.14109615445666
325 => 0.14244783967249
326 => 0.14588555575162
327 => 0.14639177250288
328 => 0.14707213295013
329 => 0.14682827216114
330 => 0.15263802550488
331 => 0.15193442604097
401 => 0.15362989830962
402 => 0.15014218321721
403 => 0.1461955025332
404 => 0.14694563750452
405 => 0.14687339347458
406 => 0.14595364405557
407 => 0.14512333540487
408 => 0.14374110543947
409 => 0.14811468558156
410 => 0.14793712621488
411 => 0.15081160597115
412 => 0.15030351375302
413 => 0.14691034956912
414 => 0.14703153709176
415 => 0.14784658142227
416 => 0.15066745915616
417 => 0.15150488772759
418 => 0.15111695744755
419 => 0.15203515964604
420 => 0.15276086922562
421 => 0.15212629759602
422 => 0.16111049367802
423 => 0.15737962908881
424 => 0.1591980265304
425 => 0.1596317036056
426 => 0.15852084889672
427 => 0.15876175350635
428 => 0.15912665834737
429 => 0.16134228908631
430 => 0.16715674524322
501 => 0.16973192829478
502 => 0.17747949356267
503 => 0.16951809519062
504 => 0.16904569875877
505 => 0.17044126921757
506 => 0.1749899101929
507 => 0.17867615647128
508 => 0.17989909702647
509 => 0.18006072880939
510 => 0.18235504659047
511 => 0.18367010675609
512 => 0.1820764560653
513 => 0.18072600396703
514 => 0.17588885217532
515 => 0.17644876566634
516 => 0.18030601437996
517 => 0.18575460537875
518 => 0.190430063285
519 => 0.18879288088239
520 => 0.20128342694363
521 => 0.20252181356629
522 => 0.20235070857687
523 => 0.20517193759995
524 => 0.19957237252245
525 => 0.19717844996535
526 => 0.18101798703896
527 => 0.18555841794456
528 => 0.192158200916
529 => 0.19128469489182
530 => 0.18649175608525
531 => 0.19042642741112
601 => 0.18912550202224
602 => 0.18809940819258
603 => 0.1928001429443
604 => 0.18763149198925
605 => 0.19210663966892
606 => 0.18636721648026
607 => 0.1888003593937
608 => 0.18741918979815
609 => 0.18831297579625
610 => 0.18308792111442
611 => 0.1859072337897
612 => 0.18297062843809
613 => 0.1829692361048
614 => 0.1829044103789
615 => 0.18635931355217
616 => 0.18647197782061
617 => 0.1839187991555
618 => 0.18355084622171
619 => 0.18491136106987
620 => 0.18331855450208
621 => 0.18406381867014
622 => 0.18334112779451
623 => 0.18317843485621
624 => 0.1818820698439
625 => 0.18132356015229
626 => 0.18154256619339
627 => 0.18079498566976
628 => 0.18034454136311
629 => 0.18281480566879
630 => 0.18149504310044
701 => 0.18261253312713
702 => 0.18133901220323
703 => 0.17692443383437
704 => 0.17438556313111
705 => 0.16604683382395
706 => 0.1684116871113
707 => 0.16997958728743
708 => 0.16946139628858
709 => 0.17057467106742
710 => 0.1706430170972
711 => 0.1702810801181
712 => 0.16986200346331
713 => 0.16965802012415
714 => 0.17117834481384
715 => 0.17206094446798
716 => 0.17013694704591
717 => 0.1696861813695
718 => 0.17163144899002
719 => 0.1728180611148
720 => 0.18157933834437
721 => 0.18093027462865
722 => 0.18255929718279
723 => 0.18237589424258
724 => 0.18408336940296
725 => 0.18687436965733
726 => 0.18119948576424
727 => 0.18218444938536
728 => 0.1819429590516
729 => 0.18457948719349
730 => 0.18458771814657
731 => 0.18300698782115
801 => 0.18386392737498
802 => 0.18338560722494
803 => 0.18424999638491
804 => 0.18092160598701
805 => 0.18497522621411
806 => 0.18727336767335
807 => 0.18730527736974
808 => 0.18839457818225
809 => 0.1895013708958
810 => 0.19162576312813
811 => 0.18944212274946
812 => 0.18551396628132
813 => 0.18579756649045
814 => 0.18349448979044
815 => 0.18353320492585
816 => 0.18332654049886
817 => 0.18394675600123
818 => 0.18105770841204
819 => 0.18173576210667
820 => 0.18078648296351
821 => 0.1821823858379
822 => 0.18068062509606
823 => 0.18194284259765
824 => 0.18248757382815
825 => 0.18449764379596
826 => 0.18038373612748
827 => 0.17199519990439
828 => 0.17375857191965
829 => 0.1711504061992
830 => 0.17139180186661
831 => 0.17187945953263
901 => 0.17029880148541
902 => 0.17060034122856
903 => 0.17058956810703
904 => 0.17049673116582
905 => 0.17008554095983
906 => 0.16948923380964
907 => 0.17186473796233
908 => 0.17226838240761
909 => 0.1731656340085
910 => 0.17583524616116
911 => 0.17556848895332
912 => 0.17600358102696
913 => 0.17505377747315
914 => 0.17143586052937
915 => 0.17163233082574
916 => 0.16918234308178
917 => 0.17310298231356
918 => 0.17217452319357
919 => 0.17157593955892
920 => 0.17141261046837
921 => 0.1740888400732
922 => 0.17488960991573
923 => 0.17439062388753
924 => 0.17336718898595
925 => 0.17533248654835
926 => 0.1758583172668
927 => 0.17597603137277
928 => 0.17945816184491
929 => 0.17617064378452
930 => 0.17696198205678
1001 => 0.18313577735944
1002 => 0.17753699694544
1003 => 0.18050279579844
1004 => 0.18035763537786
1005 => 0.18187483771389
1006 => 0.18023318050249
1007 => 0.18025353081113
1008 => 0.18160070370134
1009 => 0.17970884234095
1010 => 0.17924039086281
1011 => 0.17859322850088
1012 => 0.1800062838422
1013 => 0.18085334661233
1014 => 0.18768005044051
1015 => 0.19209041244903
1016 => 0.19189894700273
1017 => 0.19364858277355
1018 => 0.19286035583397
1019 => 0.19031496312231
1020 => 0.19465963810354
1021 => 0.19328480115056
1022 => 0.19339814103853
1023 => 0.19339392252224
1024 => 0.19430806890564
1025 => 0.19366031241272
1026 => 0.19238351787432
1027 => 0.19323111367442
1028 => 0.19574817017965
1029 => 0.20356119080462
1030 => 0.20793346065511
1031 => 0.20329797466964
1101 => 0.20649547083079
1102 => 0.20457811251847
1103 => 0.20422967147666
1104 => 0.20623793535897
1105 => 0.20824971444136
1106 => 0.20812157281097
1107 => 0.20666112450315
1108 => 0.20583615431157
1109 => 0.21208310498751
1110 => 0.21668575183151
1111 => 0.21637188217329
1112 => 0.21775720076881
1113 => 0.22182453901156
1114 => 0.22219640544693
1115 => 0.22214955882333
1116 => 0.221227849063
1117 => 0.2252326717736
1118 => 0.22857356533694
1119 => 0.22101449988424
1120 => 0.2238928930532
1121 => 0.22518509648277
1122 => 0.22708243449688
1123 => 0.23028356175744
1124 => 0.23376083501949
1125 => 0.2342525595851
1126 => 0.23390365747461
1127 => 0.23161030228417
1128 => 0.23541517618
1129 => 0.2376439820729
1130 => 0.23897118497681
1201 => 0.24233675071562
1202 => 0.22519307669124
1203 => 0.2130579321209
1204 => 0.21116285406263
1205 => 0.21501656981438
1206 => 0.21603276392531
1207 => 0.2156231373534
1208 => 0.2019639288604
1209 => 0.21109094115675
1210 => 0.22091083896663
1211 => 0.2212880612343
1212 => 0.2262041074023
1213 => 0.22780497355014
1214 => 0.23176303507629
1215 => 0.23151545725016
1216 => 0.23247918224527
1217 => 0.23225763855828
1218 => 0.23958911406728
1219 => 0.24767682028835
1220 => 0.24739676873925
1221 => 0.24623406528057
1222 => 0.2479608781871
1223 => 0.25630825773852
1224 => 0.25553976479346
1225 => 0.25628629022951
1226 => 0.26612832115833
1227 => 0.27892436137837
1228 => 0.27297931599473
1229 => 0.2858783538365
1230 => 0.29399761440928
1231 => 0.30803903602269
]
'min_raw' => 0.12576551481949
'max_raw' => 0.30803903602269
'avg_raw' => 0.21690227542109
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.125765'
'max' => '$0.308039'
'avg' => '$0.2169022'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.056077991877403
'max_diff' => 0.12496946401534
'year' => 2028
]
3 => [
'items' => [
101 => 0.30628098088123
102 => 0.31174720327462
103 => 0.30313369526084
104 => 0.28335533978402
105 => 0.28022533932131
106 => 0.28649167951189
107 => 0.3018968654099
108 => 0.28600651538556
109 => 0.28922111249985
110 => 0.28829530831468
111 => 0.28824597614407
112 => 0.29012878444794
113 => 0.28739767280249
114 => 0.27627063264134
115 => 0.28137008957514
116 => 0.27940094435696
117 => 0.28158585778603
118 => 0.29337693443585
119 => 0.2881638183848
120 => 0.28267222410419
121 => 0.28955990201441
122 => 0.29833028285704
123 => 0.29778144818579
124 => 0.29671647952849
125 => 0.30271965208977
126 => 0.31263513439649
127 => 0.31531524942036
128 => 0.31729365553844
129 => 0.31756644431668
130 => 0.32037633826981
131 => 0.30526683029936
201 => 0.32924600748816
202 => 0.33338654897726
203 => 0.33260829878517
204 => 0.33721033638969
205 => 0.33585630018401
206 => 0.33389451416376
207 => 0.34118972264839
208 => 0.33282635481373
209 => 0.32095560709116
210 => 0.31444308011379
211 => 0.32301930098816
212 => 0.32825649980727
213 => 0.3317179550783
214 => 0.33276538935185
215 => 0.30643973839185
216 => 0.29225167261195
217 => 0.30134606011036
218 => 0.31244184051952
219 => 0.30520519267895
220 => 0.30548885557351
221 => 0.29517129751045
222 => 0.31335471546968
223 => 0.31070554441963
224 => 0.32444944851356
225 => 0.32116935549982
226 => 0.33237697575313
227 => 0.32942563373218
228 => 0.34167648945385
301 => 0.3465636874799
302 => 0.35477005359728
303 => 0.36080668991914
304 => 0.36435151822979
305 => 0.36413870003433
306 => 0.37818507582758
307 => 0.36990241876529
308 => 0.35949744942268
309 => 0.35930925635453
310 => 0.36469813741662
311 => 0.37599175375546
312 => 0.37892002415668
313 => 0.38055652782897
314 => 0.37805016548776
315 => 0.36905993487003
316 => 0.3651779988708
317 => 0.36848552081265
318 => 0.36444070569636
319 => 0.37142319136176
320 => 0.38101163555881
321 => 0.37903165974894
322 => 0.38565042202678
323 => 0.39250014467025
324 => 0.40229555569071
325 => 0.40485643885448
326 => 0.40908948134252
327 => 0.41344667254473
328 => 0.41484608492929
329 => 0.41751799738357
330 => 0.41750391508604
331 => 0.42555590310746
401 => 0.4344374952444
402 => 0.43779009066676
403 => 0.4454991989773
404 => 0.43229762115488
405 => 0.44231116958198
406 => 0.4513436409186
407 => 0.440574756226
408 => 0.45541715494642
409 => 0.45599345165513
410 => 0.46469484774576
411 => 0.45587431582212
412 => 0.450636712122
413 => 0.4657574777538
414 => 0.47307393994338
415 => 0.47087016198853
416 => 0.45409930293823
417 => 0.44433794363497
418 => 0.41879058351276
419 => 0.44905253514135
420 => 0.4637922490264
421 => 0.45406113064012
422 => 0.45896894072881
423 => 0.48574436120993
424 => 0.49593870774905
425 => 0.49381835493277
426 => 0.49417665965474
427 => 0.49967734400678
428 => 0.52407040770588
429 => 0.50945351851059
430 => 0.520627582616
501 => 0.52655426592643
502 => 0.5320592996828
503 => 0.51854067666093
504 => 0.5009531467375
505 => 0.49538243773647
506 => 0.45309356269599
507 => 0.45089224309886
508 => 0.44965657570217
509 => 0.44186586755472
510 => 0.43574450500539
511 => 0.43087657023453
512 => 0.41810165570744
513 => 0.42241281434879
514 => 0.40205226692448
515 => 0.41507822363305
516 => 0.38258229832125
517 => 0.40964587054255
518 => 0.39491639861213
519 => 0.40480684286553
520 => 0.40477233603727
521 => 0.38656089239855
522 => 0.37605691177087
523 => 0.38275045704787
524 => 0.3899264689191
525 => 0.3910907527022
526 => 0.40039463940633
527 => 0.40299115419907
528 => 0.39512359315737
529 => 0.38190889249826
530 => 0.38497836606614
531 => 0.37599470898699
601 => 0.36025119550716
602 => 0.37155846174374
603 => 0.37541925958232
604 => 0.37712440785263
605 => 0.36164247049996
606 => 0.35677770965454
607 => 0.35418775179973
608 => 0.37991036879987
609 => 0.38131951182466
610 => 0.37411013687708
611 => 0.40669719526114
612 => 0.39932174032365
613 => 0.40756193051916
614 => 0.38469984351255
615 => 0.38557320602409
616 => 0.37474992765396
617 => 0.38081024032951
618 => 0.37652700666343
619 => 0.3803206269545
620 => 0.38259450731529
621 => 0.39341600969193
622 => 0.40976943471688
623 => 0.39179963810216
624 => 0.38396994038491
625 => 0.3888274408128
626 => 0.40176360456621
627 => 0.42136255484266
628 => 0.40975958181337
629 => 0.41490878421251
630 => 0.41603365586465
701 => 0.40747805311826
702 => 0.4216780121195
703 => 0.42928788550853
704 => 0.43709404096425
705 => 0.44387190702294
706 => 0.4339760908142
707 => 0.44456603266709
708 => 0.43603240891004
709 => 0.42837686621016
710 => 0.42838847650837
711 => 0.4235860427431
712 => 0.4142807221773
713 => 0.41256467829574
714 => 0.42149175528009
715 => 0.4286504256242
716 => 0.42924004800146
717 => 0.43320345572972
718 => 0.43554895959696
719 => 0.45853808605381
720 => 0.46778450289078
721 => 0.47909084637331
722 => 0.48349530435036
723 => 0.4967511437757
724 => 0.4860459768531
725 => 0.48372984665074
726 => 0.45157551615688
727 => 0.45684078597393
728 => 0.465270990974
729 => 0.4517145271323
730 => 0.46031298317201
731 => 0.46201050053445
801 => 0.4512538836784
802 => 0.4569994575072
803 => 0.44174091686183
804 => 0.41010202920617
805 => 0.42171323524592
806 => 0.43026299118087
807 => 0.41806143528439
808 => 0.4399322519634
809 => 0.42715577236482
810 => 0.42310624171125
811 => 0.40730757886974
812 => 0.41476393958463
813 => 0.42484877421632
814 => 0.4186175189018
815 => 0.43154830930712
816 => 0.4498617570369
817 => 0.4629130104738
818 => 0.46391492365463
819 => 0.45552384206077
820 => 0.4689706038661
821 => 0.46906854884568
822 => 0.45390054659764
823 => 0.4446102296765
824 => 0.44249945012503
825 => 0.44777259128732
826 => 0.45417515813391
827 => 0.46427022155501
828 => 0.47037045695401
829 => 0.48627663555972
830 => 0.49058039142455
831 => 0.49530891430274
901 => 0.50162767909047
902 => 0.50921497631616
903 => 0.49261440193141
904 => 0.49327397369906
905 => 0.47781574868257
