Previsão de Preço Kava - Projeção KAVA
Previsão de Preço Kava até $0.092448 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.03097 | $0.092448 |
| 2027 | $0.029814 | $0.078323 |
| 2028 | $0.0538066 | $0.131789 |
| 2029 | $0.118197 | $0.388816 |
| 2030 | $0.100522 | $0.290638 |
| 2031 | $0.118848 | $0.26532 |
| 2032 | $0.181412 | $0.492155 |
| 2033 | $0.421563 | $1.31 |
| 2034 | $0.338917 | $0.759216 |
| 2035 | $0.4007051 | $0.894545 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Kava hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.48, com um retorno de 39.54% nos próximos 90 dias.
Previsão de preço de longo prazo de Kava para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Kava'
'name_with_ticker' => 'Kava <small>KAVA</small>'
'name_lang' => 'Kava'
'name_lang_with_ticker' => 'Kava <small>KAVA</small>'
'name_with_lang' => 'Kava'
'name_with_lang_with_ticker' => 'Kava <small>KAVA</small>'
'image' => '/uploads/coins/kava.png?1717100905'
'price_for_sd' => 0.08963
'ticker' => 'KAVA'
'marketcap' => '$97.05M'
'low24h' => '$0.08386'
'high24h' => '$0.09006'
'volume24h' => '$4.51M'
'current_supply' => '1.08B'
'max_supply' => '1.08B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.08963'
'change_24h_pct' => '6.761%'
'ath_price' => '$9.12'
'ath_days' => 1590
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '30 de ago. de 2021'
'ath_pct' => '-99.02%'
'fdv' => '$97.05M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-72.03%'
'change_30d_pct_is_increased' => false
'max_price' => '$4.41'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.090407'
'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' => '$0.079225'
'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' => '$0.03097'
'current_year_max_price_prediction' => '$0.092448'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.100522'
'grand_prediction_max_price' => '$0.290638'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.09133863084936
107 => 0.091679656141029
108 => 0.092448003536341
109 => 0.085882559168228
110 => 0.088830250938191
111 => 0.090561743691677
112 => 0.082738796439184
113 => 0.090407109177188
114 => 0.085768269388575
115 => 0.084193777491284
116 => 0.086313623407452
117 => 0.085487517392304
118 => 0.084777279951052
119 => 0.084380955255405
120 => 0.085937536137383
121 => 0.085864919778722
122 => 0.083318051336476
123 => 0.079995765277206
124 => 0.081110833529019
125 => 0.080705718779315
126 => 0.079237530665543
127 => 0.080226912184516
128 => 0.075870176689486
129 => 0.068374639713691
130 => 0.073326421034408
131 => 0.073135782840062
201 => 0.073039654417719
202 => 0.076760781223054
203 => 0.076403080741723
204 => 0.075753850865494
205 => 0.079225607049734
206 => 0.077958369340776
207 => 0.081863697361029
208 => 0.084435998975947
209 => 0.083783580081164
210 => 0.086202842183007
211 => 0.08113652244942
212 => 0.08281935063945
213 => 0.083166179197116
214 => 0.079182766117327
215 => 0.076461604964225
216 => 0.076280134538822
217 => 0.071562016098449
218 => 0.074082396885975
219 => 0.076300227678554
220 => 0.07523805883953
221 => 0.074901807916487
222 => 0.076619640958388
223 => 0.076753131297989
224 => 0.073709537408419
225 => 0.074342396956144
226 => 0.076981526474303
227 => 0.074275897663596
228 => 0.069019302846348
301 => 0.067715594653562
302 => 0.067541655948535
303 => 0.064005895931297
304 => 0.067802714668927
305 => 0.066145301541535
306 => 0.071381049752107
307 => 0.06839041845411
308 => 0.068261498316152
309 => 0.068066616619156
310 => 0.065023241911913
311 => 0.065689547556247
312 => 0.067904448999227
313 => 0.068694750786733
314 => 0.068612315835545
315 => 0.067893594773821
316 => 0.068222621595431
317 => 0.067162711562482
318 => 0.066788435269728
319 => 0.065607116336993
320 => 0.063870903853555
321 => 0.064112334848187
322 => 0.06067244361379
323 => 0.058798208300444
324 => 0.058279444667734
325 => 0.05758573225745
326 => 0.058357801330374
327 => 0.060662698834122
328 => 0.057882503433318
329 => 0.053116053426673
330 => 0.053402525193708
331 => 0.054046142200004
401 => 0.052846766166723
402 => 0.051711657407223
403 => 0.052698542379324
404 => 0.050678934676508
405 => 0.0542902021421
406 => 0.054192527477616
407 => 0.055538584669506
408 => 0.05638030185547
409 => 0.054440416250999
410 => 0.053952540267483
411 => 0.054230456600421
412 => 0.04963711868324
413 => 0.055163210965757
414 => 0.055211000841292
415 => 0.054801794912885
416 => 0.057744268454368
417 => 0.063953805407409
418 => 0.06161752782763
419 => 0.060712850534376
420 => 0.058993058338584
421 => 0.06128457932832
422 => 0.061108626269604
423 => 0.060312899809877
424 => 0.059831641964215
425 => 0.060718374301017
426 => 0.059721766014653
427 => 0.059542747781458
428 => 0.058458092062054
429 => 0.058070919318918
430 => 0.057784272033691
501 => 0.057468701538036
502 => 0.058164771416182
503 => 0.056587385496685
504 => 0.054685212710819
505 => 0.054527067625469
506 => 0.054963720110378
507 => 0.05477053389076
508 => 0.054526142724174
509 => 0.054059533431186
510 => 0.053921100421486
511 => 0.054370940544861
512 => 0.053863097272879
513 => 0.054612447684342
514 => 0.054408665835874
515 => 0.053270356995677
516 => 0.051851602724882
517 => 0.051838972835934
518 => 0.051533304555514
519 => 0.051143990042867
520 => 0.051035691651757
521 => 0.052615429679619
522 => 0.055885440119713
523 => 0.055243458825605
524 => 0.055707356103487
525 => 0.057989271574659
526 => 0.058714623883352
527 => 0.058199785995553
528 => 0.057495044140915
529 => 0.057526049205894
530 => 0.059934365463058
531 => 0.060084569193917
601 => 0.060464085564236
602 => 0.06095187135141
603 => 0.058282858024354
604 => 0.05740033891821
605 => 0.056982152405423
606 => 0.055694299804587
607 => 0.057083138422451
608 => 0.05627392163582
609 => 0.056383112627119
610 => 0.056312001850792
611 => 0.056350833143156
612 => 0.054289192719245
613 => 0.055040346133088
614 => 0.053791407893974
615 => 0.052119219791698
616 => 0.052113614030834
617 => 0.052522879699879
618 => 0.052279432465364
619 => 0.051624322216885
620 => 0.051717377535648
621 => 0.050902115025873
622 => 0.051816365165139
623 => 0.051842582587789
624 => 0.05149054648463
625 => 0.052899074966376
626 => 0.053476150234597
627 => 0.053244432530153
628 => 0.053459892302741
629 => 0.055270136046747
630 => 0.055565284763492
701 => 0.05569637032704
702 => 0.055520733037394
703 => 0.05349298023527
704 => 0.053582919694715
705 => 0.052923003617077
706 => 0.052365444071716
707 => 0.052387743529516
708 => 0.052674401613499
709 => 0.053926254278527
710 => 0.056560704411332
711 => 0.056660679868114
712 => 0.056781853038224
713 => 0.056288980858632
714 => 0.056140325893116
715 => 0.056336440163734
716 => 0.057325801120808
717 => 0.059870706111283
718 => 0.05897116671916