906 => 0.46129641831875
907 => 0.47383253090129
908 => 0.49022183049379
909 => 0.48646210705871
910 => 0.48603906136808
911 => 0.48675050687663
912 => 0.48391579818766
913 => 0.47109451584666
914 => 0.46465574812049
915 => 0.47296340119209
916 => 0.47737854906855
917 => 0.48422605838357
918 => 0.48338195832711
919 => 0.5010204069538
920 => 0.50787417473113
921 => 0.50612068764443
922 => 0.50644337146841
923 => 0.51885179065065
924 => 0.53265250476734
925 => 0.54557869470225
926 => 0.5587277702968
927 => 0.54287604645041
928 => 0.53482751867962
929 => 0.54313154488977
930 => 0.53872531169503
1001 => 0.56404483460567
1002 => 0.56579790343701
1003 => 0.59111559545796
1004 => 0.61514509996052
1005 => 0.60005259871575
1006 => 0.61428414760838
1007 => 0.62967672805097
1008 => 0.65937151308089
1009 => 0.64937135415794
1010 => 0.64171138914544
1011 => 0.6344727592213
1012 => 0.64953519899329
1013 => 0.6689127871316
1014 => 0.67308653402036
1015 => 0.67984959847418
1016 => 0.67273906314917
1017 => 0.68130291974837
1018 => 0.71153709669283
1019 => 0.70336755519798
1020 => 0.69176549295595
1021 => 0.71563247193239
1022 => 0.72426983884343
1023 => 0.78489140324927
1024 => 0.86142863246357
1025 => 0.82974171699831
1026 => 0.81007262603865
1027 => 0.81469532897124
1028 => 0.84264413413159
1029 => 0.85162040329836
1030 => 0.82721980939755
1031 => 0.83583851167084
1101 => 0.88332840856882
1102 => 0.90880521459627
1103 => 0.87420429001944
1104 => 0.77874171140454
1105 => 0.69072085419197
1106 => 0.7140679491556
1107 => 0.71142111313143
1108 => 0.76244308286302
1109 => 0.70317271433517
1110 => 0.70417067533385
1111 => 0.75624772536628
1112 => 0.74235446124429
1113 => 0.71984915268149
1114 => 0.69088516785035
1115 => 0.63734256304565
1116 => 0.58991838482413
1117 => 0.6829281194525
1118 => 0.6789173705681
1119 => 0.6731092118238
1120 => 0.68603464060082
1121 => 0.74879685379505
1122 => 0.74734998163947
1123 => 0.73814571918629
1124 => 0.74512707113438
1125 => 0.71862528793065
1126 => 0.72545540089664
1127 => 0.69070691123848
1128 => 0.70641467978908
1129 => 0.71980086639696
1130 => 0.72248834154437
1201 => 0.72854336027738
1202 => 0.67680388815585
1203 => 0.70003339214732
1204 => 0.71367854943214
1205 => 0.65202923240428
1206 => 0.71245994065216
1207 => 0.67590321905615
1208 => 0.66349531868294
1209 => 0.6802009219189
1210 => 0.67369073209112
1211 => 0.66809365316836
1212 => 0.66497038695943
1213 => 0.67723713824578
1214 => 0.67666487963633
1215 => 0.65659409365805
1216 => 0.63041257153927
1217 => 0.6391999497415
1218 => 0.63600741285852
1219 => 0.62443724734914
1220 => 0.63223414191535
1221 => 0.59790056416381
1222 => 0.53883142814637
1223 => 0.57785430873606
1224 => 0.57635197028208
1225 => 0.57559442310796
1226 => 0.60491903935791
1227 => 0.60210015413949
1228 => 0.59698384986544
1229 => 0.62434328240889
1230 => 0.61435672149423
1231 => 0.64513294910354
]
'min_raw' => 0.27627063264134
'max_raw' => 0.90880521459627
'avg_raw' => 0.59253792361881
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.27627'
'max' => '$0.9088052'
'avg' => '$0.592537'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.15050511782185
'max_diff' => 0.60076617857358
'year' => 2029
]
4 => [
'items' => [
101 => 0.66540416308863
102 => 0.66026272751693
103 => 0.67932790224919
104 => 0.63940239318727
105 => 0.65266404576424
106 => 0.6553972539805
107 => 0.6240056712582
108 => 0.60256135862296
109 => 0.60113126745325
110 => 0.56394978455206
111 => 0.58381183259943
112 => 0.60128961293373
113 => 0.59291911248415
114 => 0.5902692621034
115 => 0.60380677301622
116 => 0.60485875355509
117 => 0.58087348578503
118 => 0.58586078246907
119 => 0.60665863871061
120 => 0.58533672985359
121 => 0.54391174385842
122 => 0.53363777458638
123 => 0.53226703769867
124 => 0.50440321819411
125 => 0.53432433034003
126 => 0.52126296305239
127 => 0.56252366581485
128 => 0.53895577368252
129 => 0.53793980895724
130 => 0.53640402926537
131 => 0.51242048877791
201 => 0.51767135991115
202 => 0.5351260552883
203 => 0.54135408724008
204 => 0.54070445248275
205 => 0.53504051775857
206 => 0.53763343807126
207 => 0.52928073831077
208 => 0.52633122617893
209 => 0.5170217545636
210 => 0.50333940309626
211 => 0.50524201798653
212 => 0.4781336995477
213 => 0.46336364891488
214 => 0.45927549356585
215 => 0.45380864137736
216 => 0.45989298906728
217 => 0.47805690508755
218 => 0.45614736867735
219 => 0.41858500527736
220 => 0.42084256732085
221 => 0.42591463895639
222 => 0.41646286701868
223 => 0.40751755810671
224 => 0.41529477844981
225 => 0.39937910990135
226 => 0.42783797146247
227 => 0.42706823901228
228 => 0.43767594271807
301 => 0.4443091575373
302 => 0.42902174490778
303 => 0.42517700197302
304 => 0.42736714228248
305 => 0.39116900156485
306 => 0.43471778235735
307 => 0.43509439402205
308 => 0.43186961630135
309 => 0.45505799765559
310 => 0.50399271495056
311 => 0.48558150590975
312 => 0.47845212928741
313 => 0.4648991791168
314 => 0.48295768052458
315 => 0.48157106937297
316 => 0.47530028788872
317 => 0.47150769968101
318 => 0.47849565974081
319 => 0.47064181409728
320 => 0.46923104761045
321 => 0.46068333762937
322 => 0.45763219406215
323 => 0.4553732488345
324 => 0.45288637209824
325 => 0.45837180248737
326 => 0.44594109555714
327 => 0.43095088159651
328 => 0.42970460750204
329 => 0.4331456798504
330 => 0.43162326149396
331 => 0.42969731874867
401 => 0.42602016954862
402 => 0.42492923793082
403 => 0.42847423644387
404 => 0.42447213980889
405 => 0.43037745139929
406 => 0.4287715334025
407 => 0.41980100601686
408 => 0.40862040757974
409 => 0.40852087680155
410 => 0.40611203520813
411 => 0.40304401326715
412 => 0.40219055975
413 => 0.41463980264495
414 => 0.440409362863
415 => 0.43535018157888
416 => 0.43900595854241
417 => 0.45698876294751
418 => 0.4627049557061
419 => 0.4586477374815
420 => 0.45309396693734
421 => 0.45333830465543
422 => 0.47231721984547
423 => 0.47350091150586
424 => 0.47649171845827
425 => 0.48033575059406
426 => 0.45930239277629
427 => 0.45234763539371
428 => 0.44905208551059
429 => 0.4389030674089
430 => 0.44984791332052
501 => 0.44347082031285
502 => 0.4443313080321
503 => 0.44377091427609
504 => 0.44407692716053
505 => 0.42783001663067
506 => 0.43374953691528
507 => 0.42390718633228
508 => 0.41072938375735
509 => 0.41068520714239
510 => 0.41391045565362
511 => 0.41199195163515
512 => 0.4068293066507
513 => 0.40756263600375
514 => 0.40113789922567
515 => 0.40834271537222
516 => 0.40854932371923
517 => 0.40577507705382
518 => 0.41687509040061
519 => 0.42142277492554
520 => 0.41959670634025
521 => 0.42129465308567
522 => 0.43556041340207
523 => 0.4378863547924
524 => 0.43891938431493
525 => 0.43753526160493
526 => 0.42155540499623
527 => 0.42226417958842
528 => 0.41706366191024
529 => 0.41266977248923
530 => 0.41284550502315
531 => 0.41510453535119
601 => 0.42496985328413
602 => 0.44573083328175
603 => 0.44651869729658
604 => 0.44747361146617
605 => 0.44358949563704
606 => 0.44241800913699
607 => 0.44396350221688
608 => 0.45176023474351
609 => 0.47181554759425
610 => 0.46472666058349
611 => 0.45896328509864
612 => 0.46401931919373
613 => 0.46324098237529
614 => 0.45667103633723
615 => 0.45648663983383
616 => 0.44387681284798
617 => 0.43921524692317
618 => 0.43531969352425
619 => 0.43106585090862
620 => 0.42854403041598
621 => 0.43241869283959
622 => 0.43330487397953
623 => 0.42483285687279
624 => 0.42367815224632
625 => 0.43059658429687
626 => 0.42755204029657
627 => 0.43068342930194
628 => 0.43140993841174
629 => 0.43129295371214
630 => 0.42811410011217
701 => 0.43014020660201
702 => 0.42534786074212
703 => 0.42013690440657
704 => 0.41681263891853
705 => 0.41391177638039
706 => 0.41552134351567
707 => 0.40978353057374
708 => 0.40794788873426
709 => 0.42945380731209
710 => 0.44534046059313
711 => 0.44510946236261
712 => 0.4437033200423
713 => 0.44161407777986
714 => 0.45160739365893
715 => 0.44812592222932
716 => 0.45065898358103
717 => 0.45130375400729
718 => 0.45325527989516
719 => 0.45395278266075
720 => 0.45184444485631
721 => 0.44476860567283
722 => 0.42713628717819
723 => 0.41892839532141
724 => 0.41621965429542
725 => 0.41631811188708
726 => 0.41360221197497
727 => 0.41440216621718
728 => 0.41332402053543
729 => 0.41128227344567
730 => 0.41539527138637
731 => 0.41586925608381
801 => 0.41490923321778
802 => 0.41513535335607
803 => 0.4071867740565
804 => 0.40779108727724
805 => 0.40442619447176
806 => 0.40379531763512
807 => 0.39528916163758
808 => 0.38021927330092
809 => 0.38856945430888
810 => 0.37848360986439
811 => 0.37466394774778
812 => 0.39274563412848
813 => 0.39093073432377
814 => 0.38782441477609
815 => 0.38322952075135
816 => 0.38152522986132
817 => 0.37117049792641
818 => 0.37055868512335
819 => 0.37569076987157
820 => 0.37332248934452
821 => 0.36999652654656
822 => 0.35795022643982
823 => 0.34440619672694
824 => 0.34481500584924
825 => 0.34912310970528
826 => 0.36164950269366
827 => 0.3567552242443
828 => 0.35320436907391
829 => 0.35253940063881
830 => 0.36086287280979
831 => 0.37264232975305
901 => 0.37816898740033
902 => 0.37269223751896
903 => 0.3664008421444
904 => 0.36678377022933
905 => 0.36933121922357
906 => 0.36959892009387
907 => 0.36550386847093
908 => 0.36665660151588
909 => 0.36490549461247
910 => 0.35415895477855
911 => 0.3539645839506
912 => 0.35132720976399
913 => 0.35124735112178
914 => 0.34676051970653
915 => 0.34613278097554
916 => 0.33722390486936
917 => 0.34308775410101
918 => 0.33915459190232
919 => 0.33322638872974
920 => 0.33220436426831
921 => 0.33217364097887
922 => 0.33826058011514
923 => 0.34301662467321
924 => 0.3392230109427
925 => 0.33835927863238
926 => 0.34758167999865
927 => 0.34640804536074
928 => 0.34539168533344
929 => 0.37158760858199
930 => 0.35085149123738
1001 => 0.34180936049893
1002 => 0.33061800665604
1003 => 0.33426196789899
1004 => 0.33502980407381
1005 => 0.30811661547481
1006 => 0.29719793821202
1007 => 0.29345105963711
1008 => 0.29129467804416
1009 => 0.2922773682142
1010 => 0.28244927804458
1011 => 0.28905391718017
1012 => 0.28054362184107
1013 => 0.27911684313257
1014 => 0.29433430542218
1015 => 0.29645172640066
1016 => 0.28741815067535
1017 => 0.29321916869406
1018 => 0.2911156389203
1019 => 0.28068950642863
1020 => 0.28029130485689
1021 => 0.27505983806885
1022 => 0.26687360555714
1023 => 0.26313227763335
1024 => 0.26118376156695
1025 => 0.26198775727177
1026 => 0.26158123244073
1027 => 0.25892838293426
1028 => 0.26173329066913
1029 => 0.25456791047443
1030 => 0.25171459834551
1031 => 0.25042582345321
1101 => 0.24406613610651
1102 => 0.25418722684091
1103 => 0.25618120921772
1104 => 0.25817912035579
1105 => 0.27556957278084
1106 => 0.27470079492259
1107 => 0.28255412364917
1108 => 0.2822489577362
1109 => 0.28000906116789
1110 => 0.27055930599129
1111 => 0.27432580997899
1112 => 0.26273309614953
1113 => 0.27141914557848
1114 => 0.2674551953572
1115 => 0.27007893002129
1116 => 0.26536121852264
1117 => 0.26797219485553
1118 => 0.25665405641114
1119 => 0.24608533798227
1120 => 0.25033849879817
1121 => 0.25496217101299
1122 => 0.26498747046449
1123 => 0.2590164848181
1124 => 0.26116387704451
1125 => 0.25397047255516
1126 => 0.23912842439924
1127 => 0.23921242877996
1128 => 0.23692930302276
1129 => 0.23495634902673
1130 => 0.259702324347
1201 => 0.25662477113994
1202 => 0.25172109288471
1203 => 0.25828486109377
1204 => 0.26002042558925
1205 => 0.26006983467052
1206 => 0.26485859052047
1207 => 0.26741435037602
1208 => 0.26786481412786
1209 => 0.27540002492568
1210 => 0.27792572819327
1211 => 0.28832874250159
1212 => 0.26719751200838
1213 => 0.26676232822216
1214 => 0.25837722677308
1215 => 0.25305926287085
1216 => 0.25874135231118
1217 => 0.26377490787275
1218 => 0.25853363337536
1219 => 0.25921803317537
1220 => 0.25218205039048
1221 => 0.25469708316232
1222 => 0.25686336819693
1223 => 0.25566727292917
1224 => 0.25387666042166
1225 => 0.26336221371861
1226 => 0.26282700162741
1227 => 0.27166016692945
1228 => 0.27854625094811
1229 => 0.29088734454429
1230 => 0.27800877002092
1231 => 0.27753942357759
]
'min_raw' => 0.23495634902673
'max_raw' => 0.67932790224919
'avg_raw' => 0.45714212563796
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.234956'
'max' => '$0.679327'
'avg' => '$0.457142'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.041314283614611
'max_diff' => -0.22947731234708
'year' => 2030
]
5 => [
'items' => [
101 => 0.28212736034667
102 => 0.27792502580406
103 => 0.28058075617533
104 => 0.29045946532405
105 => 0.2906681868817
106 => 0.28717183186858
107 => 0.28695907834828
108 => 0.28763059157448
109 => 0.29156366551468
110 => 0.29018932862882
111 => 0.29177974606709
112 => 0.29376858742698
113 => 0.30199527854276
114 => 0.30397870591944
115 => 0.29916000568329
116 => 0.29959508036192
117 => 0.29779275419732
118 => 0.2960517297054
119 => 0.29996529850703
120 => 0.3071174224134
121 => 0.30707292942177
122 => 0.30873208315063
123 => 0.30976572217853
124 => 0.30532858680075
125 => 0.3024401748278
126 => 0.30354777577266
127 => 0.3053188538039
128 => 0.30297343903713
129 => 0.28849645259479