719 => 0.058239827191199
720 => 0.058881409124942
721 => 0.058782642615128
722 => 0.057948953877193
723 => 0.057925555011005
724 => 0.056325439776496
725 => 0.055733913607159
726 => 0.055239590065094
727 => 0.054699801661803
728 => 0.05437979700246
729 => 0.054871469598727
730 => 0.054983920938792
731 => 0.053908870214089
801 => 0.053762344772761
802 => 0.054640254401135
803 => 0.054253919105457
804 => 0.054651274537716
805 => 0.054743464406452
806 => 0.054728619714273
807 => 0.054325241295259
808 => 0.054582342670621
809 => 0.053974221272282
810 => 0.053312980588469
811 => 0.052891150228946
812 => 0.052523047292585
813 => 0.052727292195946
814 => 0.051999196409109
815 => 0.051766263913227
816 => 0.054495242509612
817 => 0.056511168340226
818 => 0.056481855980255
819 => 0.056303424527456
820 => 0.056038311582096
821 => 0.057306406457569
822 => 0.056864627559311
823 => 0.057186058619656
824 => 0.057267876314932
825 => 0.057515513836622
826 => 0.057604022965462
827 => 0.057336486904565
828 => 0.056438603207419
829 => 0.054201162402352
830 => 0.053159627667737
831 => 0.052815903857181
901 => 0.05282839756487
902 => 0.052483765332433
903 => 0.052585274970219
904 => 0.052448464422991
905 => 0.052189378344568
906 => 0.052711294360689
907 => 0.052771440319563
908 => 0.052649618884969
909 => 0.052678312242816
910 => 0.051669682794988
911 => 0.051746366701279
912 => 0.051319380966534
913 => 0.05123932628866
914 => 0.050159943533127
915 => 0.04824766052267
916 => 0.049307250940267
917 => 0.048027414716769
918 => 0.047542721346247
919 => 0.049837184377013
920 => 0.049606883927223
921 => 0.04921270966638
922 => 0.048629643781479
923 => 0.04841337897307
924 => 0.047099422458289
925 => 0.047021786897711
926 => 0.047673019226246
927 => 0.047372497914163
928 => 0.046950452175678
929 => 0.045421845292974
930 => 0.04370318505247
1001 => 0.043755060602017
1002 => 0.044301734447711
1003 => 0.045891262383079
1004 => 0.045270206319618
1005 => 0.04481962301978
1006 => 0.044735242312205
1007 => 0.045791443530488
1008 => 0.047286189535354
1009 => 0.047987490917781
1010 => 0.047292522546636
1011 => 0.046494180301619
1012 => 0.046542771694911
1013 => 0.046866028465158
1014 => 0.046899998181106
1015 => 0.046380359450509
1016 => 0.046526634709371
1017 => 0.04630442921547
1018 => 0.044940754509558
1019 => 0.044916089958387
1020 => 0.044581422193331
1021 => 0.044571288586411
1022 => 0.044001935231264
1023 => 0.043922278761125
1024 => 0.042791793117203
1025 => 0.043535882191459
1026 => 0.043036786306878
1027 => 0.042284531083998
1028 => 0.042154842000031
1029 => 0.042150943389563
1030 => 0.042923341302271
1031 => 0.043526856272137
1101 => 0.043045468293472
1102 => 0.042935865582044
1103 => 0.04410613579602
1104 => 0.043957208244041
1105 => 0.043828237944508
1106 => 0.047152351425136
1107 => 0.044521056221409
1108 => 0.043373661323505
1109 => 0.041953542252967
1110 => 0.042415940183196
1111 => 0.042513374221134
1112 => 0.039098243852193
1113 => 0.037712725886841
1114 => 0.037237268333275
1115 => 0.036963635789215
1116 => 0.037088333575604
1117 => 0.035841204901739
1118 => 0.036679295996181
1119 => 0.035599387981776
1120 => 0.035418337888836
1121 => 0.037349347193524
1122 => 0.037618035857479
1123 => 0.036471726542024
1124 => 0.037207842693167
1125 => 0.036940916743982
1126 => 0.035617899905159
1127 => 0.035567370393369
1128 => 0.034903527049938
1129 => 0.033864740762869
1130 => 0.033389987555322
1201 => 0.033142731962834
1202 => 0.03324475443921
1203 => 0.033193168753215
1204 => 0.032856537258197
1205 => 0.033212464076463
1206 => 0.032303218134908
1207 => 0.031941149074688
1208 => 0.031777610880125
1209 => 0.030970602772751
1210 => 0.032254911549718
1211 => 0.032507936558076
1212 => 0.032761460103863
1213 => 0.034968209482071
1214 => 0.034857966519345
1215 => 0.035854509211889
1216 => 0.035815785395382
1217 => 0.035531555276546
1218 => 0.034332435158766
1219 => 0.034810383065453
1220 => 0.033339333698268
1221 => 0.034441543905797
1222 => 0.03393854119648
1223 => 0.034271478183801
1224 => 0.033672827460879
1225 => 0.034004145488627
1226 => 0.032567938174166
1227 => 0.031226827991905
1228 => 0.031766529878694
1229 => 0.03235324755203
1230 => 0.033625400960707
1231 => 0.032867716885537
]
'min_raw' => 0.030970602772751
'max_raw' => 0.092448003536341
'avg_raw' => 0.061709303154546
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.03097'
'max' => '$0.092448'
'avg' => '$0.0617093'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.058669397227249
'max_diff' => 0.0028080035363408
'year' => 2026
]
1 => [
'items' => [
101 => 0.033140208730175
102 => 0.032227406665221
103 => 0.030344035276203
104 => 0.030354694953731
105 => 0.030064979297007
106 => 0.029814622670419
107 => 0.032954746016059
108 => 0.032564222040024
109 => 0.031941973194728
110 => 0.032774878001343
111 => 0.032995111252189
112 => 0.033001380983229
113 => 0.033609046829751
114 => 0.03393335820097
115 => 0.033990519485794
116 => 0.034946694824786
117 => 0.035267192186158
118 => 0.036587275459167
119 => 0.03390584264696
120 => 0.033850620302758
121 => 0.032786598680047
122 => 0.032111779345407
123 => 0.032832804137223
124 => 0.033471533673072
125 => 0.032806445787178
126 => 0.032893292224304
127 => 0.032000466077167
128 => 0.032319609413393
129 => 0.032594498647802
130 => 0.032442720969804
131 => 0.032215502439718
201 => 0.033419165135108
202 => 0.033351249768642
203 => 0.034472128142676
204 => 0.035345932990016
205 => 0.03691194748775
206 => 0.035277729721182
207 => 0.035218172330341
208 => 0.035800355379118
209 => 0.035267103056967
210 => 0.035604100117322
211 => 0.036857652051373
212 => 0.036884137628418
213 => 0.036440470088172
214 => 0.036413472878027
215 => 0.036498684082323
216 => 0.036997768767404
217 => 0.036823373243113
218 => 0.037025188158977
219 => 0.037277560801564
220 => 0.038321481055087
221 => 0.038573166694037
222 => 0.037961701075432
223 => 0.038016909574502
224 => 0.037788204648038
225 => 0.037567278554737
226 => 0.038063888148812
227 => 0.038971451942869
228 => 0.038965806035608
301 => 0.03917634319531
302 => 0.039307506101621
303 => 0.038744458890621
304 => 0.03837793586008
305 => 0.038518484112456
306 => 0.038743223828748
307 => 0.038445604051429
308 => 0.036608556914925
309 => 0.037165799665115
310 => 0.037073047223705
311 => 0.036940956468055
312 => 0.037501268362402
313 => 0.037447224913302
314 => 0.035828413794618
315 => 0.035932044830216
316 => 0.035834715941129
317 => 0.036149205493386
318 => 0.035250119589078
319 => 0.035526672357807
320 => 0.035700123661833
321 => 0.03580228781242
322 => 0.036171374778954
323 => 0.036128066683417
324 => 0.036168682686928
325 => 0.036715941222951
326 => 0.039483787101703
327 => 0.039634434845976
328 => 0.038892590256353