130 => 0.29288784548792
131 => 0.29215690298236
201 => 0.2911159519688
202 => 0.29553153148048
203 => 0.2951056380647
204 => 0.28234847677461
205 => 0.28316514884989
206 => 0.28239814130841
207 => 0.28487649958992
208 => 0.27779118632358
209 => 0.27997058096399
210 => 0.2813374768519
211 => 0.28214258903087
212 => 0.28505120629189
213 => 0.28470991362745
214 => 0.28502999106068
215 => 0.28934270261229
216 => 0.31115491769645
217 => 0.31234210843754
218 => 0.3064959470338
219 => 0.30883137320416
220 => 0.30434786565862
221 => 0.30735767431083
222 => 0.30941690894982
223 => 0.30011162358427
224 => 0.29956062497573
225 => 0.29505861239968
226 => 0.29747773895102
227 => 0.29362873466648
228 => 0.29457314568545
301 => 0.29193249014413
302 => 0.29668514436923
303 => 0.3019993502807
304 => 0.30334192855828
305 => 0.29981018312624
306 => 0.29725296668008
307 => 0.29276333700009
308 => 0.30022969121584
309 => 0.30241308072155
310 => 0.30021822280027
311 => 0.29970962626131
312 => 0.29874583673901
313 => 0.2999140987646
314 => 0.3024011895134
315 => 0.30122832344562
316 => 0.30200302214663
317 => 0.29905066956421
318 => 0.30533005567719
319 => 0.31530323204117
320 => 0.31533529743396
321 => 0.31416242504399
322 => 0.31368251093191
323 => 0.31488594917986
324 => 0.31553876506175
325 => 0.31943046368279
326 => 0.32360641135529
327 => 0.3430937370341
328 => 0.33762177396329
329 => 0.35491208861172
330 => 0.36858648263227
331 => 0.37268683549025
401 => 0.36891470379742
402 => 0.35601044504279
403 => 0.35537730054527
404 => 0.37466171116221
405 => 0.36921298188096
406 => 0.36856487287067
407 => 0.36167008799862
408 => 0.36574575979372
409 => 0.36485435058563
410 => 0.36344721754144
411 => 0.37122331541273
412 => 0.38577947645074
413 => 0.38351076224616
414 => 0.38181727233505
415 => 0.37439689251211
416 => 0.37886561856736
417 => 0.37727439081189
418 => 0.38411131506745
419 => 0.38006127259487
420 => 0.36917170239768
421 => 0.37090590234408
422 => 0.3706437815109
423 => 0.3760382096835
424 => 0.37441893624402
425 => 0.37032759238344
426 => 0.38572972507477
427 => 0.38472959624896
428 => 0.38614755026268
429 => 0.38677177747121
430 => 0.3961467842244
501 => 0.39998742452443
502 => 0.40085931711241
503 => 0.40450762835165
504 => 0.40076854380524
505 => 0.41572754791299
506 => 0.42567441276256
507 => 0.43722820814632
508 => 0.45411140856942
509 => 0.46045964810685
510 => 0.4593128954553
511 => 0.47211354533079
512 => 0.49511602861459
513 => 0.46396235499312
514 => 0.49676724896356
515 => 0.48638159828323
516 => 0.46175740735006
517 => 0.4601718997541
518 => 0.47684768774678
519 => 0.51383298052944
520 => 0.5045685841711
521 => 0.513848133763
522 => 0.50302304625176
523 => 0.50248548941582
524 => 0.51332238342463
525 => 0.53864337696456
526 => 0.52661432207699
527 => 0.50936772225039
528 => 0.52210234317554
529 => 0.51107043599665
530 => 0.48621246148621
531 => 0.50456149986181
601 => 0.49229202045057
602 => 0.49587290682417
603 => 0.52166152759927
604 => 0.51855857251938
605 => 0.52257408371866
606 => 0.51548681155616
607 => 0.50886618179615
608 => 0.49650828469466
609 => 0.49284972059987
610 => 0.49386081609432
611 => 0.49284921955116
612 => 0.48593508969781
613 => 0.48444198401428
614 => 0.48195340912727
615 => 0.4827247225437
616 => 0.47804547369786
617 => 0.48687618305211
618 => 0.4885152405242
619 => 0.49494149437218
620 => 0.49560868936495
621 => 0.51350571485957
622 => 0.50364833396443
623 => 0.51026151611421
624 => 0.50966997085705
625 => 0.46229108823465
626 => 0.4688194802326
627 => 0.47897560945914
628 => 0.47440028700889
629 => 0.46793185152481
630 => 0.46270824305585
701 => 0.45479394208398
702 => 0.4659331687212
703 => 0.48058006722445
704 => 0.49598015888206
705 => 0.51448235995471
706 => 0.51035288406465
707 => 0.49563427310287
708 => 0.49629453923866
709 => 0.50037604468499
710 => 0.49509012428812
711 => 0.49353120316966
712 => 0.50016187286218
713 => 0.5002075346402
714 => 0.49412544439878
715 => 0.48736631410621
716 => 0.48733799310349
717 => 0.48613527115338
718 => 0.50323700781482
719 => 0.51264123379801
720 => 0.51371941315132
721 => 0.51256866373705
722 => 0.51301154151499
723 => 0.50753942962335
724 => 0.52004705470327
725 => 0.53152528835251
726 => 0.52844887653782
727 => 0.52383689788989
728 => 0.52016323475382
729 => 0.52758347825366
730 => 0.52725306649115
731 => 0.53142503599498
801 => 0.53123577135982
802 => 0.5298328949314
803 => 0.52844892663896
804 => 0.5339362044818
805 => 0.53235595658605
806 => 0.53077325412883
807 => 0.52759890205127
808 => 0.52803034921902
809 => 0.52341916689422
810 => 0.52128582295742
811 => 0.48920544875582
812 => 0.48063252451268
813 => 0.48332974099754
814 => 0.48421773469755
815 => 0.48048678708043
816 => 0.48583600756157
817 => 0.48500233721581
818 => 0.48824566085032
819 => 0.48621937305222
820 => 0.48630253261025
821 => 0.49226141297435
822 => 0.49399130129493
823 => 0.49311146613317
824 => 0.49372767252148
825 => 0.50792788865569
826 => 0.50590907201876
827 => 0.5048366159169
828 => 0.50513369358641
829 => 0.50876215326477
830 => 0.50977792386815
831 => 0.50547403244467
901 => 0.50750377252048
902 => 0.51614614815093
903 => 0.51917049050549
904 => 0.52882273953456
905 => 0.52472229259197
906 => 0.53224884041829
907 => 0.55538288244715
908 => 0.57386395597376
909 => 0.55686799699603
910 => 0.59080613497711
911 => 0.61723184353214
912 => 0.61621758082348
913 => 0.61160964729926
914 => 0.58152468067317
915 => 0.55384004584227
916 => 0.57699941843001
917 => 0.5770584564335
918 => 0.57506904578918
919 => 0.56271298713633
920 => 0.57463908173137
921 => 0.57558573181111
922 => 0.57505585950103
923 => 0.5655824983022
924 => 0.5511184267214
925 => 0.55394467168619
926 => 0.55857411859236
927 => 0.54980960979519
928 => 0.54700881817418
929 => 0.55221602267005
930 => 0.56899472051988
1001 => 0.56582280488374
1002 => 0.56573997334777
1003 => 0.5793107735407
1004 => 0.56959700936454
1005 => 0.55398031968609
1006 => 0.55003689958345
1007 => 0.53604041482516
1008 => 0.54570783670148
1009 => 0.54605575000423
1010 => 0.54076100184122
1011 => 0.55440995931849
1012 => 0.55428418177249
1013 => 0.56724183551793
1014 => 0.59201200280673
1015 => 0.58468624547353
1016 => 0.57616718673515
1017 => 0.57709344462788
1018 => 0.58725220751195
1019 => 0.58110998757024
1020 => 0.58331877268636
1021 => 0.58724886425113
1022 => 0.58961998607084
1023 => 0.57675227668752
1024 => 0.57375219809658
1025 => 0.56761509018401
1026 => 0.56601403328417
1027 => 0.571012579624
1028 => 0.5696956392647
1029 => 0.54602650923832
1030 => 0.54355295345676
1031 => 0.54362881388116
1101 => 0.53740894025728
1102 => 0.52792214004014
1103 => 0.55285288458337
1104 => 0.550850596891
1105 => 0.54864022624338
1106 => 0.54891098403552
1107 => 0.5597325752604
1108 => 0.55345550584651
1109 => 0.57014412367478
1110 => 0.56671344555506
1111 => 0.5631947834867
1112 => 0.56270839720778
1113 => 0.56135401250961
1114 => 0.55670932343521
1115 => 0.55110058227533
1116 => 0.54739720554074
1117 => 0.50494498680453
1118 => 0.51282387166877
1119 => 0.52188781052214
1120 => 0.52501664589286
1121 => 0.51966455648242
1122 => 0.5569206565465
1123 => 0.56372770503692
1124 => 0.54310871114665
1125 => 0.53925173925775
1126 => 0.55717351898142
1127 => 0.54636449495958
1128 => 0.55123179781477
1129 => 0.54071135131417
1130 => 0.56208808638923
1201 => 0.56192523148378
1202 => 0.55360919872413
1203 => 0.56063785266685
1204 => 0.55941645107763
1205 => 0.55002767057346
1206 => 0.56238572747768
1207 => 0.56239185691972
1208 => 0.55438785619469
1209 => 0.54504093564893
1210 => 0.54336992701975
1211 => 0.54211104648609
1212 => 0.55092219037427
1213 => 0.55882223443268
1214 => 0.57352225783837
1215 => 0.5772181929865
1216 => 0.591643673922
1217 => 0.58305400238883
1218 => 0.58686169252461
1219 => 0.59099547879766
1220 => 0.59297736795192
1221 => 0.58974798592909
1222 => 0.61215669558675
1223 => 0.61404867726698
1224 => 0.61468304235879
1225 => 0.60712695154341
1226 => 0.61383852871254
1227 => 0.61069840401918
1228 => 0.61886813611954
1229 => 0.62014925442926
1230 => 0.61906419279803
1231 => 0.61947083997061
]
'min_raw' => 0.27779118632358
'max_raw' => 0.62014925442926
'avg_raw' => 0.44897022037642
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.277791'
'max' => '$0.620149'
'avg' => '$0.44897'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.042834837296846
'max_diff' => -0.059178647819936
'year' => 2031
]
6 => [
'items' => [
101 => 0.60034895944507
102 => 0.59935738906387
103 => 0.58583725655751
104 => 0.59134681048963
105 => 0.58104696349333
106 => 0.58431315107604
107 => 0.58575285544112
108 => 0.5850008355833
109 => 0.59165831240248
110 => 0.58599809707352
111 => 0.57105985819484
112 => 0.55611754940297
113 => 0.55592996088783
114 => 0.55199591473659
115 => 0.54915231992573
116 => 0.54970009716825
117 => 0.55163053561859
118 => 0.54904011933366
119 => 0.54959291598549
120 => 0.55877302367068
121 => 0.56061402879741
122 => 0.55435757404963
123 => 0.52923700543521
124 => 0.52307235488705
125 => 0.52750338345073
126 => 0.52538563719208
127 => 0.42402721388176
128 => 0.44783987196778
129 => 0.43369119913453
130 => 0.44021155852522
131 => 0.42576942734354
201 => 0.43266196932039
202 => 0.4313891684926
203 => 0.46967921802713
204 => 0.46908137156989
205 => 0.46936752903164
206 => 0.45570848780299
207 => 0.47746771136362
208 => 0.48818708732596
209 => 0.48620321612229
210 => 0.48670251376342
211 => 0.47812292603644
212 => 0.46945059819489
213 => 0.45983165195692
214 => 0.47770246512938
215 => 0.47571553576956
216 => 0.48027283684637
217 => 0.49186333662082
218 => 0.49357008174064
219 => 0.49586396448977
220 => 0.4950417708139
221 => 0.51462975983633
222 => 0.51225752512
223 => 0.51797392824785
224 => 0.50621485330932
225 => 0.49290834383473
226 => 0.49543747626328
227 => 0.49519390047241
228 => 0.49209290109139
229 => 0.48929345750525
301 => 0.48463317267266
302 => 0.49937900347534
303 => 0.4987803496738
304 => 0.50847185886181
305 => 0.50675879047453
306 => 0.49531850052535
307 => 0.49572709271898
308 => 0.49847507158386
309 => 0.50798585781109
310 => 0.51080930670703
311 => 0.50950137268345
312 => 0.51259715550251
313 => 0.51504393601747
314 => 0.5129044334639
315 => 0.54319527781091
316 => 0.53061640736773
317 => 0.53674726129852
318 => 0.53820943383592
319 => 0.53446410962754
320 => 0.53527633633833
321 => 0.53650663848665
322 => 0.5439767922134
323 => 0.5635806370988
324 => 0.57226304655065
325 => 0.59838450376909
326 => 0.57154209331065
327 => 0.56994937575898
328 => 0.57465463899646
329 => 0.58999069962074
330 => 0.6024191363138
331 => 0.6065423657786
401 => 0.60708731861947
402 => 0.61482277120255
403 => 0.61925658836552
404 => 0.61388348379637
405 => 0.6093303402615
406 => 0.59302154527661
407 => 0.59490933270348
408 => 0.60791431604594
409 => 0.62628462100687
410 => 0.64204825376781
411 => 0.63652837899299
412 => 0.67864112710053
413 => 0.68281643406024
414 => 0.68223954164225
415 => 0.69175151226546
416 => 0.67287218765752
417 => 0.66480091061793
418 => 0.61031478157412
419 => 0.62562316137511
420 => 0.64787479044547
421 => 0.64492970389868
422 => 0.62876997608003
423 => 0.64203599516518
424 => 0.63764983438886
425 => 0.6341902874026
426 => 0.65003914281285
427 => 0.63261267525418
428 => 0.64770094810102
429 => 0.62835008210675
430 => 0.63655359331601
501 => 0.63189688359444
502 => 0.63491034548917
503 => 0.61729370882772
504 => 0.62679921835056
505 => 0.61689824838035
506 => 0.61689355403144
507 => 0.61667498957059
508 => 0.62832343683291
509 => 0.62870329227994
510 => 0.62009507215326
511 => 0.61885449314733
512 => 0.62344156394602
513 => 0.6180713053965
514 => 0.62058401557182
515 => 0.61814741282798
516 => 0.61759888222763
517 => 0.61322809707929
518 => 0.61134504266015
519 => 0.61208343681823
520 => 0.60956291688842
521 => 0.60804421245952
522 => 0.61637288103445
523 => 0.61192320939239
524 => 0.61569090503803
525 => 0.61139714032873
526 => 0.59651308114208
527 => 0.58795310130776
528 => 0.55983849325719
529 => 0.56781176122427
530 => 0.57309804613539
531 => 0.5713509290038
601 => 0.57510441264703
602 => 0.57533484605819
603 => 0.57411455026354
604 => 0.57270160406291
605 => 0.57201385999327
606 => 0.57713974083023
607 => 0.58011548718531
608 => 0.57362859554759
609 => 0.57210880759813
610 => 0.57866741319497
611 => 0.58266815882025
612 => 0.61220741669261
613 => 0.61001905305888
614 => 0.61551141633487
615 => 0.61489306051717
616 => 0.62064993223249
617 => 0.63005998445153
618 => 0.61092671719825
619 => 0.61424759081482
620 => 0.61343338929421
621 => 0.62232262800113
622 => 0.62235037923408
623 => 0.61702083657887
624 => 0.61991006811422
625 => 0.61829737833311
626 => 0.62121172673567
627 => 0.60998982612837
628 => 0.62365688973874
629 => 0.6314052341197
630 => 0.63151281988895
701 => 0.63518547363086
702 => 0.6389171025384
703 => 0.64607963927005
704 => 0.63871734327643
705 => 0.62547328948898
706 => 0.6264294673944
707 => 0.61866448350463
708 => 0.61879501428668
709 => 0.61809823074224
710 => 0.62018933061053
711 => 0.61044870495671
712 => 0.61273481032838