329 => 0.03918894253767
330 => 0.038620010962661
331 => 0.039001938540475
401 => 0.039263243689306
402 => 0.038082455967827
403 => 0.03801253738221
404 => 0.037441257624211
405 => 0.03774823100722
406 => 0.037259814282685
407 => 0.037379654662794
408 => 0.037044570512512
409 => 0.037647655268431
410 => 0.038321997735444
411 => 0.038492363273203
412 => 0.038044204890335
413 => 0.037719708686063
414 => 0.037150000247055
415 => 0.038097438077906
416 => 0.038374497772291
417 => 0.038095982801279
418 => 0.038031444796823
419 => 0.037909145394997
420 => 0.038057391193067
421 => 0.038372988845694
422 => 0.038224158820889
423 => 0.03832246367432
424 => 0.037947826944564
425 => 0.038744645282676
426 => 0.040010184568374
427 => 0.040014253484114
428 => 0.03986542265706
429 => 0.039804524289234
430 => 0.039957233749602
501 => 0.040040072367381
502 => 0.040533906760085
503 => 0.041063810738686
504 => 0.043536641391597
505 => 0.042842280439451
506 => 0.045036322904068
507 => 0.046771525632822
508 => 0.047291837059956
509 => 0.046813175029537
510 => 0.045175698080289
511 => 0.045095355649162
512 => 0.047542437536275
513 => 0.046851024819715
514 => 0.046768783477137
515 => 0.04589387454105
516 => 0.046411054081857
517 => 0.046297939329717
518 => 0.0461193821597
519 => 0.047106124696521
520 => 0.048953218638335
521 => 0.048665331725566
522 => 0.048450437499874
523 => 0.047508833557657
524 => 0.048075889445726
525 => 0.047873971705225
526 => 0.048741538458582
527 => 0.04822761113285
528 => 0.046845786688364
529 => 0.047065846785701
530 => 0.047032585144688
531 => 0.047717107359792
601 => 0.047511630781704
602 => 0.046992462545035
603 => 0.048946905472047
604 => 0.04881999481955
605 => 0.048999925108977
606 => 0.049079135986912
607 => 0.050268770955436
608 => 0.050756126337968
609 => 0.050866764542159
610 => 0.051329714462146
611 => 0.050855245926413
612 => 0.052753458359681
613 => 0.054015658864039
614 => 0.055481769702094
615 => 0.057624151689935
616 => 0.058429707135505
617 => 0.05828419075451
618 => 0.059908520327024
619 => 0.062827404462013
620 => 0.058874180692283
621 => 0.063036934920986
622 => 0.061719054993487
623 => 0.058594385393035
624 => 0.058393193508201
625 => 0.060509256039787
626 => 0.065202479071374
627 => 0.064026879932057
628 => 0.065204401930419
629 => 0.063830759971566
630 => 0.063762547070345
701 => 0.065137687206504
702 => 0.068350777089626
703 => 0.066824358527028
704 => 0.064635863224357
705 => 0.066251814099091
706 => 0.064851927902203
707 => 0.061697592497139
708 => 0.064025980973551
709 => 0.06246905390806
710 => 0.062923447996565
711 => 0.066195877112803
712 => 0.065802129783764
713 => 0.066311675287562
714 => 0.065412340810487
715 => 0.064572220596868
716 => 0.063004073830003
717 => 0.062539822881035
718 => 0.062668125141331
719 => 0.062539759300807
720 => 0.061662395596759
721 => 0.061472928988404
722 => 0.06115714300709
723 => 0.061255018287187
724 => 0.06066124825587
725 => 0.061781814984114
726 => 0.061989802043276
727 => 0.062805257060582
728 => 0.062889920305647
729 => 0.065160950921568
730 => 0.063910105421438
731 => 0.06474928057573
801 => 0.064674216851307
802 => 0.058662106458104
803 => 0.059490522224988
804 => 0.060779277187072
805 => 0.060198694823519
806 => 0.059377887196806
807 => 0.058715041029315
808 => 0.057710761306065
809 => 0.059124265731055
810 => 0.06098287374048
811 => 0.062937057671936
812 => 0.065284881622377
813 => 0.064760874648323
814 => 0.062893166736295
815 => 0.062976950748867
816 => 0.063494870546794
817 => 0.062824117350503
818 => 0.062626299138259
819 => 0.063467693362137
820 => 0.063473487581735
821 => 0.06270170496617
822 => 0.061844009823698
823 => 0.061840416049734
824 => 0.061687797483484
825 => 0.063857910475458
826 => 0.065051253197873
827 => 0.06518806801783
828 => 0.065042044470406
829 => 0.065098243138342
830 => 0.064403863301681
831 => 0.065991009696344
901 => 0.067447532180596
902 => 0.067057153040752
903 => 0.066471919214461
904 => 0.066005752283141
905 => 0.066947338926731
906 => 0.066905411555687
907 => 0.067434810727338
908 => 0.067410794122954
909 => 0.067232777093238
910 => 0.067057159398301
911 => 0.067753463707803
912 => 0.067552939248971
913 => 0.067352103320269
914 => 0.066949296118814
915 => 0.067004044307411
916 => 0.066418911529991
917 => 0.066148202333303
918 => 0.062077385537295
919 => 0.060989530271625
920 => 0.061331791683541
921 => 0.061444473027157
922 => 0.060971037021413
923 => 0.061649822637919
924 => 0.061544034618598
925 => 0.061955593917853
926 => 0.061698469535506
927 => 0.061709022009846
928 => 0.06246516999363
929 => 0.062684682970205
930 => 0.062573036898632
1001 => 0.062651229980159
1002 => 0.064453156540703
1003 => 0.064196980206162
1004 => 0.06406089163422
1005 => 0.064098589098694
1006 => 0.064559019968654
1007 => 0.064687915473649
1008 => 0.064141776161657
1009 => 0.064399338618387
1010 => 0.065496006869597
1011 => 0.065879778691473
1012 => 0.067104594125977
1013 => 0.066584270760041
1014 => 0.067539346817284
1015 => 0.070474925007826
1016 => 0.07282006799299
1017 => 0.0706633775867
1018 => 0.074969934026797
1019 => 0.078323205954243
1020 => 0.078194501792501
1021 => 0.077609781269374
1022 => 0.073792170331323
1023 => 0.070279147828757
1024 => 0.073217940322968
1025 => 0.073225431909404
1026 => 0.072972987027865
1027 => 0.071405073549663
1028 => 0.072918427037473
1029 => 0.073038551541643
1030 => 0.072971313762992
1031 => 0.071769198175421
1101 => 0.069933789861298
1102 => 0.070292424252531
1103 => 0.070879874701314
1104 => 0.069767708446767
1105 => 0.069412303939909
1106 => 0.070073068536631
1107 => 0.072202189743042
1108 => 0.071799691712129
1109 => 0.07178918086192
1110 => 0.073511238123892
1111 => 0.072278616767537
1112 => 0.070296947780711
1113 => 0.069796550226535
1114 => 0.068020476017392
1115 => 0.069247216799806
1116 => 0.069291365016641
1117 => 0.0686194916271
1118 => 0.070351466603367
1119 => 0.070335506149052
1120 => 0.071979758618563
1121 => 0.075122951787242
1122 => 0.074193354900121
1123 => 0.073112334860254
1124 => 0.073229871712022
1125 => 0.074518960870247
1126 => 0.073739548138141
1127 => 0.074019830390865
1128 => 0.074518536629489
1129 => 0.07481941848543
1130 => 0.073186579443261
1201 => 0.072805886554811
1202 => 0.072027122510091
1203 => 0.071823957507143
1204 => 0.072458244572123
1205 => 0.072291132340193
1206 => 0.069287654529966
1207 => 0.068973774387605
1208 => 0.068983400643454
1209 => 0.068194134101298
1210 => 0.066990313178837
1211 => 0.070153882686653
1212 => 0.069899803781049
1213 => 0.069619320333407
1214 => 0.069653677955326
1215 => 0.07102687625535
1216 => 0.07023035189316
1217 => 0.072348042457819
1218 => 0.07191270894133
1219 => 0.071466210762807
1220 => 0.071404491113869
1221 => 0.071232627408572
1222 => 0.070643242815441
1223 => 0.069931525502713
1224 => 0.069461588084952
1225 => 0.064074643282714
1226 => 0.065074428903593
1227 => 0.066224591127087
1228 => 0.066621622517652
1229 => 0.065942472850355
1230 => 0.070670059783772
1231 => 0.071533835472668
]
'min_raw' => 0.029814622670419
'max_raw' => 0.078323205954243
'avg_raw' => 0.054068914312331
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.029814'
'max' => '$0.078323'
'avg' => '$0.054068'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0011559801023326
'max_diff' => -0.014124797582098
'year' => 2027
]
2 => [
'items' => [
101 => 0.068917402568307
102 => 0.068427974800153
103 => 0.070702146586771
104 => 0.069330542993246
105 => 0.069948176007426
106 => 0.068613191257965
107 => 0.071325777203518
108 => 0.071305111843437
109 => 0.070249854644085
110 => 0.071141750802888
111 => 0.070986761896809
112 => 0.069795379117725
113 => 0.071363546162646
114 => 0.071364323953936
115 => 0.070348661842829
116 => 0.069162590854082
117 => 0.068950549375041
118 => 0.068790804604347
119 => 0.069908888586368
120 => 0.07091135918849
121 => 0.072776708445501
122 => 0.073245701568318
123 => 0.075076212949316
124 => 0.073986232547913
125 => 0.074469406742246
126 => 0.074993960679356
127 => 0.07524545112664
128 => 0.074835660938513
129 => 0.077679198581746
130 => 0.077919280282577
131 => 0.077999777600167
201 => 0.077040952705853
202 => 0.077892613627765
203 => 0.077494149686447
204 => 0.078530842165284
205 => 0.078693408783119
206 => 0.078555720641288
207 => 0.078607321851728
208 => 0.076180864107643
209 => 0.076055039473028
210 => 0.074339411651942
211 => 0.075038542670315
212 => 0.073731550741689
213 => 0.074146011345765
214 => 0.074328701630916
215 => 0.074233274593536
216 => 0.075078070489127
217 => 0.074359821397475
218 => 0.072464243953523
219 => 0.070568150060764
220 => 0.070544346146465
221 => 0.070045138093339
222 => 0.069684302105444
223 => 0.069753811918057
224 => 0.069998773564012
225 => 0.069670064489265
226 => 0.069740211236336
227 => 0.070905114623035
228 => 0.071138727689527
229 => 0.070344819211071
301 => 0.067157162109622
302 => 0.066374903061294
303 => 0.066937175352361
304 => 0.066668445412205
305 => 0.053806638706474
306 => 0.05682832941011
307 => 0.05503294340093
308 => 0.055860339875699
309 => 0.054027715673279
310 => 0.054902339998738
311 => 0.054740828821992
312 => 0.05959961805511
313 => 0.059523754744281
314 => 0.059560066496578
315 => 0.057826811949684
316 => 0.060587933505875
317 => 0.061948161271175
318 => 0.061696419313107
319 => 0.061759777340385
320 => 0.060671076516563
321 => 0.059570607500335
322 => 0.05835001800037
323 => 0.060617722421883
324 => 0.060365592401216
325 => 0.060943887955108
326 => 0.062414656371319
327 => 0.062631232607512
328 => 0.062922313265254
329 => 0.062817981569986
330 => 0.065303585827948
331 => 0.065002562751764
401 => 0.065727941755118
402 => 0.064235782110581
403 => 0.062547261835694
404 => 0.062868194338063
405 => 0.062837285957309
406 => 0.062443786795318
407 => 0.062088553346408
408 => 0.061497189740378
409 => 0.063368351695204
410 => 0.063292385936981
411 => 0.064522183262077
412 => 0.064304804639252
413 => 0.062853096994458
414 => 0.062904945016993
415 => 0.063253647885854
416 => 0.064460512496402
417 => 0.064818792082421
418 => 0.064652822703204
419 => 0.065045659913189
420 => 0.065356142426699
421 => 0.065084651736613
422 => 0.068928387385025
423 => 0.06733220035949
424 => 0.068110170809538
425 => 0.068295712177806
426 => 0.067820451864501
427 => 0.067923518808661
428 => 0.068079637145002
429 => 0.069027557112161
430 => 0.071515173388837
501 => 0.072616921704
502 => 0.075931585869474
503 => 0.072525436843503
504 => 0.072323330056348
505 => 0.072920401165818
506 => 0.074866459923786
507 => 0.076443557763115
508 => 0.076966772101377
509 => 0.077035923513506
510 => 0.078017508394718
511 => 0.078580134543154
512 => 0.077898318171894
513 => 0.0773205501864
514 => 0.075251056977563
515 => 0.075490606451529
516 => 0.07714086477737
517 => 0.07947195186235
518 => 0.081472267089538
519 => 0.080771826415001
520 => 0.086115694327665
521 => 0.086645517003462
522 => 0.086572312640885
523 => 0.087779327544538
524 => 0.085383648765098
525 => 0.084359449672796
526 => 0.077445470182809
527 => 0.079388016401937
528 => 0.082211621413179
529 => 0.081837906701965
530 => 0.079787329267623
531 => 0.081470711542674
601 => 0.080914132718311
602 => 0.08047513590706
603 => 0.082486265403122
604 => 0.080274945909556
605 => 0.082189561809659
606 => 0.079734047113611
607 => 0.080775025969001
608 => 0.0801841160242
609 => 0.080566507177685
610 => 0.078331056307944
611 => 0.079537251334754
612 => 0.078280874629227
613 => 0.078280278943084
614 => 0.078252544357675
615 => 0.0797306659801
616 => 0.079778867473141
617 => 0.078686533360851
618 => 0.078529110949804
619 => 0.07911118411187
620 => 0.078429728884293
621 => 0.078748577496248
622 => 0.078439386483933
623 => 0.078369781074502
624 => 0.07781515332977
625 => 0.077576204447532
626 => 0.077669902461212
627 => 0.077350062835886
628 => 0.077157347892523
629 => 0.078214208504875
630 => 0.077649570513331
701 => 0.078127669634622
702 => 0.077582815344991
703 => 0.075694112995417
704 => 0.074607900301511
705 => 0.071040316645966
706 => 0.072052078945105
707 => 0.072722878396178
708 => 0.0725011791816
709 => 0.07297747488072
710 => 0.073006715568333
711 => 0.072851866981289
712 => 0.072672572154824
713 => 0.072585301348927
714 => 0.073235746436454
715 => 0.073613351702738
716 => 0.072790202095232
717 => 0.07259734965928
718 => 0.073429599359804
719 => 0.073937271196349
720 => 0.077685634801234
721 => 0.077407943918329
722 => 0.078104893540337
723 => 0.078026427708463
724 => 0.078756941945108
725 => 0.079951023983672
726 => 0.077523121328682
727 => 0.077944521279031
728 => 0.077841203742752
729 => 0.07896919751254
730 => 0.078972718985964
731 => 0.078296430373509
801 => 0.078663057401851
802 => 0.078458416252517
803 => 0.078828230468273
804 => 0.077404235187288
805 => 0.079138507728736
806 => 0.080121728505684
807 => 0.080135380527125
808 => 0.080601419372076
809 => 0.081074941829695
810 => 0.081983826951981
811 => 0.081049593516933
812 => 0.079368998513073
813 => 0.079490332044063
814 => 0.078504999808206
815 => 0.078521563421105
816 => 0.078433145557334
817 => 0.078698494222298
818 => 0.077462464297398
819 => 0.077752558050231
820 => 0.077346425097478
821 => 0.077943638425308
822 => 0.077301135607463
823 => 0.077841153919907
824 => 0.078074207921668
825 => 0.078934182205458
826 => 0.077174116706523
827 => 0.073585224008236
828 => 0.074339652764534
829 => 0.073223793374869
830 => 0.073327070409759
831 => 0.073535706456654
901 => 0.072859448767199
902 => 0.072988457423018
903 => 0.072983848326013
904 => 0.072944129618052