713 => 0.60953424942063
714 => 0.61424063342046
715 => 0.60917734222979
716 => 0.61343299666158
717 => 0.61526959603716
718 => 0.62204668727222
719 => 0.60817636034408
720 => 0.57989382479904
721 => 0.5858391566632
722 => 0.57704554384036
723 => 0.57785942618676
724 => 0.5795035980549
725 => 0.5741742990907
726 => 0.57519096138756
727 => 0.57515463905617
728 => 0.57484163282719
729 => 0.57345527633931
730 => 0.57144478514961
731 => 0.57945396325282
801 => 0.58081487868163
802 => 0.58384002509813
803 => 0.59284080885722
804 => 0.59194141830659
805 => 0.59340836161002
806 => 0.59020603261516
807 => 0.57800797304433
808 => 0.57867038636566
809 => 0.57041008163421
810 => 0.58362879053445
811 => 0.58049842578844
812 => 0.57848025927246
813 => 0.5779295838404
814 => 0.58695267880147
815 => 0.58965253023351
816 => 0.58797016400136
817 => 0.58451958177674
818 => 0.59114571972106
819 => 0.59291859470065
820 => 0.59331547602746
821 => 0.60505572202887
822 => 0.59397162536108
823 => 0.59663967759546
824 => 0.61745505949903
825 => 0.59857838043885
826 => 0.6085777783372
827 => 0.60808835984443
828 => 0.61320371344806
829 => 0.60766875154295
830 => 0.60773736402936
831 => 0.61227945148531
901 => 0.60590090882322
902 => 0.60432149195844
903 => 0.60213953887174
904 => 0.60690375361139
905 => 0.60975968488091
906 => 0.63277639346285
907 => 0.64764623689622
908 => 0.64700069777635
909 => 0.65289971693332
910 => 0.65024215477428
911 => 0.64166018553328
912 => 0.65630856056801
913 => 0.65167320179298
914 => 0.65205533513843
915 => 0.65204111211623
916 => 0.65512322047153
917 => 0.65293926423072
918 => 0.64863446230157
919 => 0.65149219071883
920 => 0.6599786224615
921 => 0.68632076698627
922 => 0.70106218004933
923 => 0.68543331541001
924 => 0.69621389695938
925 => 0.68974938954373
926 => 0.68857459624387
927 => 0.69534559813559
928 => 0.70212845176979
929 => 0.70169641331637
930 => 0.69677240988133
1001 => 0.69399096528284
1002 => 0.71505299563493
1003 => 0.73057114081602
1004 => 0.72951290734963
1005 => 0.7341836057143
1006 => 0.74789692057222
1007 => 0.74915069422197
1008 => 0.74899274755976
1009 => 0.7458851387511
1010 => 0.75938767812768
1011 => 0.7706517340302
1012 => 0.74516581709934
1013 => 0.75487052063146
1014 => 0.75922727471305
1015 => 0.76562428229551
1016 => 0.77641710635007
1017 => 0.78814097592853
1018 => 0.78979885963261
1019 => 0.78862251180752
1020 => 0.780890304666
1021 => 0.7937187026536
1022 => 0.80123327733178
1023 => 0.80570803458466
1024 => 0.81705527444934
1025 => 0.75925418054304
1026 => 0.7183396933754
1027 => 0.71195030539182
1028 => 0.72494337710671
1029 => 0.72836954650012
1030 => 0.72698846191369
1031 => 0.68093548682408
1101 => 0.71170784600885
1102 => 0.74481631707822
1103 => 0.74608814829049
1104 => 0.7626629411733
1105 => 0.76806037315966
1106 => 0.78140525393809
1107 => 0.78057052801198
1108 => 0.78381979411809
1109 => 0.78307284410974
1110 => 0.8077914256556
1111 => 0.83505969184556
1112 => 0.83411547849518
1113 => 0.83019534260689
1114 => 0.83601741288349
1115 => 0.86416118583653
1116 => 0.86157015821778
1117 => 0.86408712084619
1118 => 0.89727021527135
1119 => 0.9404129582642
1120 => 0.92036882268344
1121 => 0.96385882934905
1122 => 0.99123348323885
1123 => 1.0385751165492
1124 => 1.0326477108963
1125 => 1.0510774613351
1126 => 1.0220364176907
1127 => 0.9553523113199
1128 => 0.94479929623022
1129 => 0.96592669968467
1130 => 1.0178663594955
1201 => 0.96429093495966
1202 => 0.97512917356649
1203 => 0.9720077601186
1204 => 0.97184143326111
1205 => 0.9781894529111
1206 => 0.96898131931835
1207 => 0.9314657265499
1208 => 0.9486589016349
1209 => 0.9420197910505
1210 => 0.94938637922238
1211 => 0.98914081737393
1212 => 0.97156443263969
1213 => 0.95304913911172
1214 => 0.97627142606835
1215 => 1.0058413774077
1216 => 1.0039909429952
1217 => 1.0004003268134
1218 => 1.0206404422319
1219 => 1.0540711831058
1220 => 1.0631073780284
1221 => 1.0697777123835
1222 => 1.0706974387948
1223 => 1.0801711924383
1224 => 1.0292284314038
1225 => 1.1100759014685
1226 => 1.1240360261824
1227 => 1.1214121013241
1228 => 1.1369281924117
1229 => 1.1323629648085
1230 => 1.1257486662737
1231 => 1.1503449710148
]
'min_raw' => 0.42402721388176
'max_raw' => 1.1503449710148
'avg_raw' => 0.78718609244828
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.424027'
'max' => '$1.15'
'avg' => '$0.787186'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.14623602755818
'max_diff' => 0.53019571658554
'year' => 2032
]
7 => [
'items' => [
101 => 1.1221472924485
102 => 1.0821242377128
103 => 1.0601667983184
104 => 1.089082125769
105 => 1.1067397072372
106 => 1.1184102453545
107 => 1.1219417431373
108 => 1.0331829729274
109 => 0.98534691857139
110 => 1.0160092809721
111 => 1.0534194793043
112 => 1.0290206158631
113 => 1.0299770051169
114 => 0.99519063775837
115 => 1.0564973009336
116 => 1.0475654357792
117 => 1.0939039680006
118 => 1.082844905396
119 => 1.1206321795711
120 => 1.1106815238913
121 => 1.1519861392844
122 => 1.1684636686425
123 => 1.1961320049574
124 => 1.216484945781
125 => 1.2284365819224
126 => 1.2277190505179
127 => 1.2750773871915
128 => 1.2471518306294
129 => 1.212070750039
130 => 1.2114362439705
131 => 1.229605232711
201 => 1.2676824486925
202 => 1.2775553167955
203 => 1.2830729031837
204 => 1.2746225275617
205 => 1.2443113373561
206 => 1.2312231191066
207 => 1.2423746602574
208 => 1.2287372836928
209 => 1.2522792216153
210 => 1.2846073306694
211 => 1.277931703989
212 => 1.3002473231159
213 => 1.3233416412408
214 => 1.35636755339
215 => 1.3650017497718
216 => 1.3792737480618
217 => 1.3939643224095
218 => 1.3986825389678
219 => 1.4076910783544
220 => 1.4076435989051
221 => 1.4347914386912
222 => 1.4647363466738
223 => 1.4760398562111
224 => 1.5020316531128
225 => 1.4575216117798
226 => 1.4912829894254
227 => 1.5217365971638
228 => 1.4854285505632
301 => 1.5354707341122
302 => 1.5374137587014
303 => 1.566751123133
304 => 1.5370120839226
305 => 1.5193531373698
306 => 1.5703338543956
307 => 1.5950018174868
308 => 1.5875716262492
309 => 1.5310275040571
310 => 1.4981163996499
311 => 1.4119816913381
312 => 1.5140119740759
313 => 1.5637079485333
314 => 1.530898803489
315 => 1.5474458278553
316 => 1.6377210274076
317 => 1.6720919785108
318 => 1.6649430609524
319 => 1.6661511103386
320 => 1.6846970516769
321 => 1.7669399690078
322 => 1.7176581065673
323 => 1.7553322438469
324 => 1.7753144704158
325 => 1.7938750760746
326 => 1.7482960947163
327 => 1.6889985096573
328 => 1.6702164753258
329 => 1.5276365806119
330 => 1.5202146778989
331 => 1.5160485389995
401 => 1.4897816225505
402 => 1.4691430213355
403 => 1.4527304393872
404 => 1.4096589231431
405 => 1.4241942954978
406 => 1.3555472883288
407 => 1.399465210815
408 => 1.2899029298332
409 => 1.3811496530956
410 => 1.3314882101033
411 => 1.3648345334324
412 => 1.3647181912517
413 => 1.3033170375414
414 => 1.2679021334906
415 => 1.2904698887204
416 => 1.3146643137574
417 => 1.3185897778199
418 => 1.3499584814195
419 => 1.3587128123261
420 => 1.3321867809784
421 => 1.2876324950853
422 => 1.2979814395232
423 => 1.2676924124619
424 => 1.2146120575876
425 => 1.2527352951524
426 => 1.2657522446175
427 => 1.2715012710605
428 => 1.2193028383616
429 => 1.2029009575245
430 => 1.1941687337919
501 => 1.2808943329037
502 => 1.285645356995
503 => 1.2613384460167
504 => 1.3712079885143
505 => 1.3463411272548
506 => 1.3741235038106
507 => 1.2970423812879
508 => 1.2999869839718
509 => 1.2634955452898
510 => 1.2839283125929
511 => 1.2694870912419
512 => 1.2822775469153
513 => 1.289944093309
514 => 1.326429544105
515 => 1.3815662583363
516 => 1.3209798344386
517 => 1.2945814619329
518 => 1.3109588637654
519 => 1.3545740430341
520 => 1.4206532722461
521 => 1.3815330385842
522 => 1.3988939339787
523 => 1.4026865172899
524 => 1.3738407052974
525 => 1.4217168584796
526 => 1.447374077915
527 => 1.4736930760424
528 => 1.4965451246748
529 => 1.4631806894232
530 => 1.4988854177463
531 => 1.4701137094508
601 => 1.4443025127453
602 => 1.4443416576763
603 => 1.4281499169415
604 => 1.3967763789771
605 => 1.3909906172201
606 => 1.4210888805414
607 => 1.445224837409
608 => 1.4472127904201
609 => 1.4605756962922
610 => 1.4684837263384
611 => 1.5459931712372
612 => 1.5771681111673
613 => 1.6152882376024
614 => 1.6301381751814
615 => 1.6748311632971
616 => 1.6387379456067
617 => 1.6309289509224
618 => 1.5225183807187
619 => 1.5402706055162
620 => 1.5686936302521
621 => 1.5229870659277
622 => 1.5519773607906
623 => 1.557700659095
624 => 1.5214339743618
625 => 1.5408055776687
626 => 1.4893603425656
627 => 1.3826876238779
628 => 1.4218356157095
629 => 1.450661714769
630 => 1.4095233171786
701 => 1.4832623025836
702 => 1.4401855095917
703 => 1.4265322342639
704 => 1.3732659394664
705 => 1.3984055802031
706 => 1.4324073042645
707 => 1.4113981919193
708 => 1.4549952545698
709 => 1.5167403221948
710 => 1.5607435343667
711 => 1.5641215546072
712 => 1.5358304371669
713 => 1.5811671334165
714 => 1.5814973617535
715 => 1.5303573831781
716 => 1.4990344310493
717 => 1.4919177904216
718 => 1.5096965540092
719 => 1.5312832551454
720 => 1.5653194662845
721 => 1.585886835837
722 => 1.6395156275401
723 => 1.654026040917
724 => 1.6699685859358
725 => 1.6912727425797
726 => 1.7168538449043
727 => 1.660883849351
728 => 1.6631076416154
729 => 1.6109891567136
730 => 1.5552930810491
731 => 1.5975594598646
801 => 1.6528171277051
802 => 1.6401409576482
803 => 1.6387146295661
804 => 1.6411133177697
805 => 1.6315558995118
806 => 1.5883280509458
807 => 1.5666192960166
808 => 1.5946291283693
809 => 1.6095151076906
810 => 1.632601963424
811 => 1.6297560211505
812 => 1.6892252821725
813 => 1.7123332387486
814 => 1.7064212346112
815 => 1.7075091856528
816 => 1.7493450372539
817 => 1.7958751084334
818 => 1.8394566602767
819 => 1.8837896866829
820 => 1.8303444930027
821 => 1.8032083196933
822 => 1.8312059238294
823 => 1.8163500009799
824 => 1.9017165402258
825 => 1.907627134186
826 => 1.9929875004595
827 => 2.0740046525763
828 => 2.0231192309047
829 => 2.0711018916113
830 => 2.1229990512491
831 => 2.2231170922012
901 => 2.1894008582037
902 => 2.1635747513623
903 => 2.1391692051881
904 => 2.1899532725053
905 => 2.2552861638136
906 => 2.2693582428508
907 => 2.2921603868389
908 => 2.2681867205489
909 => 2.2970603609825
910 => 2.3989969994336
911 => 2.3714528199045
912 => 2.3323356570254
913 => 2.4128048429837
914 => 2.441926328566
915 => 2.6463161654227
916 => 2.9043667773774
917 => 2.7975321295765
918 => 2.731216416154
919 => 2.746802181838
920 => 2.8410335297594
921 => 2.8712976479583
922 => 2.7890293420266
923 => 2.8180878984796
924 => 2.9782034015098
925 => 3.0641002317652
926 => 2.947440798795
927 => 2.6255820500105
928 => 2.3288135844983
929 => 2.4075299452103
930 => 2.3986059527586
1001 => 2.5706300859488
1002 => 2.3707959003322
1003 => 2.3741605955146
1004 => 2.5497420056025
1005 => 2.5028998956185
1006 => 2.4270216765285
1007 => 2.3293675794695
1008 => 2.1488449491452
1009 => 1.9889510212209
1010 => 2.3025398352528
1011 => 2.2890173153675
1012 => 2.2694347026484
1013 => 2.3130136881947
1014 => 2.5246208718969
1015 => 2.5197426414069
1016 => 2.488709827925
1017 => 2.5122479434404
1018 => 2.4228953310736
1019 => 2.4459235338017
1020 => 2.3287665748571
1021 => 2.3817264132068
1022 => 2.426858875949
1023 => 2.435919886042
1024 => 2.4563348044483
1025 => 2.281891561856
1026 => 2.3602114563954
1027 => 2.4062170568556
1028 => 2.1983620802783
1029 => 2.4021084322734
1030 => 2.2788548931036
1031 => 2.2370207907034
1101 => 2.2933448983614
1102 => 2.2713953388301
1103 => 2.2525243964664
1104 => 2.2419940863836
1105 => 2.2833522947827
1106 => 2.2814228849271
1107 => 2.2137528287038
1108 => 2.1254799989448
1109 => 2.1551072580688
1110 => 2.144343397072
1111 => 2.105333776254
1112 => 2.1316215506458
1113 => 2.0158634961626
1114 => 1.8167077800045
1115 => 1.9482761464031
1116 => 1.9432109074156
1117 => 1.9406567842278
1118 => 2.0395267752938
1119 => 2.0300227069716
1120 => 2.0127727299027
1121 => 2.1050169668976
1122 => 2.0713465795344
1123 => 2.1751107796467
1124 => 2.2434565928884
1125 => 2.2261218838949
1126 => 2.2904014515927
1127 => 2.1557898102804
1128 => 2.2005023978427
1129 => 2.2097176001703
1130 => 2.1038786873317
1201 => 2.0315776900879
1202 => 2.0267560378635
1203 => 1.9013960723339
1204 => 1.9683623540495
1205 => 2.0272899107062
1206 => 1.9990681840308
1207 => 1.9901340284654
1208 => 2.0357766916669
1209 => 2.0393235175006
1210 => 1.9584555126159
1211 => 1.9752705315881
1212 => 2.0453919559664
1213 => 1.9735036516068
1214 => 1.8338364191239
1215 => 1.7991970144176
1216 => 1.7945754792989
1217 => 1.7006306664495
1218 => 1.8015117850749
1219 => 1.757474473349
1220 => 1.896587813443
1221 => 1.8171270196611
1222 => 1.8137016236574
1223 => 1.8085236352016
1224 => 1.7276614539708
1225 => 1.7453651326006
1226 => 1.8042148567126
1227 => 1.8252131012653
1228 => 1.8230228123249
1229 => 1.8039264609591
1230 => 1.8126686728252
1231 => 1.7845069624158
]
'min_raw' => 0.98534691857139
'max_raw' => 3.0641002317652
'avg_raw' => 2.0247235751683