905 => 0.072768208874714
906 => 0.072513088992015
907 => 0.073529408082929
908 => 0.073702100500752
909 => 0.07408597435351
910 => 0.075228122555194
911 => 0.075113995016136
912 => 0.075300141767446
913 => 0.074893784454507
914 => 0.073345920160045
915 => 0.073429976638234
916 => 0.072381791008303
917 => 0.07405916989031
918 => 0.073661944430731
919 => 0.073405850592836
920 => 0.073335973016474
921 => 0.074480952382634
922 => 0.074823548154341
923 => 0.07461006546016
924 => 0.074172206226109
925 => 0.075013025396949
926 => 0.075237993135753
927 => 0.07528835511598
928 => 0.076778125475623
929 => 0.0753716167298
930 => 0.075710177364414
1001 => 0.078351530789279
1002 => 0.075956187714784
1003 => 0.077225054363869
1004 => 0.07716294994426
1005 => 0.077812059185825
1006 => 0.077109704040372
1007 => 0.077118410574165
1008 => 0.077694775606207
1009 => 0.076885374866686
1010 => 0.076684955860952
1011 => 0.076408078439959
1012 => 0.077012630159339
1013 => 0.077375031573585
1014 => 0.080295720817899
1015 => 0.082182619269337
1016 => 0.082100704031219
1017 => 0.082849255968714
1018 => 0.082512026464923
1019 => 0.081423023440533
1020 => 0.083281818813395
1021 => 0.08269361818212
1022 => 0.082742108727498
1023 => 0.082740303906977
1024 => 0.083131405905384
1025 => 0.082854274295541
1026 => 0.082308019445565
1027 => 0.082670648907626
1028 => 0.08374752876754
1029 => 0.087090196895425
1030 => 0.088960798264252
1031 => 0.086977584344225
1101 => 0.088345578749967
1102 => 0.087525269572768
1103 => 0.087376194993187
1104 => 0.088235396573985
1105 => 0.089096102073411
1106 => 0.08904127885403
1107 => 0.088416450859163
1108 => 0.088063501379287
1109 => 0.090736153087664
1110 => 0.092705317338962
1111 => 0.092571033538468
1112 => 0.093163718562417
1113 => 0.094903860123788
1114 => 0.095062956859996
1115 => 0.09504291432803
1116 => 0.094648576467312
1117 => 0.096361971820418
1118 => 0.097791316368302
1119 => 0.094557298646072
1120 => 0.095788770258296
1121 => 0.096341617540561
1122 => 0.097153361373324
1123 => 0.098522909283257
1124 => 0.10001060156809
1125 => 0.10022097756888
1126 => 0.1000717057289
1127 => 0.099090532675738
1128 => 0.10071838332566
1129 => 0.10167194005859
1130 => 0.10223976127129
1201 => 0.10367966139026
1202 => 0.096345031737165
1203 => 0.09115321631396
1204 => 0.090342439364903
1205 => 0.091991186173039
1206 => 0.092425947557835
1207 => 0.092250695788769
1208 => 0.086406835510744
1209 => 0.090311672649954
1210 => 0.094512949083712
1211 => 0.094674337221769
1212 => 0.096777584049056
1213 => 0.097462487431021
1214 => 0.09915587680585
1215 => 0.099049954839394
1216 => 0.099462268204455
1217 => 0.0993674845021
1218 => 0.10250413173377
1219 => 0.10596431942692
1220 => 0.10584450412983
1221 => 0.10534706120986
1222 => 0.10608584877264
1223 => 0.10965713328822
1224 => 0.10932834663869
1225 => 0.10964773486273
1226 => 0.11385848057537
1227 => 0.11933304897341
1228 => 0.11678956231484
1229 => 0.12230819649536
1230 => 0.12578188418177
1231 => 0.1317892678494
]
'min_raw' => 0.053806638706474
'max_raw' => 0.1317892678494
'avg_raw' => 0.092797953277938
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.0538066'
'max' => '$0.131789'
'avg' => '$0.092797'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.023992016036056
'max_diff' => 0.053466061895158
'year' => 2028
]
3 => [
'items' => [
101 => 0.13103711382722
102 => 0.13337574420482
103 => 0.12969060114825
104 => 0.12122876780008
105 => 0.11988965028213
106 => 0.12257059746491
107 => 0.12916144451078
108 => 0.12236302823661
109 => 0.1237383389946
110 => 0.12334224940377
111 => 0.12332114347275
112 => 0.12412667101586
113 => 0.12295821130109
114 => 0.11819769622124
115 => 0.12037941222844
116 => 0.11953694690345
117 => 0.12047172499148
118 => 0.12551633680075
119 => 0.12328599367135
120 => 0.12093650836288
121 => 0.12388328433222
122 => 0.12763554276328
123 => 0.12740073317412
124 => 0.12694510442836
125 => 0.12951345981227
126 => 0.13375563044898
127 => 0.13490227212566
128 => 0.13574869956933
129 => 0.1358654076133
130 => 0.13706757299987
131 => 0.13060322673161
201 => 0.14086231027553
202 => 0.1426337706021
203 => 0.14230080948021
204 => 0.14426971307875
205 => 0.14369041169379
206 => 0.1428510948766
207 => 0.14597222587808
208 => 0.14239410104716
209 => 0.13731540332306
210 => 0.13452912930637
211 => 0.13819831969387
212 => 0.14043896622641
213 => 0.14191989105254
214 => 0.14236801801013
215 => 0.13110503553079
216 => 0.12503491264807
217 => 0.12892579182179
218 => 0.13367293294787
219 => 0.13057685612297
220 => 0.13069821647286
221 => 0.12628402455523
222 => 0.13406349098516
223 => 0.13293008816193
224 => 0.1388101840138
225 => 0.13740685194803
226 => 0.14220184185123
227 => 0.14093916031211
228 => 0.14618048078543
301 => 0.14827138542532
302 => 0.15178233973902
303 => 0.15436501202434
304 => 0.15588160658893
305 => 0.15579055593987
306 => 0.16180005916917
307 => 0.1582564650709
308 => 0.15380487572248
309 => 0.15372436051575
310 => 0.15602990171881
311 => 0.16086168358608
312 => 0.1621144943247
313 => 0.162814644616
314 => 0.16174234007246
315 => 0.15789602265047
316 => 0.15623520228893
317 => 0.15765026935556
318 => 0.15591976393117
319 => 0.15890710178774
320 => 0.16300935472574
321 => 0.16216225571611
322 => 0.16499398070113
323 => 0.16792451815446
324 => 0.17211531833141
325 => 0.17321094868254
326 => 0.17502198398988
327 => 0.17688613421523
328 => 0.17748484902736
329 => 0.17862798137401
330 => 0.17862195650227
331 => 0.18206686277057
401 => 0.18586670106437
402 => 0.18730105205382
403 => 0.19059926306349
404 => 0.18495119229253
405 => 0.18923531885266
406 => 0.19309970824854
407 => 0.1884924239007
408 => 0.19484249201463
409 => 0.19508905076993
410 => 0.19881179524692
411 => 0.19503808052794
412 => 0.19279726077394
413 => 0.19926642344133
414 => 0.20239664747937
415 => 0.2014537985245
416 => 0.19427867142379
417 => 0.19010243969549
418 => 0.17917243572761
419 => 0.1921194975686
420 => 0.19842563372038
421 => 0.1942623400546
422 => 0.19636206321529
423 => 0.20781747194247
424 => 0.21217894990299
425 => 0.21127179297624
426 => 0.21142508756378
427 => 0.21377846190486
428 => 0.2242146197601
429 => 0.21796103206499
430 => 0.22274166554044
501 => 0.22527729629796
502 => 0.22763253145778
503 => 0.22184881828497
504 => 0.21432429242677
505 => 0.21194095922937
506 => 0.19384838254909
507 => 0.19290658536081
508 => 0.19237792605965
509 => 0.18904480394617
510 => 0.18642588298396
511 => 0.18434321980051
512 => 0.17887768967127
513 => 0.18072214564757
514 => 0.17201123136636
515 => 0.17758416562763
516 => 0.16368133610243
517 => 0.17526002565583
518 => 0.16895827135033
519 => 0.17318972988133
520 => 0.17317496672114
521 => 0.16538350998041
522 => 0.16088956033591
523 => 0.16375327995652
524 => 0.16682341471217
525 => 0.1673215337471
526 => 0.1713020435965
527 => 0.1724129183347
528 => 0.16904691601618
529 => 0.16339323086251
530 => 0.16470645297688
531 => 0.16086294793168
601 => 0.15412735317826
602 => 0.15896497492237
603 => 0.16061675168102
604 => 0.16134627039729
605 => 0.15472258654558
606 => 0.1526412812722
607 => 0.1515332118085
608 => 0.16253819645391
609 => 0.16314107435514
610 => 0.16005666577413
611 => 0.17399848503591
612 => 0.17084302195299
613 => 0.17436844732383
614 => 0.16458729183454
615 => 0.16496094514631
616 => 0.1603303893877
617 => 0.16292319119867
618 => 0.16109068244858
619 => 0.16271371843491
620 => 0.16368655951309
621 => 0.16831635544306
622 => 0.1753128904884
623 => 0.16762481832121
624 => 0.16427501518274
625 => 0.16635321420984
626 => 0.17188773208087
627 => 0.18027280996223
628 => 0.17530867509104
629 => 0.1775116738504
630 => 0.17799293107472
701 => 0.17433256180297
702 => 0.18040777299837
703 => 0.18366352803292
704 => 0.18700325901478
705 => 0.18990305384919
706 => 0.18566929701836
707 => 0.19020002371255
708 => 0.18654905777796
709 => 0.18327376390471
710 => 0.18327873117354
711 => 0.18122409148244
712 => 0.17724296817967
713 => 0.17650878796125
714 => 0.18032808617421
715 => 0.18339080165212
716 => 0.1836430615683
717 => 0.18533873822487
718 => 0.18634222220337
719 => 0.19617772936299
720 => 0.20013365170617
721 => 0.20497087866564
722 => 0.20685525117753
723 => 0.21252653685337
724 => 0.20794651307082
725 => 0.20695559611577
726 => 0.19319891212959
727 => 0.19545156836166
728 => 0.19905828833821
729 => 0.19325838561356
730 => 0.19693708893877
731 => 0.19766334290075
801 => 0.19306130713834
802 => 0.19551945328127
803 => 0.18899134591518
804 => 0.17545518538973
805 => 0.18042284261455
806 => 0.18408071042737
807 => 0.17886048204663
808 => 0.18821753936837
809 => 0.18275133964988
810 => 0.18101881676298
811 => 0.17425962729217
812 => 0.17744970453733
813 => 0.18176432968892
814 => 0.17909839297425
815 => 0.18463061194959
816 => 0.19246570940759
817 => 0.19804946644428
818 => 0.19847811797577
819 => 0.19488813628385
820 => 0.20064110485611
821 => 0.2006830089515
822 => 0.19419363690042
823 => 0.19021893265211
824 => 0.18931587148404
825 => 0.19157189533744
826 => 0.19431112478045
827 => 0.19863012614579
828 => 0.20124000821568
829 => 0.20804519647946
830 => 0.2098864853036
831 => 0.21190950347745
901 => 0.2146128796334
902 => 0.21785897584004
903 => 0.21075670214027
904 => 0.21103888871466
905 => 0.2044253497831
906 => 0.19735783495732
907 => 0.20272119773193
908 => 0.20973308110148
909 => 0.20812454730906
910 => 0.20794355439805
911 => 0.20824793427113
912 => 0.20703515232145
913 => 0.20154978451084
914 => 0.19879506713657
915 => 0.20234935535273
916 => 0.20423830135645
917 => 0.20716789187482
918 => 0.20680675800727
919 => 0.21435306856754
920 => 0.21728533666267
921 => 0.21653513700511
922 => 0.21667319179666
923 => 0.22198192311952
924 => 0.2278863241744
925 => 0.23341657491664
926 => 0.23904218350144
927 => 0.23226029278122
928 => 0.22881686692237
929 => 0.23236960344748
930 => 0.23048447143887
1001 => 0.24131699912683
1002 => 0.24206701984094
1003 => 0.25289876421386
1004 => 0.26317937944388
1005 => 0.25672230921426
1006 => 0.26281103560796
1007 => 0.2693964896239
1008 => 0.28210089887205
1009 => 0.27782250078378
1010 => 0.27454531489921
1011 => 0.27144839007354
1012 => 0.27789259901279
1013 => 0.28618297086439
1014 => 0.28796863755703
1015 => 0.29086209977628
1016 => 0.28781997804846
1017 => 0.2914838785909
1018 => 0.30441905750519
1019 => 0.30092385798057
1020 => 0.29596011277424
1021 => 0.30617119421929
1022 => 0.30986654489968
1023 => 0.33580245124481
1024 => 0.36854760436441
1025 => 0.35499089595663
1026 => 0.34657580957567
1027 => 0.34855355448371
1028 => 0.3605109759096
1029 => 0.36435132016201
1030 => 0.35391194063791
1031 => 0.35759930597016
1101 => 0.37791705148462
1102 => 0.38881687008181
1103 => 0.37401345238589
1104 => 0.3331714100749
1105 => 0.29551318182792
1106 => 0.30550183973114
1107 => 0.30436943590906
1108 => 0.32619831877397
1109 => 0.30084049862785
1110 => 0.30126745928535
1111 => 0.32354774033072
1112 => 0.31760374332854
1113 => 0.30797522943461
1114 => 0.2955834806349
1115 => 0.27267618688061
1116 => 0.25238655798529
1117 => 0.29217919267148
1118 => 0.29046326190561
1119 => 0.28797833986992
1120 => 0.29350826496369
1121 => 0.32036001152242
1122 => 0.31974099185362
1123 => 0.31580310454732
1124 => 0.3187899573622
1125 => 0.30745161969494
1126 => 0.31037376748094
1127 => 0.29550721657217
1128 => 0.30222751846494
1129 => 0.30795457096818
1130 => 0.30910436154867
1201 => 0.31169489843626
1202 => 0.28955904436448
1203 => 0.29949739296818
1204 => 0.30533524167552
1205 => 0.27895962883301
1206 => 0.30481388061369
1207 => 0.28917370839292
1208 => 0.28386519903369
1209 => 0.29101240754297
1210 => 0.28822713343602
1211 => 0.28583251831564
1212 => 0.28449628193376
1213 => 0.28974440305436
1214 => 0.28949957193122
1215 => 0.28091262716151
1216 => 0.26971130775808
1217 => 0.27347083822065
1218 => 0.27210496555781
1219 => 0.26715486682661
1220 => 0.27049063569424
1221 => 0.25580159779518
1222 => 0.23052987155961
1223 => 0.24722514800474
1224 => 0.24658239802257
1225 => 0.24625829433516
1226 => 0.25880433316013
1227 => 0.25759832101347
1228 => 0.25540939715798
1229 => 0.26711466552342
1230 => 0.26284208511196
1231 => 0.27600917119354
]
'min_raw' => 0.11819769622124
'max_raw' => 0.38881687008181
'avg_raw' => 0.25350728315152
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.118197'
'max' => '$0.388816'
'avg' => '$0.2535072'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.064391057514763
'max_diff' => 0.25702760223241
'year' => 2029
]
4 => [
'items' => [
101 => 0.2846818656806
102 => 0.28248218982641
103 => 0.29063890091026
104 => 0.27355745020932
105 => 0.27923122294332
106 => 0.28040057964029
107 => 0.26697022432876
108 => 0.25779563951567
109 => 0.25718379930656
110 => 0.24127633357633
111 => 0.24977397336884
112 => 0.25725154473003
113 => 0.253670368331
114 => 0.25253667486767
115 => 0.25832846890371
116 => 0.25877854090367
117 => 0.24851685160805
118 => 0.25065058175805
119 => 0.25954859118666
120 => 0.25042637475039
121 => 0.23270339832031
122 => 0.22830785512633
123 => 0.22772140863832
124 => 0.21580034688132
125 => 0.22860158634066
126 => 0.22301350226477
127 => 0.24066619290498
128 => 0.23058307068457
129 => 0.23014840743853
130 => 0.2294913501909
131 => 0.21923039988379
201 => 0.22147689588364
202 => 0.22894459073813
203 => 0.23160914839181
204 => 0.23133121319846
205 => 0.22890799495935
206 => 0.23001733186033
207 => 0.22644377118369
208 => 0.22518187253153
209 => 0.22119897327276
210 => 0.21534521166637
211 => 0.21615921312094