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.985346'
'max' => '$3.06'
'avg' => '$2.02'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.56131970468963
'max_diff' => 1.9137552607504
'year' => 2033
]
8 => [
'items' => [
101 => 1.774562476335
102 => 1.7431749428174
103 => 1.6970439395739
104 => 1.7034587385128
105 => 1.612061150254
106 => 1.5622628933334
107 => 1.5484793921483
108 => 1.5300475183113
109 => 1.5505613213435
110 => 1.6118022323699
111 => 1.537932700688
112 => 1.4112885699644
113 => 1.418900098012
114 => 1.436000941652
115 => 1.4041336326623
116 => 1.3739738991241
117 => 1.4001953404991
118 => 1.3465345527914
119 => 1.442485591479
120 => 1.4398903847822
121 => 1.4756549984325
122 => 1.4980193453118
123 => 1.4464767662983
124 => 1.4335139470624
125 => 1.4408981580264
126 => 1.3188535993235
127 => 1.4656813542441
128 => 1.4669511267659
129 => 1.4560785635337
130 => 1.5342598102306
131 => 1.6992466261035
201 => 1.6371719493928
202 => 1.6131347583534
203 => 1.5674400406164
204 => 1.6283255389171
205 => 1.6236504826094
206 => 1.6025081050232
207 => 1.5897211290909
208 => 1.6132815243163
209 => 1.5868017353911
210 => 1.5820452376842
211 => 1.5532260367009
212 => 1.54293889314
213 => 1.5353227015905
214 => 1.526938023046
215 => 1.5454325345834
216 => 1.5035215382839
217 => 1.4529809853324
218 => 1.4487790852108
219 => 1.4603809008813
220 => 1.4552479611007
221 => 1.4487545106699
222 => 1.4363567454116
223 => 1.4326785932958
224 => 1.4446308032864
225 => 1.4311374550641
226 => 1.4510476253868
227 => 1.445633160739
228 => 1.4153884013561
301 => 1.3776922331209
302 => 1.3773566581532
303 => 1.3692350805411
304 => 1.3588910303646
305 => 1.3560135522453
306 => 1.397987043844
307 => 1.4848709152924
308 => 1.4678135323722
309 => 1.480139239643
310 => 1.5407695202141
311 => 1.5600420631915
312 => 1.5463628686813
313 => 1.5276379435398
314 => 1.5284617452155
315 => 1.5924504828442
316 => 1.59644138192
317 => 1.6065250963715
318 => 1.6194855190991
319 => 1.5485700847143
320 => 1.5251216346333
321 => 1.5140104581144
322 => 1.4797923350027
323 => 1.5166936471385
324 => 1.4951928328287
325 => 1.4980940272515
326 => 1.4962046205777
327 => 1.4972363643827
328 => 1.4424587712082
329 => 1.4624168471355
330 => 1.4292326749739
331 => 1.3848027935477
401 => 1.3846538490061
402 => 1.3955279995414
403 => 1.3890596292974
404 => 1.371653411288
405 => 1.3741258824012
406 => 1.3524644337931
407 => 1.3767559744554
408 => 1.3774525689223
409 => 1.3680990025981
410 => 1.405523472575
411 => 1.42085630846
412 => 1.4146995907327
413 => 1.4204243367317
414 => 1.468522343642
415 => 1.4763644174316
416 => 1.4798473485906
417 => 1.4751806822375
418 => 1.4213034800033
419 => 1.4236931630259
420 => 1.4061592545854
421 => 1.3913449496309
422 => 1.3919374441383
423 => 1.3995539226097
424 => 1.4328155307951
425 => 1.5028126243424
426 => 1.5054689628753
427 => 1.5086885226681
428 => 1.4955929549699
429 => 1.4916432064444
430 => 1.4968539442661
501 => 1.5231411723301
502 => 1.5907590598236
503 => 1.5668583823365
504 => 1.5474267595034
505 => 1.564473531456
506 => 1.5618493145309
507 => 1.5396982827646
508 => 1.5390765770792
509 => 1.4965616650064
510 => 1.4808448700308
511 => 1.4677107397674
512 => 1.453368612395
513 => 1.4448661185362
514 => 1.4579298134177
515 => 1.4609176350022
516 => 1.4323536378295
517 => 1.4284604705624
518 => 1.4517864472504
519 => 1.4415215545901
520 => 1.4520792512483
521 => 1.4545287274352
522 => 1.4541343053529
523 => 1.4434165785002
524 => 1.4502477379889
525 => 1.4340900093314
526 => 1.4165209062287
527 => 1.405312913043
528 => 1.3955324524639
529 => 1.4009592204369
530 => 1.3816137835018
531 => 1.3754247888796
601 => 1.4479334948601
602 => 1.5014964555678
603 => 1.5007176289058
604 => 1.4959767218992
605 => 1.4889326957451
606 => 1.5226258579424
607 => 1.5108878339489
608 => 1.5194282271489
609 => 1.5216021156575
610 => 1.5281818214396
611 => 1.5305335007119
612 => 1.5234250926048
613 => 1.4995684067783
614 => 1.4401198139245
615 => 1.4124463334727
616 => 1.4033136239853
617 => 1.4036455806297
618 => 1.3944887344579
619 => 1.3971858360365
620 => 1.3935507925968
621 => 1.3866668997334
622 => 1.4005341594509
623 => 1.4021322319508
624 => 1.3988954478314
625 => 1.3996578276648
626 => 1.3728586376042
627 => 1.3748961218197
628 => 1.3635511507967
629 => 1.3614241054956
630 => 1.332745006669
701 => 1.281935825996
702 => 1.3100890442554
703 => 1.2760839155396
704 => 1.2632056580331
705 => 1.3241693260887
706 => 1.3180502646849
707 => 1.3075770914536
708 => 1.2920850854439
709 => 1.2863389497183
710 => 1.2514272480555
711 => 1.2493644784746
712 => 1.2666676605139
713 => 1.2586828373689
714 => 1.2474691215843
715 => 1.2068541797286
716 => 1.1611895379377
717 => 1.1625678664356
718 => 1.1770929393685
719 => 1.2193265478936
720 => 1.202825146394
721 => 1.1908531902743
722 => 1.1886112027687
723 => 1.2166743703194
724 => 1.256389631819
725 => 1.2750231439358
726 => 1.2565578993363
727 => 1.2353460205797
728 => 1.2366370893533
729 => 1.2452259914945
730 => 1.2461285636691
731 => 1.2323218112149
801 => 1.2362083311572
802 => 1.230304351974
803 => 1.1940716426245
804 => 1.1934163078075
805 => 1.1845242166018
806 => 1.184254967614
807 => 1.1691273022369
808 => 1.1670108372781
809 => 1.1369739394882
810 => 1.1567443165736
811 => 1.1434833856161
812 => 1.1234960347258
813 => 1.1200502078986
814 => 1.1199466221833
815 => 1.1404691624577
816 => 1.1565044987417
817 => 1.1437140651876
818 => 1.1408019313995
819 => 1.1718959014934
820 => 1.1679389103711
821 => 1.1645121815791
822 => 1.2528335657525
823 => 1.1829202983757
824 => 1.1524341232896
825 => 1.1147016924529
826 => 1.1269875621968
827 => 1.1295763754688
828 => 1.0388366810885
829 => 1.0020235983793
830 => 0.98939073566523
831 => 0.98212034457084
901 => 0.98543355308838
902 => 0.95229746090617
903 => 0.97456546287299
904 => 0.94587240796735
905 => 0.94106192393714
906 => 0.99236866049586
907 => 0.9995076931584
908 => 0.96905036189641
909 => 0.98860889916064
910 => 0.98151670166463
911 => 0.94636426803965
912 => 0.94502170363897
913 => 0.92738344811375
914 => 0.89978299365604
915 => 0.88716884534981
916 => 0.88059928739087
917 => 0.88331001504286
918 => 0.88193938819238
919 => 0.87299512086526
920 => 0.88245206312578
921 => 0.85829348352847
922 => 0.84867334247392
923 => 0.84432814794515
924 => 0.82288601803658
925 => 0.85700998207957
926 => 0.86373283287841
927 => 0.87046892977012
928 => 0.92910205428378
929 => 0.92617290907857
930 => 0.95265095518212
1001 => 0.95162206700054
1002 => 0.9440700993359
1003 => 0.91220958999716
1004 => 0.92490862116061
1005 => 0.88582297710713
1006 => 0.91510859919745
1007 => 0.90174386427224
1008 => 0.91058996887552
1009 => 0.89468387517773
1010 => 0.9034869641766
1011 => 0.86532707020414
1012 => 0.82969389813685
1013 => 0.84403372677387
1014 => 0.85962276046062
1015 => 0.89342375750542
1016 => 0.87329216251771
1017 => 0.88053224533518
1018 => 0.85627917987189
1019 => 0.80623817827547
1020 => 0.80652140491007
1021 => 0.79882368701694
1022 => 0.79217173487206
1023 => 0.87560451837316
1024 => 0.86522833286768
1025 => 0.84869523926627
1026 => 0.87082544205078
1027 => 0.87667701892054
1028 => 0.87684360508768
1029 => 0.89298922977605
1030 => 0.90160615256649
1031 => 0.90312492255619
1101 => 0.92853041185264
1102 => 0.93704599675831
1103 => 0.97212048581406
1104 => 0.90087506687081
1105 => 0.89940781435202
1106 => 0.87113685938733
1107 => 0.85320697280261
1108 => 0.87236453406148
1109 => 0.88933551806893
1110 => 0.87166419516688
1111 => 0.8739716968759
1112 => 0.85024938968002
1113 => 0.85872899826425
1114 => 0.86603277950362
1115 => 0.86200006079966
1116 => 0.85596288571404
1117 => 0.88794409091487
1118 => 0.88613958598208
1119 => 0.91592121950983
1120 => 0.93913813254976
1121 => 0.98074699123693
1122 => 0.937325978078
1123 => 0.9357435437756
1124 => 0.95121209291207
1125 => 0.93704362860403
1126 => 0.94599760896795
1127 => 0.9793043665723
1128 => 0.98000808587638
1129 => 0.96821988084195
1130 => 0.96750256749429
1201 => 0.96976662121999
1202 => 0.98302725460782
1203 => 0.978393581844
1204 => 0.98375578527653
1205 => 0.99046130277787
1206 => 1.0181981662439
1207 => 1.0248854301229
1208 => 1.0086388458458
1209 => 1.0101057305008
1210 => 1.0040290620024
1211 => 0.99815907637346
1212 => 1.0113539468248
1213 => 1.0354678319205
1214 => 1.0353178206928
1215 => 1.0409117733281
1216 => 1.044396759477
1217 => 1.0294366477599
1218 => 1.0196981651306
1219 => 1.0234325190465
1220 => 1.0294038322815
1221 => 1.0214961026437
1222 => 0.97268593210245
1223 => 0.98749181983889
1224 => 0.98502739614863
1225 => 0.98151775712953
1226 => 0.99640519173907
1227 => 0.99496926235284
1228 => 0.95195760238672
1229 => 0.95471106930676
1230 => 0.95212504982989
1231 => 0.96048100780946
]
'min_raw' => 0.79217173487206
'max_raw' => 1.774562476335
'avg_raw' => 1.2833671056035
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.792171'
'max' => '$1.77'
'avg' => '$1.28'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.19317518369933
'max_diff' => -1.2895377554302
'year' => 2034
]
9 => [
'items' => [
101 => 0.93659237945122
102 => 0.94394036064184
103 => 0.94854894556156
104 => 0.95126343748409
105 => 0.96107004365281
106 => 0.95991935160633
107 => 0.96099851501955
108 => 0.97553912311972
109 => 1.0490805291562
110 => 1.0530832256268
111 => 1.0333724842881
112 => 1.0412465366757
113 => 1.0261300779575
114 => 1.0362778579665
115 => 1.043220711323
116 => 1.0118472920388
117 => 1.0099895617606
118 => 0.99481071203999
119 => 1.0029669661059
120 => 0.98998977943163
121 => 0.99317392711877
122 => 0.98427077259653
123 => 1.0002946781362
124 => 1.0182118943927
125 => 1.0227384907914
126 => 1.0108309644887
127 => 1.0022091307013
128 => 0.98707203077925
129 => 1.0122453653019
130 => 1.0196068154598
131 => 1.0122066987381
201 => 1.0104919299979
202 => 1.0072424463338
203 => 1.0111813233185
204 => 1.0195667234212
205 => 1.0156123235868
206 => 1.018224274345
207 => 1.0082702114867
208 => 1.0294416001794
209 => 1.0630668605955
210 => 1.063174971306
211 => 1.0592205501559
212 => 1.0576024862205
213 => 1.0616599622948
214 => 1.0638609766188
215 => 1.0769821102293
216 => 1.0910616093625
217 => 1.1567644884503
218 => 1.1383153829167
219 => 1.1966108859252
220 => 1.2427150600811
221 => 1.2565396860193
222 => 1.2438216806551
223 => 1.2003140713173
224 => 1.1981793804392
225 => 1.2631981172287
226 => 1.2448273460389
227 => 1.2426422012611
228 => 1.2193959526865
301 => 1.233137364698
302 => 1.2301319163168
303 => 1.2253876690154
304 => 1.2516053258982
305 => 1.3006824391166
306 => 1.2930333107793
307 => 1.2873235913083
308 => 1.2623052626609
309 => 1.2773718845526
310 => 1.2720069490791
311 => 1.2950581165455
312 => 1.2814031155843
313 => 1.244688169379
314 => 1.2505351455762
315 => 1.2496513868865
316 => 1.2678390780973
317 => 1.2623795846421
318 => 1.2485853331676
319 => 1.300514698879
320 => 1.297142694716
321 => 1.3019234256717
322 => 1.3040280512873
323 => 1.3356365410978
324 => 1.3485855280143
325 => 1.3515251747483
326 => 1.3638257108083
327 => 1.3512191262056
328 => 1.4016544529592
329 => 1.4351910022674
330 => 1.474145430064
331 => 1.5310683190379
401 => 1.5524718518582
402 => 1.5486054952298
403 => 1.5917637799979
404 => 1.6693182583713
405 => 1.5642814726765
406 => 1.6748854630624
407 => 1.6398695166907
408 => 1.5568473377534
409 => 1.551501688197
410 => 1.6077252716807
411 => 1.7324237685281
412 => 1.7011882093865
413 => 1.732474858713
414 => 1.6959773203854
415 => 1.694164909982
416 => 1.7307022547405
417 => 1.8160737523157
418 => 1.7755169539204
419 => 1.7173688384859
420 => 1.7603045020379
421 => 1.7231096567611
422 => 1.6392992601708
423 => 1.7011643241431
424 => 1.6597969176804
425 => 1.6718701260985
426 => 1.7588182615457
427 => 1.7483564318525
428 => 1.7618950082149
429 => 1.7379997753015
430 => 1.715677859828
501 => 1.6740123469495
502 => 1.6616772426711
503 => 1.6650862217231
504 => 1.6616755533504
505 => 1.6383640818207
506 => 1.6333299717634
507 => 1.6249395677851
508 => 1.62754010482
509 => 1.6117636906415
510 => 1.6415370437698
511 => 1.6470632404723
512 => 1.6687298039874
513 => 1.6709792984876
514 => 1.7313203694732
515 => 1.6980855215648
516 => 1.7203823269005
517 => 1.7183878907656
518 => 1.5586466801162
519 => 1.5806576095351
520 => 1.6148997083006
521 => 1.5994736892208
522 => 1.5776649073745
523 => 1.5600531467207
524 => 1.5333695284352
525 => 1.5709262087585
526 => 1.620309249676
527 => 1.6722317338997
528 => 1.7346131965986
529 => 1.7206903803245
530 => 1.6710655558462
531 => 1.6732916892214
601 => 1.6870527697953
602 => 1.6692309201261
603 => 1.6639749087348
604 => 1.6863306745417
605 => 1.6864846264143
606 => 1.6659784345273
607 => 1.6431895548385
608 => 1.6430940686005
609 => 1.6390390075744
610 => 1.6966987067336
611 => 1.728405711218
612 => 1.7320408681837
613 => 1.7281610361908
614 => 1.7296542295398
615 => 1.7112046222465
616 => 1.7533749534579
617 => 1.7920746195911
618 => 1.7817022823696
619 => 1.76615267436
620 => 1.7537666626098
621 => 1.7787845316344
622 => 1.7776705253085