212 => 0.20456137965863
213 => 0.19824226444476
214 => 0.19649321663816
215 => 0.19415431681343
216 => 0.19675740159693
217 => 0.20452852445362
218 => 0.19515490155277
219 => 0.17908448257245
220 => 0.18005034213583
221 => 0.18222034180846
222 => 0.1781765617745
223 => 0.17434946334108
224 => 0.17767681492662
225 => 0.17086756655207
226 => 0.18304320694296
227 => 0.18271388999222
228 => 0.1872522157934
301 => 0.19009012405269
302 => 0.18354966429873
303 => 0.18190475635789
304 => 0.18284177067789
305 => 0.1673550111935
306 => 0.18598661714345
307 => 0.1861477440454
308 => 0.18476807768793
309 => 0.19468883266998
310 => 0.21562472004319
311 => 0.20774779706927
312 => 0.20469761441251
313 => 0.19889921495234
314 => 0.20662523795812
315 => 0.20603199993601
316 => 0.20334915262119
317 => 0.2017265581942
318 => 0.2047162381774
319 => 0.20135610375895
320 => 0.20075253128708
321 => 0.19709553880087
322 => 0.19579015886585
323 => 0.19482370753063
324 => 0.1937597395721
325 => 0.19610658776432
326 => 0.19078832100716
327 => 0.18437501265415
328 => 0.18384181545756
329 => 0.18531401979653
330 => 0.18466267896926
331 => 0.18383869708827
401 => 0.18226549127934
402 => 0.18179875472205
403 => 0.18331542210484
404 => 0.18160319305687
405 => 0.1841296802871
406 => 0.18344261555739
407 => 0.17960472782848
408 => 0.17482129875024
409 => 0.17477871619786
410 => 0.17374813424935
411 => 0.17243553318888
412 => 0.1720703976021
413 => 0.17739659465683
414 => 0.18842166316044
415 => 0.18625717840565
416 => 0.18782124046631
417 => 0.19551487779561
418 => 0.19796045374685
419 => 0.19622464186331
420 => 0.19384855549689
421 => 0.19395309123817
422 => 0.20207289764247
423 => 0.20257932000795
424 => 0.20385888594747
425 => 0.20550348978504
426 => 0.19650472500831
427 => 0.19352925022643
428 => 0.19211930520172
429 => 0.187777220243
430 => 0.19245978660875
501 => 0.18973145571491
502 => 0.19009960076555
503 => 0.18985984581836
504 => 0.18999076823168
505 => 0.18303980360333
506 => 0.18557236978196
507 => 0.1813614873107
508 => 0.17572358837543
509 => 0.1757046881613
510 => 0.1770845559385
511 => 0.17626375659039
512 => 0.1740550066493
513 => 0.17436874915343
514 => 0.17162003468191
515 => 0.17470249285735
516 => 0.17479088672826
517 => 0.17360397242808
518 => 0.17835292454461
519 => 0.18029857410152
520 => 0.17951732168298
521 => 0.18024375934918
522 => 0.18634712251928
523 => 0.18734223702441
524 => 0.18778420115401
525 => 0.18719202776937
526 => 0.18035531762383
527 => 0.18065855479072
528 => 0.17843360166109
529 => 0.17655375072634
530 => 0.17662893490521
531 => 0.17759542264919
601 => 0.18181613131089
602 => 0.19069836386508
603 => 0.19103543809769
604 => 0.19144398190075
605 => 0.18978222893602
606 => 0.18928102834103
607 => 0.18994224129668
608 => 0.19327794083843
609 => 0.20185826569341
610 => 0.19882540582903
611 => 0.19635964355001
612 => 0.19852278183345
613 => 0.19818978364995
614 => 0.19537894386371
615 => 0.19530005295271
616 => 0.18990515272308
617 => 0.18791078094412
618 => 0.18624413460948
619 => 0.18442420032096
620 => 0.18334528226998
621 => 0.18500299075578
622 => 0.18538212829991
623 => 0.18175751972393
624 => 0.18126349896841
625 => 0.18422343257417
626 => 0.18292087615172
627 => 0.18426058773405
628 => 0.18457141231298
629 => 0.18452136239688
630 => 0.18316134389419
701 => 0.18402817913147
702 => 0.18197785537929
703 => 0.17974843624746
704 => 0.17832620573908
705 => 0.17708512098901
706 => 0.17777374694062
707 => 0.17531892116127
708 => 0.17453357298858
709 => 0.18373451485749
710 => 0.19053134954285
711 => 0.19043252087468
712 => 0.18983092677389
713 => 0.18893707996901
714 => 0.19321255037722
715 => 0.19172306197773
716 => 0.19280678923928
717 => 0.19308264331124
718 => 0.19391757050511
719 => 0.19421598521251
720 => 0.19331396870442
721 => 0.19028669113126
722 => 0.18274300324384
723 => 0.17923139616846
724 => 0.17807250734314
725 => 0.17811463075089
726 => 0.17695267911778
727 => 0.17729492594875
728 => 0.17683365963696
729 => 0.17596013283475
730 => 0.17771980912211
731 => 0.17792259542171
801 => 0.17751186594968
802 => 0.17760860760897
803 => 0.17420794300536
804 => 0.17446648814931
805 => 0.17302687593343
806 => 0.17275696599774
807 => 0.16911775167736
808 => 0.16267035599627
809 => 0.16624283906744
810 => 0.1619277818846
811 => 0.16029360434568
812 => 0.1680295466482
813 => 0.16725307260267
814 => 0.16592408656187
815 => 0.16395823922256
816 => 0.16322908732188
817 => 0.15879899119479
818 => 0.15853723748196
819 => 0.1607329127452
820 => 0.15971968415979
821 => 0.15829672748619
822 => 0.15314292265723
823 => 0.14734833966334
824 => 0.14752324170048
825 => 0.14936639073878
826 => 0.15472559515017
827 => 0.15263166127147
828 => 0.15111248821734
829 => 0.15082799277048
830 => 0.15438904891953
831 => 0.15942868943477
901 => 0.16179317600892
902 => 0.15945004162447
903 => 0.15675837500692
904 => 0.15692220428194
905 => 0.1580120870519
906 => 0.15812661832091
907 => 0.15637462006068
908 => 0.15686779730855
909 => 0.15611861597197
910 => 0.15152089149226
911 => 0.15143773323596
912 => 0.15030937750032
913 => 0.15027521133708
914 => 0.14835559674922
915 => 0.14808702939871
916 => 0.14427551812224
917 => 0.14678426638673
918 => 0.14510152976611
919 => 0.14256524876138
920 => 0.14212799296019
921 => 0.1421148485228
922 => 0.1447190420126
923 => 0.14675383486957
924 => 0.14513080169006
925 => 0.14476126849627
926 => 0.14870691622834
927 => 0.14820479658906
928 => 0.14776996421976
929 => 0.15897744490189
930 => 0.15010584941137
1001 => 0.14623732740453
1002 => 0.14144929680866
1003 => 0.14300830371402
1004 => 0.14333680937556
1005 => 0.13182245889988
1006 => 0.12715108834592
1007 => 0.12554805000869
1008 => 0.12462547878198
1009 => 0.12504590607491
1010 => 0.12084112467923
1011 => 0.12366680731779
1012 => 0.12002582205046
1013 => 0.1194153990216
1014 => 0.12592593171111
1015 => 0.12683183430088
1016 => 0.12296697241106
1017 => 0.12544883940863
1018 => 0.12454887993478
1019 => 0.1200882362926
1020 => 0.11991787251574
1021 => 0.1176796783353
1022 => 0.11417733784271
1023 => 0.11257667425725
1024 => 0.11174303476435
1025 => 0.11208701066643
1026 => 0.1119130859245
1027 => 0.11077810933619
1028 => 0.11197814145399
1029 => 0.10891255528051
1030 => 0.10769181416512
1031 => 0.10714043372428
1101 => 0.10441954954677
1102 => 0.10874968625588
1103 => 0.1096027777372
1104 => 0.11045755007228
1105 => 0.11789775967122
1106 => 0.11752606782548
1107 => 0.12088598108978
1108 => 0.12075542103881
1109 => 0.11979711934885
1110 => 0.11575420215186
1111 => 0.11736563688851
1112 => 0.11240589124166
1113 => 0.1161220699102
1114 => 0.11442616115721
1115 => 0.11554868145488
1116 => 0.11353028874609
1117 => 0.11464735060853
1118 => 0.10980507737503