623 => 1.7917366117682
624 => 1.7910984928368
625 => 1.7863685970126
626 => 1.7817024512891
627 => 1.8002031916457
628 => 1.7948752755358
629 => 1.7895390837006
630 => 1.7788365340449
701 => 1.7802911882936
702 => 1.7647442651431
703 => 1.7575515471149
704 => 1.649390325714
705 => 1.6204861130858
706 => 1.6295799667781
707 => 1.6325738995354
708 => 1.6199947491579
709 => 1.6380300194807
710 => 1.6352192417049
711 => 1.6461543337803
712 => 1.6393225629981
713 => 1.639602941254
714 => 1.6596937224373
715 => 1.6655261616871
716 => 1.6625597360111
717 => 1.6646373188715
718 => 1.7125143389954
719 => 1.7057077577547
720 => 1.7020918971308
721 => 1.7030935152348
722 => 1.7153271203714
723 => 1.7187518618795
724 => 1.7042409914572
725 => 1.7110844018347
726 => 1.7402227746642
727 => 1.7504195560654
728 => 1.7829627875654
729 => 1.7691378444144
730 => 1.7945141258976
731 => 1.8725121637652
801 => 1.9348223934675
802 => 1.8775193311541
803 => 1.9919441328424
804 => 2.0810402542198
805 => 2.077620596684
806 => 2.0620846270914
807 => 1.9606510616463
808 => 1.8673103824344
809 => 1.9453938240497
810 => 1.9455928748004
811 => 1.9388854379169
812 => 1.8972261234963
813 => 1.9374357840768
814 => 1.9406274809137
815 => 1.9388409794257
816 => 1.9069008807349
817 => 1.858134253551
818 => 1.8676631357719
819 => 1.8832716392337
820 => 1.8537214859056
821 => 1.8442784214103
822 => 1.8618348749236
823 => 1.9184054261755
824 => 1.9077110911522
825 => 1.9074318188456
826 => 1.9531867191791
827 => 1.9204360850658
828 => 1.8677833254924
829 => 1.8544878092956
830 => 1.8072976837296
831 => 1.8398920715435
901 => 1.8410650855343
902 => 1.8232134724352
903 => 1.8692318855096
904 => 1.8688078177317
905 => 1.912495452009
906 => 1.996009800421
907 => 1.9713104981041
908 => 1.9425878967859
909 => 1.9457108399406
910 => 1.9799618182663
911 => 1.9592528948968
912 => 1.9666999681282
913 => 1.9799505462291
914 => 1.9879449489907
915 => 1.94456056841
916 => 1.9344455939819
917 => 1.9137539061755
918 => 1.9083558310554
919 => 1.9252087790275
920 => 1.9207686226603
921 => 1.8409664982505
922 => 1.8326267322348
923 => 1.8328825009521
924 => 1.8119117627714
925 => 1.7799263534921
926 => 1.8639820993286
927 => 1.8572312465785
928 => 1.8497788276169
929 => 1.8506917064168
930 => 1.8871774567709
1001 => 1.866013878991
1002 => 1.9222807191611
1003 => 1.9107139483581
1004 => 1.8988505335295
1005 => 1.8972106482317
1006 => 1.8926442456617
1007 => 1.8769843521656
1008 => 1.8580740897552
1009 => 1.8455878965331
1010 => 1.7024572771446
1011 => 1.7290214875506
1012 => 1.7595811902187
1013 => 1.7701302771194
1014 => 1.7520853340012
1015 => 1.8776968765051
1016 => 1.9006473157435
1017 => 1.8311289382703
1018 => 1.8181248882617
1019 => 1.8785494198587
1020 => 1.8421060407071
1021 => 1.8585164921076
1022 => 1.8230460722167
1023 => 1.8951192269983
1024 => 1.8945701503144
1025 => 1.8665320652584
1026 => 1.8902296627512
1027 => 1.8861116220176
1028 => 1.8544566930441
1029 => 1.8961227447086
1030 => 1.8961434105504
1031 => 1.8691573632845
1101 => 1.8376435680833
1102 => 1.8320096458239
1103 => 1.8277652422125
1104 => 1.8574726290059
1105 => 1.8841081791123
1106 => 1.9336703343474
1107 => 1.9461314377413
1108 => 1.9947679538702
1109 => 1.9658072765844
1110 => 1.9786451697217
1111 => 1.992582518753
1112 => 1.9992645964077
1113 => 1.9883765094494
1114 => 2.0639290385864
1115 => 2.0703079869152
1116 => 2.0724467931122
1117 => 2.0469709053787
1118 => 2.0695994563918
1119 => 2.0590123067516
1120 => 2.0865571289205
1121 => 2.0908765087465
1122 => 2.0872181477003
1123 => 2.0885891870338
1124 => 2.0241184317949
1125 => 2.0207752830254
1126 => 1.9751912123348
1127 => 1.9937670580816
1128 => 1.9590404048213
1129 => 1.9700525842943
1130 => 1.9749066480781
1201 => 1.9723711606232
1202 => 1.9948173085292
1203 => 1.975733497364
1204 => 1.92536818203
1205 => 1.8749891446995
1206 => 1.8743566769237
1207 => 1.8610927656585
1208 => 1.8515053872202
1209 => 1.853352256438
1210 => 1.8598608644522
1211 => 1.8511270950904
1212 => 1.8529908875971
1213 => 1.8839422615924
1214 => 1.890149338912
1215 => 1.8690552649182
1216 => 1.7843595139726
1217 => 1.7635749642473
1218 => 1.7785144864143
1219 => 1.7713743570469
1220 => 1.429637356237
1221 => 1.5099233955207
1222 => 1.4622201572346
1223 => 1.4842040041573
1224 => 1.4355113505609
1225 => 1.4587500370577
1226 => 1.4544587002027
1227 => 1.5835562755343
1228 => 1.5815405944634
1229 => 1.5825053943246
1230 => 1.5364529831784
1231 => 1.6098157245935
]
'min_raw' => 0.93659237945122
'max_raw' => 2.0908765087465
'avg_raw' => 1.5137344440989
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.936592'
'max' => '$2.09'
'avg' => '$1.51'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.14442064457915
'max_diff' => 0.31631403241154
'year' => 2035
]
10 => [
'items' => [
101 => 1.6459568490535
102 => 1.6392680887808
103 => 1.6409515056378
104 => 1.6120248266086
105 => 1.5827854678082
106 => 1.5503545189935
107 => 1.6106072133048
108 => 1.6039081422451
109 => 1.6192734010062
110 => 1.6583515802186
111 => 1.6641059905512
112 => 1.6718399763937
113 => 1.6690678930118
114 => 1.7351101655906
115 => 1.7271120106204
116 => 1.7463852628724
117 => 1.7067387207248
118 => 1.6618748950004
119 => 1.6704020415616
120 => 1.6695808087768
121 => 1.6591255728588
122 => 1.6496870533572
123 => 1.6339745776735
124 => 1.6836911757457
125 => 1.6816727726572
126 => 1.7143483725241
127 => 1.7085726428538
128 => 1.6700009065546
129 => 1.6713785036624
130 => 1.6806435062631
131 => 1.7127097860501
201 => 1.7222292411297
202 => 1.7178194502521
203 => 1.7282570981672
204 => 1.7365065895022
205 => 1.7292931072675
206 => 1.8314208038227
207 => 1.7890102638948
208 => 1.809680865965
209 => 1.8146106827605
210 => 1.8019830607018
211 => 1.8047215397651
212 => 1.8088695893551
213 => 1.8340557341943
214 => 1.9001514659221
215 => 1.9294248155755
216 => 2.0174951323294
217 => 1.9269940713915
218 => 1.9216241129661
219 => 1.9374882364822
220 => 1.9891948356066
221 => 2.0310981776429
222 => 2.0449999336582
223 => 2.0468372802086
224 => 2.0729178986645
225 => 2.0878668227887
226 => 2.0697510255956
227 => 2.0543997842775
228 => 1.9994135433422
229 => 2.005778350453
301 => 2.0496255597711
302 => 2.1115623255205
303 => 2.1647105139558
304 => 2.1460998707671
305 => 2.2880859412299
306 => 2.3021632801552
307 => 2.3002182470905
308 => 2.3322885201513
309 => 2.2686355591233
310 => 2.2414226850657
311 => 2.0577188968944
312 => 2.1093321681904
313 => 2.1843550891603
314 => 2.1744255242484
315 => 2.1199418736717
316 => 2.1646691832211
317 => 2.1498809359318
318 => 2.1382168317298
319 => 2.1916523542772
320 => 2.132897802226
321 => 2.1837689675587
322 => 2.1185261718247
323 => 2.1461848826176
324 => 2.1304844606702
325 => 2.1406445578415
326 => 2.0812488373831
327 => 2.1132973263928
328 => 2.0799155148747
329 => 2.0798996875496
330 => 2.0791627822101
331 => 2.1184363354236
401 => 2.119717044584
402 => 2.0906938294201
403 => 2.0865111306872
404 => 2.101976760144
405 => 2.0838705585048
406 => 2.0923423362927
407 => 2.0841271600237
408 => 2.0822777508074
409 => 2.0675413435214
410 => 2.0611924940765
411 => 2.0636820415335
412 => 2.0551839326131
413 => 2.0500635145985
414 => 2.078144202188
415 => 2.0631418235806
416 => 2.075844872502
417 => 2.0613681450035
418 => 2.0111855002839
419 => 1.9823249306338
420 => 1.887534566692
421 => 1.9144169963188
422 => 1.9322400749733
423 => 1.9263495475843
424 => 1.9390046797473
425 => 1.9397816020814
426 => 1.9356672896114
427 => 1.9309034428472
428 => 1.9285846656997
429 => 1.9458669308191
430 => 1.9558998674152
501 => 1.9340288593583
502 => 1.9289047881785
503 => 1.9510175848554
504 => 1.9645063780542
505 => 2.064100048336
506 => 2.0567218275582
507 => 2.0752397138078
508 => 2.0731548839962
509 => 2.0925645789163
510 => 2.1242912269617
511 => 2.0597820805752
512 => 2.0709786378294
513 => 2.068233500557
514 => 2.0982041894842
515 => 2.0982977547036
516 => 2.0803288295448
517 => 2.0900700753859
518 => 2.0846327791945
519 => 2.094458708307
520 => 2.0566232869214
521 => 2.1027027460877
522 => 2.1288268301403
523 => 2.1291895630727
524 => 2.14157217158
525 => 2.1541536189758
526 => 2.1783026116389
527 => 2.1534801166773
528 => 2.1088268646627
529 => 2.112050685229
530 => 2.0858704999108
531 => 2.0863105935558
601 => 2.0839613391878
602 => 2.0910116283897
603 => 2.0581704289291
604 => 2.0658781928004
605 => 2.055087278244
606 => 2.0709551804886
607 => 2.0538839407316
608 => 2.0682321767687
609 => 2.0744243997907
610 => 2.0972738360511
611 => 2.0505090604176
612 => 1.9551525172039
613 => 1.9751976186737
614 => 1.9455493390911
615 => 1.9482934002454
616 => 1.9538368404913
617 => 1.9358687369537
618 => 1.9392964848686
619 => 1.9391740215924
620 => 1.938118699238
621 => 1.9334445015468
622 => 1.9266659901327
623 => 1.9536694932907
624 => 1.958257914675
625 => 1.9684574070272
626 => 1.9988041778856
627 => 1.9957718198507
628 => 2.000717721617
629 => 1.9899208458313
630 => 1.9487942363469
701 => 1.951027609108
702 => 1.9231774149899
703 => 1.9677452149478
704 => 1.9571909716516
705 => 1.9503865823391
706 => 1.9485299416729
707 => 1.9789519363066
708 => 1.9880546739073
709 => 1.9823824586965
710 => 1.9707485798143
711 => 1.9930890665157
712 => 1.9990664382876
713 => 2.0004045513903
714 => 2.0399876104619
715 => 2.0026168046795
716 => 2.0116123290651
717 => 2.0817928424366
718 => 2.0181488010575
719 => 2.0518624692075
720 => 2.050212360589
721 => 2.0674591324062
722 => 2.0487976219045
723 => 2.0490289536928
724 => 2.0643429186689
725 => 2.042837216748
726 => 2.0375121025171
727 => 2.0301554953462
728 => 2.0462183779677
729 => 2.0558473496377
730 => 2.133449789597
731 => 2.1835845049119
801 => 2.1814080246992
802 => 2.2012969796432
803 => 2.192336823279
804 => 2.163402114809
805 => 2.2127901339555
806 => 2.197161698215
807 => 2.1984500874689
808 => 2.1984021335566
809 => 2.2087936770624
810 => 2.2014303161175
811 => 2.1869163758617
812 => 2.1965514067408
813 => 2.2251640038649
814 => 2.31397838328
815 => 2.3636800866347
816 => 2.3109862783307
817 => 2.3473337617006
818 => 2.3255382236112
819 => 2.3215773259793
820 => 2.3444062315935
821 => 2.3672750961849
822 => 2.3658184483753
823 => 2.3492168270111
824 => 2.339838992353
825 => 2.4108510981891
826 => 2.4631716081094
827 => 2.459603700094
828 => 2.4753512857282
829 => 2.5215866842047
830 => 2.5258138696006
831 => 2.5252813414014
901 => 2.5148038213367
902 => 2.5603285755621
903 => 2.5983061264687
904 => 2.5123785781664
905 => 2.5450986636857
906 => 2.5597877642506
907 => 2.5813557219397
908 => 2.6177444817706
909 => 2.6572723265888
910 => 2.6628619972468
911 => 2.6588958584246
912 => 2.6328261822015
913 => 2.6760780216668
914 => 2.7014139348451
915 => 2.7165008913408
916 => 2.7547589027835
917 => 2.559878479135
918 => 2.421932429091
919 => 2.4003901614115
920 => 2.4441972098456
921 => 2.455748779163
922 => 2.4510923560555
923 => 2.2958215352249
924 => 2.3995726926739
925 => 2.5112002144439
926 => 2.5154882821725
927 => 2.5713713535919
928 => 2.5895691723706
929 => 2.6345623696249
930 => 2.6317480328863
1001 => 2.6427031604196
1002 => 2.6401847663161
1003 => 2.7235251897942
1004 => 2.8154620530632
1005 => 2.8122785718295
1006 => 2.799061559987
1007 => 2.8186910764085
1008 => 2.9135797718551
1009 => 2.9048439413388
1010 => 2.9133300565692
1011 => 3.0252091761933
1012 => 3.1706679463238
1013 => 3.1030877437764
1014 => 3.2497173376248
1015 => 3.3420128944516
1016 => 3.5016285164448
1017 => 3.4816438544477
1018 => 3.5437810447761
1019 => 3.4458671385481
1020 => 3.2210370181834
1021 => 3.1854567910206
1022 => 3.2566893068354
1023 => 3.4318074961991
1024 => 3.2511742118596
1025 => 3.2877160900242
1026 => 3.2771920266545
1027 => 3.2766312440419
1028 => 3.2980340354965
1029 => 3.2669881701971
1030 => 3.1405017299232
1031 => 3.1984697201115
1101 => 3.1760854952483
1102 => 3.2009224615885
1103 => 3.3349573253827
1104 => 3.2756973171072
1105 => 3.2132717122812
1106 => 3.2915672740838
1107 => 3.3912644295325
1108 => 3.3850255607175
1109 => 3.3729195475716
1110 => 3.4411605098248
1111 => 3.5538745867411
1112 => 3.5843407488098
1113 => 3.6068302467956
1114 => 3.6099311686047
1115 => 3.6418725904501
1116 => 3.4701155149122
1117 => 3.7426984048255
1118 => 3.7897659399631
1119 => 3.7809191941067
1120 => 3.8332327785076
1121 => 3.8178407949093
1122 => 3.7955402256036
1123 => 3.8784683842975
1124 => 3.7833979423123
1125 => 3.6484574189502
1126 => 3.5744263790128
1127 => 3.671916424316
1128 => 3.7314501930489
1129 => 3.7707982271226
1130 => 3.7827049184585
1201 => 3.4834485277565
1202 => 3.3221659306884
1203 => 3.4255462263003
1204 => 3.5516773218737
1205 => 3.4694148503077
1206 => 3.4726393834497
1207 => 3.3553547171938
1208 => 3.5620544123837
1209 => 3.5319400054126
1210 => 3.6881736020501
1211 => 3.6508872003596
1212 => 3.7782896334642
1213 => 3.7447403031073
1214 => 3.8840016977011
1215 => 3.9395568383563
1216 => 4.0328425659836
1217 => 4.1014639269675
1218 => 4.1417597026546
1219 => 4.139340495428
1220 => 4.2990124339764
1221 => 4.2048594703271
1222 => 4.0865811578337
1223 => 4.084441876324
1224 => 4.145699890381
1225 => 4.2740798825289
1226 => 4.3073669466399
1227 => 4.3259698743732
1228 => 4.2974788429771
1229 => 4.1952825489395
1230 => 4.151154707321
1231 => 4.1887529068866
]
'min_raw' => 1.5503545189935
'max_raw' => 4.3259698743732
'avg_raw' => 2.9381621966833
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$1.55'
'max' => '$4.32'
'avg' => '$2.93'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.61376213954226
'max_diff' => 2.2350933656267
'year' => 2036
]
11 => [
'items' => [
101 => 4.1427735396679
102 => 4.2221468270192
103 => 4.3311433037718
104 => 4.3086359623411
105 => 4.3838746302545
106 => 4.4617387362062
107 => 4.5730879048128
108 => 4.6021987007344
109 => 4.6503177394083
110 => 4.6998480364845
111 => 4.7157558330265
112 => 4.7461287525244
113 => 4.7459686722462
114 => 4.8374995094866
115 => 4.9384608574368
116 => 4.9765714290274
117 => 5.0642045869709
118 => 4.9141358750248
119 => 5.027964716901
120 => 5.1306411815941
121 => 5.0082260675332
122 => 5.1769467832026
123 => 5.1834978262627
124 => 5.2824107987133
125 => 5.182143551702
126 => 5.122605180491
127 => 5.2944902273034
128 => 5.3776599871276
129 => 5.3526085786106
130 => 5.1619661228555
131 => 5.0510040365664
201 => 4.76059485376
202 => 5.1045970755373
203 => 5.2721505230826
204 => 5.1615321999043
205 => 5.2173216478318
206 => 5.5216907859354
207 => 5.637574847283
208 => 5.6134717726134
209 => 5.6175447954622
210 => 5.6800737315208
211 => 5.957361469319
212 => 5.7912042293509
213 => 5.9182252135135
214 => 5.9855966855051
215 => 6.0481750633438
216 => 5.8945023454713
217 => 5.6945763974198
218 => 5.6312514573515
219 => 5.150533387713
220 => 5.1255099245356
221 => 5.1114634963656
222 => 5.0229027536602
223 => 4.9533182687228
224 => 4.8979821027943
225 => 4.7527634786199
226 => 4.8017705013414
227 => 4.5703223238898
228 => 4.7183946658035
301 => 4.3489977860792
302 => 4.6566424842012
303 => 4.4892054619014
304 => 4.6016349191714
305 => 4.6012426633865
306 => 4.3942243867604
307 => 4.2748205651638
308 => 4.3509093275514
309 => 4.4324825207645
310 => 4.4457174969181
311 => 4.5514792711971
312 => 4.5809951090566
313 => 4.4915607423795
314 => 4.3413428568099
315 => 4.3762350455225
316 => 4.2741134760732
317 => 4.0951493536626
318 => 4.2236845107917
319 => 4.2675720647275
320 => 4.2869553087643
321 => 4.1109646485418
322 => 4.0556645621568
323 => 4.0262232601781
324 => 4.3186246725713
325 => 4.334643082001
326 => 4.2526906345835
327 => 4.6231234679607
328 => 4.5392831090752
329 => 4.6329533313369
330 => 4.3730689451195
331 => 4.3829968786537
401 => 4.2599634453864
402 => 4.3288539469191
403 => 4.2801643608803
404 => 4.3232882751845
405 => 4.3491365716118
406 => 4.4721498163035
407 => 4.6580470978567
408 => 4.4537757396767
409 => 4.364771783698
410 => 4.41998933741
411 => 4.567040959429
412 => 4.7898316942219
413 => 4.6579350951431
414 => 4.7164685660648
415 => 4.7292555254883
416 => 4.6319998564051
417 => 4.7934176494651
418 => 4.8799227561217
419 => 4.9686590958418
420 => 5.045706373285
421 => 4.9332158504037
422 => 5.0535968347697
423 => 4.956591011475
424 => 4.869566759702
425 => 4.8696987395699
426 => 4.8151071552112
427 => 4.709329081534
428 => 4.6898219818211
429 => 4.7913003780027
430 => 4.8726764417004
501 => 4.8793789640716
502 => 4.9244329341878
503 => 4.9510954096098
504 => 5.2124239146227
505 => 5.3175324011617
506 => 5.4460570688997
507 => 5.496124670237
508 => 5.6468102000339
509 => 5.5251193966426
510 => 5.4987908258578
511 => 5.1332770194318
512 => 5.1931298847576
513 => 5.2889600970867
514 => 5.1348572243366
515 => 5.2326000275047
516 => 5.2518965273257
517 => 5.1296208676887
518 => 5.1949335807202
519 => 5.0214823787784
520 => 4.6618278600715
521 => 4.7938180477571
522 => 4.8910072533104
523 => 4.7523062736432
524 => 5.0009224112275
525 => 4.8556859961296
526 => 4.8096530251209
527 => 4.630061993277
528 => 4.7148220472146
529 => 4.8294612338122
530 => 4.7586275447308
531 => 4.9056180853067
601 => 5.1137958917074
602 => 5.2621557937512
603 => 5.2735450248379
604 => 5.1781595471652
605 => 5.3310153838777
606 => 5.3321287717717
607 => 5.1597067635255
608 => 5.0540992435245
609 => 5.0301049927801
610 => 5.0900473354895
611 => 5.1628284055055
612 => 5.2775838676933
613 => 5.3469281901076
614 => 5.5277414055772
615 => 5.5766642773622
616 => 5.6304156809659
617 => 5.7022441324994
618 => 5.7884926050024
619 => 5.5997858572942
620 => 5.607283528174
621 => 5.4315624175309
622 => 5.2437792098523
623 => 5.3862832569731
624 => 5.5725883420644
625 => 5.5298497496956
626 => 5.5250407849839
627 => 5.5331281297334
628 => 5.5009046267993
629 => 5.355158917287
630 => 5.2819663343863
701 => 5.3764034397475
702 => 5.426592558335
703 => 5.5044315043131
704 => 5.4948362112405
705 => 5.6953409767876
706 => 5.7732510657298
707 => 5.7533183310177
708 => 5.7569864339128
709 => 5.8980389284717
710 => 6.0549183120793
711 => 6.2018565568857
712 => 6.3513284506473
713 => 6.1711342487304
714 => 6.0796427458303
715 => 6.1740386229056
716 => 6.1239508418113
717 => 6.4117700889801
718 => 6.4316980691816
719 => 6.7194965037429
720 => 6.9926514885416
721 => 6.8210877366694
722 => 6.9828646272838
723 => 7.1578395243467
724 => 7.495394489435
725 => 7.3817178525201
726 => 7.2946433301833
727 => 7.2123583273161
728 => 7.3835803559065
729 => 7.6038547603493
730 => 7.6512997573043
731 => 7.7281787777551
801 => 7.6473498880704
802 => 7.7446993826855
803 => 8.0883858762121
804 => 7.9955187518566
805 => 7.8636325061366
806 => 8.1349399847742
807 => 8.233125106612
808 => 8.9222397116173
809 => 9.792275366341
810 => 9.4320748923233
811 => 9.2084868345038
812 => 9.261035331671
813 => 9.5787429002106
814 => 9.6807804876913
815 => 9.403407150453
816 => 9.5013801023379
817 => 10.041220699712
818 => 10.330827860043
819 => 9.9375024368824
820 => 8.8523331938951
821 => 7.8517575927082
822 => 8.1171552986495
823 => 8.0870674350454
824 => 8.6670588104376
825 => 7.9933039016539
826 => 8.0046482063771
827 => 8.5966331891909
828 => 8.4387017449681
829 => 8.1828730316583
830 => 7.8536254254323
831 => 7.2449807736063
901 => 6.7058872321722
902 => 7.7631738127524
903 => 7.7175816928469
904 => 7.6515575468501
905 => 7.7984871392072
906 => 8.5119355330008
907 => 8.4954882383168
908 => 8.3908589410204
909 => 8.4702193408594
910 => 8.1689607698646
911 => 8.2466019631401
912 => 7.8515990964209
913 => 8.0301568889548
914 => 8.182324138138
915 => 8.2128739662862
916 => 8.2817042890168
917 => 7.6935567173786
918 => 7.9576177099387
919 => 8.1127288038987
920 => 7.4119312383974
921 => 8.0988762892647
922 => 7.6833183766667
923 => 7.5422717796605
924 => 7.7321724410532
925 => 7.658167968624
926 => 7.5945432689178
927 => 7.5590395932707
928 => 7.6984816804263
929 => 7.6919765403911
930 => 7.4638222212617
1001 => 7.1662042127172
1002 => 7.2660945853628
1003 => 7.2298034765034
1004 => 7.0982798163507
1005 => 7.1869108830664
1006 => 6.7966245204071
1007 => 6.1251571187718
1008 => 6.5687490518948
1009 => 6.5516712450048
1010 => 6.5430598403539
1011 => 6.8764069181154
1012 => 6.8443632882142
1013 => 6.7862037861714
1014 => 7.0972116714865
1015 => 6.9836896097001
1016 => 7.3335378549641
1017 => 7.5639705360607
1018 => 7.5055253544183
1019 => 7.7222484047675
1020 => 7.2683958577984
1021 => 7.4191474684978
1022 => 7.4502171665303
1023 => 7.0933738824582
1024 => 6.8496060223563
1025 => 6.8333494852445
1026 => 6.4106896091082
1027 => 6.6364711033489
1028 => 6.8351494748077
1029 => 6.7399979529434
1030 => 6.709875823692
1031 => 6.8637632493446
1101 => 6.8757216202744
1102 => 6.603069495782
1103 => 6.6597625062338
1104 => 6.8961817842468
1105 => 6.6538053470173
1106 => 6.1829075214465
1107 => 6.0661183500332
1108 => 6.0505365217151
1109 => 5.7337950261761
1110 => 6.0739227609162
1111 => 5.9254478898455
1112 => 6.3944782285555
1113 => 6.1265706145445
1114 => 6.1150216527647
1115 => 6.0975637031701
1116 => 5.8249312135333
1117 => 5.8846204020651
1118 => 6.0830363556652
1119 => 6.1538334032254
1120 => 6.1464486911417
1121 => 6.0820640092471
1122 => 6.1115389869155
1123 => 6.0165898140825
1124 => 5.983061284959
1125 => 5.8772360242968
1126 => 5.7217021260977
1127 => 5.7433300685871
1128 => 5.4351767185966
1129 => 5.2672784185856
1130 => 5.2208063820066
1201 => 5.158662032493
1202 => 5.2278257516439
1203 => 5.4343037588735
1204 => 5.1852474754018
1205 => 4.7582579466565
1206 => 4.7839207448888
1207 => 4.8415774331637
1208 => 4.7341345760006
1209 => 4.6324489286912
1210 => 4.7208563490094
1211 => 4.5399352567766
1212 => 4.8634408827994
1213 => 4.8546909622295
1214 => 4.9752738541571
1215 => 5.0506768110894
1216 => 4.8768974073575
1217 => 4.8331923572684
1218 => 4.858088740083
1219 => 4.4466069895369
1220 => 4.9416470164385
1221 => 4.9459281431481
1222 => 4.9092705371129
1223 => 5.1728640687918
1224 => 5.7291286375188
1225 => 5.5198395310733
1226 => 5.4387964632608
1227 => 5.2847335321073
1228 => 5.4900132405177
1229 => 5.4742509617741
1230 => 5.4029679596288
1231 => 5.3598557775148
]
'min_raw' => 4.0262232601781
'max_raw' => 10.330827860043
'avg_raw' => 7.1785255601105
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$4.02'
'max' => '$10.33'
'avg' => '$7.17'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 2.4758687411846
'max_diff' => 6.0048579856697
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.12637854747472
]
1 => [
'year' => 2028
'avg' => 0.21690227542109
]
2 => [
'year' => 2029
'avg' => 0.59253792361881
]
3 => [
'year' => 2030
'avg' => 0.45714212563796
]
4 => [
'year' => 2031
'avg' => 0.44897022037642
]
5 => [
'year' => 2032
'avg' => 0.78718609244828
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.12637854747472
'min' => '$0.126378'
'max_raw' => 0.78718609244828
'max' => '$0.787186'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.78718609244828
]
1 => [
'year' => 2033
'avg' => 2.0247235751683
]
2 => [
'year' => 2034
'avg' => 1.2833671056035
]
3 => [
'year' => 2035
'avg' => 1.5137344440989
]
4 => [
'year' => 2036
'avg' => 2.9381621966833
]
5 => [
'year' => 2037
'avg' => 7.1785255601105
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.78718609244828
'min' => '$0.787186'
'max_raw' => 7.1785255601105
'max' => '$7.17'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 7.1785255601105
]
]
]
]
'prediction_2025_max_price' => '$0.216084'
'last_price' => 0.209521
'sma_50day_nextmonth' => '$0.19439'
'sma_200day_nextmonth' => '$0.276447'
'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' => '$0.20685'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.203587'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.199717'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.197029'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.202979'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.222058'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.3076092'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.207217'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.204823'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.20183'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.200886'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.20820014'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.23678'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.314124'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.260965'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.413112'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.802057'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.950156'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.206424'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.207569'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.218892'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.2669011'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.42732'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.65971'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$1.06'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '54.59'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 106.57
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.200477'
'vwma_10_action' => 'BUY'
'hma_9' => '0.208994'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 95.19
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 134.44
'cci_20_action' => 'SELL'
'adx_14' => 6.69
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.001477'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -4.81
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 72.27
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.033272'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 15
'buy_signals' => 19
'sell_pct' => 44.12
'buy_pct' => 55.88
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767697510
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Lisk para 2026
A previsão de preço para Lisk em 2026 sugere que o preço médio poderia variar entre $0.072389 na extremidade inferior e $0.216084 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Lisk poderia potencialmente ganhar 3.13% até 2026 se LSK atingir a meta de preço prevista.
Previsão de preço de Lisk 2027-2032
A previsão de preço de LSK para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.126378 na extremidade inferior e $0.787186 na extremidade superior. Considerando a volatilidade de preços no mercado, se Lisk atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Lisk | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.069687 | $0.126378 | $0.183069 |
| 2028 | $0.125765 | $0.2169022 | $0.308039 |
| 2029 | $0.27627 | $0.592537 | $0.9088052 |
| 2030 | $0.234956 | $0.457142 | $0.679327 |
| 2031 | $0.277791 | $0.44897 | $0.620149 |
| 2032 | $0.424027 | $0.787186 | $1.15 |
Previsão de preço de Lisk 2032-2037
A previsão de preço de Lisk para 2032-2037 é atualmente estimada entre $0.787186 na extremidade inferior e $7.17 na extremidade superior. Comparado ao preço atual, Lisk poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Lisk | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.424027 | $0.787186 | $1.15 |
| 2033 | $0.985346 | $2.02 | $3.06 |
| 2034 | $0.792171 | $1.28 | $1.77 |
| 2035 | $0.936592 | $1.51 | $2.09 |
| 2036 | $1.55 | $2.93 | $4.32 |
| 2037 | $4.02 | $7.17 | $10.33 |
Lisk Histograma de preços potenciais
Previsão de preço de Lisk baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 55.88%
Baixista 44.12%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Lisk é Altista, com 19 indicadores técnicos mostrando sinais de alta e 15 indicando sinais de baixa. A previsão de preço de LSK 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 Lisk
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Lisk está projetado para aumentar no próximo mês, alcançando $0.276447 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Lisk é esperado para alcançar $0.19439 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 54.59, sugerindo que o mercado de LSK está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de LSK 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 | $0.20685 | BUY |
| SMA 5 | $0.203587 | BUY |
| SMA 10 | $0.199717 | BUY |
| SMA 21 | $0.197029 | BUY |
| SMA 50 | $0.202979 | BUY |
| SMA 100 | $0.222058 | SELL |
| SMA 200 | $0.3076092 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.207217 | BUY |
| EMA 5 | $0.204823 | BUY |
| EMA 10 | $0.20183 | BUY |
| EMA 21 | $0.200886 | BUY |
| EMA 50 | $0.20820014 | BUY |
| EMA 100 | $0.23678 | SELL |
| EMA 200 | $0.314124 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.260965 | SELL |
| SMA 50 | $0.413112 | SELL |
| SMA 100 | $0.802057 | SELL |
| SMA 200 | $0.950156 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.2669011 | SELL |
| EMA 50 | $0.42732 | SELL |
| EMA 100 | $0.65971 | SELL |
| EMA 200 | $1.06 | SELL |
Osciladores de Lisk
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 54.59 | NEUTRAL |
| Stoch RSI (14) | 106.57 | SELL |
| Estocástico Rápido (14) | 95.19 | SELL |
| Índice de Canal de Commodities (20) | 134.44 | SELL |
| Índice Direcional Médio (14) | 6.69 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.001477 | NEUTRAL |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -4.81 | SELL |
| Oscilador Ultimate (7, 14, 28) | 72.27 | SELL |
| VWMA (10) | 0.200477 | BUY |
| Média Móvel de Hull (9) | 0.208994 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.033272 | SELL |
Previsão do preço de Lisk com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Lisk
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Lisk por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.294411 | $0.413698 | $0.581314 | $0.816844 | $1.14 | $1.61 |
| Amazon.com stock | $0.437178 | $0.912197 | $1.90 | $3.97 | $8.28 | $17.29 |
| Apple stock | $0.297189 | $0.42154 | $0.597923 | $0.8481085 | $1.20 | $1.70 |
| Netflix stock | $0.330591 | $0.521621 | $0.823036 | $1.29 | $2.04 | $3.23 |
| Google stock | $0.271328 | $0.351369 | $0.455021 | $0.589251 | $0.763077 | $0.988182 |
| Tesla stock | $0.474968 | $1.07 | $2.44 | $5.53 | $12.54 | $28.43 |
| Kodak stock | $0.157118 | $0.117822 | $0.088354 | $0.066256 | $0.049685 | $0.037258 |
| Nokia stock | $0.138798 | $0.091948 | $0.060912 | $0.040351 | $0.026731 | $0.0177083 |
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 Lisk
Você pode fazer perguntas como: 'Devo investir em Lisk agora?', 'Devo comprar LSK hoje?', 'Lisk será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Lisk regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Lisk, 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 Lisk para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Lisk é de $0.2095 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 Lisk
com base no histórico de preços de 4 horas
Previsão de longo prazo para Lisk
com base no histórico de preços de 1 mês
Previsão do preço de Lisk com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Lisk tiver 1% da média anterior do crescimento anual do Bitcoin | $0.214967 | $0.220554 | $0.226287 | $0.232169 |
| Se Lisk tiver 2% da média anterior do crescimento anual do Bitcoin | $0.220413 | $0.231871 | $0.243925 | $0.2566067 |
| Se Lisk tiver 5% da média anterior do crescimento anual do Bitcoin | $0.236751 | $0.267521 | $0.302289 | $0.341577 |
| Se Lisk tiver 10% da média anterior do crescimento anual do Bitcoin | $0.263982 | $0.332599 | $0.419053 | $0.527978 |
| Se Lisk tiver 20% da média anterior do crescimento anual do Bitcoin | $0.318443 | $0.48399 | $0.7356004 | $1.11 |
| Se Lisk tiver 50% da média anterior do crescimento anual do Bitcoin | $0.481827 | $1.10 | $2.54 | $5.85 |
| Se Lisk tiver 100% da média anterior do crescimento anual do Bitcoin | $0.754133 | $2.71 | $9.76 | $35.16 |
Perguntas Frequentes sobre Lisk
LSK é um bom investimento?
A decisão de adquirir Lisk depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Lisk experimentou uma escalada de 0.9232% nas últimas 24 horas, e Lisk registrou um declínio de -73.23% durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Lisk dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Lisk pode subir?
Parece que o valor médio de Lisk pode potencialmente subir para $0.216084 até o final deste ano. Observando as perspectivas de Lisk em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.679327. 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 Lisk na próxima semana?
Com base na nossa nova previsão experimental de Lisk, o preço de Lisk aumentará 0.86% na próxima semana e atingirá $0.211314 até 13 de janeiro de 2026.
Qual será o preço de Lisk no próximo mês?
Com base na nossa nova previsão experimental de Lisk, o preço de Lisk diminuirá -11.62% no próximo mês e atingirá $0.185178 até 5 de fevereiro de 2026.
Até onde o preço de Lisk pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Lisk em 2026, espera-se que LSK fluctue dentro do intervalo de $0.072389 e $0.216084. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Lisk não considera flutuações repentinas e extremas de preço.
Onde estará Lisk em 5 anos?
O futuro de Lisk parece seguir uma tendência de alta, com um preço máximo de $0.679327 projetada após um período de cinco anos. Com base na previsão de Lisk para 2030, o valor de Lisk pode potencialmente atingir seu pico mais alto de aproximadamente $0.679327, enquanto seu pico mais baixo está previsto para cerca de $0.234956.
Quanto será Lisk em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Lisk, espera-se que o valor de LSK em 2026 aumente 3.13% para $0.216084 se o melhor cenário ocorrer. O preço ficará entre $0.216084 e $0.072389 durante 2026.
Quanto será Lisk em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Lisk, o valor de LSK pode diminuir -12.62% para $0.183069 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.183069 e $0.069687 ao longo do ano.
Quanto será Lisk em 2028?
Nosso novo modelo experimental de previsão de preços de Lisk sugere que o valor de LSK em 2028 pode aumentar 47.02%, alcançando $0.308039 no melhor cenário. O preço é esperado para variar entre $0.308039 e $0.125765 durante o ano.
Quanto será Lisk em 2029?
Com base no nosso modelo de previsão experimental, o valor de Lisk pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.9088052 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.9088052 e $0.27627.
Quanto será Lisk em 2030?
Usando nossa nova simulação experimental para previsões de preços de Lisk, espera-se que o valor de LSK em 2030 aumente 224.23%, alcançando $0.679327 no melhor cenário. O preço está previsto para variar entre $0.679327 e $0.234956 ao longo de 2030.
Quanto será Lisk em 2031?
Nossa simulação experimental indica que o preço de Lisk poderia aumentar 195.98% em 2031, potencialmente atingindo $0.620149 sob condições ideais. O preço provavelmente oscilará entre $0.620149 e $0.277791 durante o ano.
Quanto será Lisk em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Lisk, LSK poderia ver um 449.04% aumento em valor, atingindo $1.15 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $1.15 e $0.424027 ao longo do ano.
Quanto será Lisk em 2033?
De acordo com nossa previsão experimental de preços de Lisk, espera-se que o valor de LSK seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $3.06. Ao longo do ano, o preço de LSK poderia variar entre $3.06 e $0.985346.
Quanto será Lisk em 2034?
Os resultados da nossa nova simulação de previsão de preços de Lisk sugerem que LSK pode aumentar 746.96% em 2034, atingindo potencialmente $1.77 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $1.77 e $0.792171.
Quanto será Lisk em 2035?
Com base em nossa previsão experimental para o preço de Lisk, LSK poderia aumentar 897.93%, com o valor potencialmente atingindo $2.09 em 2035. A faixa de preço esperada para o ano está entre $2.09 e $0.936592.
Quanto será Lisk em 2036?
Nossa recente simulação de previsão de preços de Lisk sugere que o valor de LSK pode aumentar 1964.7% em 2036, possivelmente atingindo $4.32 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $4.32 e $1.55.
Quanto será Lisk em 2037?
De acordo com a simulação experimental, o valor de Lisk poderia aumentar 4830.69% em 2037, com um pico de $10.33 sob condições favoráveis. O preço é esperado para cair entre $10.33 e $4.02 ao longo do ano.
Previsões relacionadas
Previsão de Preço do PUPS (Ordinals) [OLD]- Previsão de Preço do JOE
- Previsão de Preço do Magic
- Previsão de Preço do DigiByte
- Previsão de Preço do Balancer
- Previsão de Preço do Ampleforth
- Previsão de Preço do LCX
- Previsão de Preço do L7DEX
- Previsão de Preço do Creditcoin
- Previsão de Preço do Prometeus
- Previsão de Preço do LINK
- Previsão de Preço do Beldex
- Previsão de Preço do Wrapped Beacon ETH
- Previsão de Preço do Alephium
- Previsão de Preço do RIF Token
- Previsão de Preço do GuildFi
- Previsão de Preço do SwissBorg
- Previsão de Preço do Marlin
- Previsão de Preço do Portal
- Previsão de Preço do Synapse
- Previsão de Preço do CHEX Token
- Previsão de Preço do Toshi
- Previsão de Preço do ANyONe Protocol
- Previsão de Preço do Helium Mobile
- Previsão de Preço do COTI
Previsão de Preço do PUPS (Ordinals) [OLD]
Previsão de Preço do JOE
Previsão de Preço do Magic
Previsão de Preço do DigiByte
Previsão de Preço do Balancer
Previsão de Preço do Ampleforth
Previsão de Preço do LCX
Previsão de Preço do L7DEX
Previsão de Preço do Creditcoin
Previsão de Preço do Prometeus
Previsão de Preço do LINK
Previsão de Preço do Beldex
Previsão de Preço do Wrapped Beacon ETH
Previsão de Preço do Alephium
Previsão de Preço do RIF Token
Previsão de Preço do GuildFi
Previsão de Preço do SwissBorg
Previsão de Preço do Marlin
Previsão de Preço do Portal
Previsão de Preço do Synapse
Previsão de Preço do CHEX Token
Previsão de Preço do Toshi
Previsão de Preço do ANyONe Protocol
Previsão de Preço do Helium Mobile
Previsão de Preço do COTIComo ler e prever os movimentos de preço de Lisk?
Traders de Lisk 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 Lisk
Médias móveis são ferramentas populares para a previsão de preço de Lisk. Uma média móvel simples (SMA) calcula o preço médio de fechamento de LSK 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 LSK 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 LSK.
Como ler gráficos de Lisk 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 Lisk 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 LSK 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 Lisk?
A ação de preço de Lisk 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 LSK. A capitalização de mercado de Lisk pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de LSK, grandes detentores de Lisk, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Lisk.
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