1119 => 0.10528343076222
1120 => 0.10710307335431
1121 => 0.10908123295328
1122 => 0.11337038698955
1123 => 0.1108158022303
1124 => 0.11173452750927
1125 => 0.10865695161747
1126 => 0.10230703348661
1127 => 0.10234297333363
1128 => 0.10136617676968
1129 => 0.1005220819238
1130 => 0.11110922702003
1201 => 0.10979254816932
1202 => 0.10769459274338
1203 => 0.11050278945044
1204 => 0.11124532123186
1205 => 0.1112664600678
1206 => 0.11331524789522
1207 => 0.11440868632598
1208 => 0.11460140958864
1209 => 0.11782522150208
1210 => 0.11890580073236
1211 => 0.12335655365258
1212 => 0.11431591571456
1213 => 0.11412972972559
1214 => 0.110542306537
1215 => 0.10826710603588
1216 => 0.11069809146183
1217 => 0.11285161268662
1218 => 0.11060922244437
1219 => 0.11090203127057
1220 => 0.10789180558036
1221 => 0.10896781962033
1222 => 0.10989462786629
1223 => 0.10938289882814
1224 => 0.10861681569006
1225 => 0.11267504850462
1226 => 0.11244606710488
1227 => 0.11622518680016
1228 => 0.11917128085007
1229 => 0.12445120806483
1230 => 0.1189413287674
1231 => 0.11874052686602
]
'min_raw' => 0.1005220819238
'max_raw' => 0.29063890091026
'avg_raw' => 0.19558049141703
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.100522'
'max' => '$0.290638'
'avg' => '$0.19558'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.017675614297439
'max_diff' => -0.098177969171551
'year' => 2030
]
5 => [
'items' => [
101 => 0.12070339766169
102 => 0.11890550022707
103 => 0.12004170934444
104 => 0.12426814721029
105 => 0.12435744518246
106 => 0.12286158909465
107 => 0.12277056611576
108 => 0.1230578616403
109 => 0.12474056050103
110 => 0.12415257381498
111 => 0.12483300689408
112 => 0.12568389887866
113 => 0.12920354889759
114 => 0.13005212460144
115 => 0.12799052557715
116 => 0.1281766648863
117 => 0.12740557025906
118 => 0.12666070251093
119 => 0.12833505642952
120 => 0.13139497112527
121 => 0.13137593555476
122 => 0.13208577628793
123 => 0.13252800118405
124 => 0.13062964820147
125 => 0.12939389021418
126 => 0.12986775845983
127 => 0.13062548410413
128 => 0.12962203824575
129 => 0.12342830556649
130 => 0.1253070884042
131 => 0.12499436707222
201 => 0.12454901386727
202 => 0.12643814453878
203 => 0.12625593327695
204 => 0.12079799856852
205 => 0.12114739784033
206 => 0.12081924669549
207 => 0.12187957017788
208 => 0.11884823927933
209 => 0.1197806562474
210 => 0.12036545942891
211 => 0.12070991299549
212 => 0.12195431547198
213 => 0.12180829920421
214 => 0.12194523889576
215 => 0.12379035925833
216 => 0.13312234488338
217 => 0.13363026427108
218 => 0.13112908344323
219 => 0.13212825585035
220 => 0.13021006332367
221 => 0.1314977588176
222 => 0.13237876737063
223 => 0.1283976591277
224 => 0.12816192373473
225 => 0.12623581414516
226 => 0.12727079633817
227 => 0.12562406525123
228 => 0.12602811545976
301 => 0.12489835585225
302 => 0.12693169821287
303 => 0.12920529092149
304 => 0.12977969022659
305 => 0.12826869294933
306 => 0.12717463134102
307 => 0.12525381956314
308 => 0.12844817235785
309 => 0.12938229846116
310 => 0.12844326579109
311 => 0.12822567140317
312 => 0.12781333043124
313 => 0.12831315148963
314 => 0.12937721100978
315 => 0.12887542019017
316 => 0.12920686186694
317 => 0.12794374797627
318 => 0.13063027663529
319 => 0.13489713069416
320 => 0.13491084932766
321 => 0.13440905580321
322 => 0.13420373270429
323 => 0.13471860331176
324 => 0.13499789949521
325 => 0.13666289662862
326 => 0.13844950488919
327 => 0.146786826083
328 => 0.14444573965411
329 => 0.15184310700672
330 => 0.1576934641547
331 => 0.15944773045827
401 => 0.15783388800359
402 => 0.15231302014421
403 => 0.15204214002834
404 => 0.16029264746054
405 => 0.15796150121377
406 => 0.15768421878536
407 => 0.15473440222315
408 => 0.1564781091533
409 => 0.15609673486904
410 => 0.15549471690386
411 => 0.15882158825892
412 => 0.16504919444373
413 => 0.16407856361771
414 => 0.16335403273235
415 => 0.16017934930048
416 => 0.16209121781768
417 => 0.16141043805813
418 => 0.16433549993865
419 => 0.16260275807869
420 => 0.1579438404882
421 => 0.15868578847048
422 => 0.15857364452555
423 => 0.16088155896559
424 => 0.16018878033665
425 => 0.15843836837955
426 => 0.16502790916282
427 => 0.1646000210373
428 => 0.16520666857044
429 => 0.16547373357572
430 => 0.16948467092977
501 => 0.17112782362804
502 => 0.17150084805798
503 => 0.17306171603535
504 => 0.17146201224079
505 => 0.17786196798851
506 => 0.18211756511298
507 => 0.18706066016407
508 => 0.19428385061241
509 => 0.19699983703924
510 => 0.19650921840108
511 => 0.20198575896188
512 => 0.21182698061298
513 => 0.19849841066806
514 => 0.21253342718436
515 => 0.20809010299736
516 => 0.19755506128197
517 => 0.19687672879548
518 => 0.20401118135949
519 => 0.21983471048086
520 => 0.21587109590494
521 => 0.21984119353438
522 => 0.21520986376548
523 => 0.21497987920654
524 => 0.21961626018482
525 => 0.23044941705654
526 => 0.2253029903016
527 => 0.21792432559278
528 => 0.22337261678903
529 => 0.21865280273929
530 => 0.20801774069245
531 => 0.21586806500357
601 => 0.21061877670109
602 => 0.21215079809527
603 => 0.22318402133437
604 => 0.22185647472395
605 => 0.22357444296534
606 => 0.22054227398635
607 => 0.21770975003082
608 => 0.21242263372182
609 => 0.21085737923441
610 => 0.21128995926277
611 => 0.21085716486923
612 => 0.20789907188545
613 => 0.20726027198725
614 => 0.20619557750378
615 => 0.20652557084406
616 => 0.20452363372777
617 => 0.20830170268752
618 => 0.20900294557868
619 => 0.21175230910277
620 => 0.21203775714451
621 => 0.21969469542438
622 => 0.21547738248945
623 => 0.21830672011148
624 => 0.21805363752381
625 => 0.19778338758098
626 => 0.20057644917717
627 => 0.20492157650983
628 => 0.20296410253615
629 => 0.20019669231573
630 => 0.19796186018359
701 => 0.19457586098008
702 => 0.19934158983667
703 => 0.20560801650431
704 => 0.21219668406598
705 => 0.22011253643472
706 => 0.2183458103367
707 => 0.2120487027121
708 => 0.2123311863601
709 => 0.21407738911881
710 => 0.21181589788702
711 => 0.21114893997322
712 => 0.21398575934329
713 => 0.2140052949592
714 => 0.21140317598669
715 => 0.20851139693148
716 => 0.20849928027165
717 => 0.20798471612005
718 => 0.21530140358494
719 => 0.21932484189009
720 => 0.21978612260768
721 => 0.2192937940225
722 => 0.21948327175512
723 => 0.21714212165576
724 => 0.22249329653639
725 => 0.2274040637832
726 => 0.22608787325781
727 => 0.22411471655275
728 => 0.22254300219707
729 => 0.22571762730541
730 => 0.22557626624666
731 => 0.22736117251536
801 => 0.22728019885689
802 => 0.22668000201245
803 => 0.22608789469273
804 => 0.22843553328663
805 => 0.22775945107351
806 => 0.22708231871797
807 => 0.22572422611517
808 => 0.22590881345542
809 => 0.22393599744368
810 => 0.22302328248674
811 => 0.20929823944364
812 => 0.20563045946381
813 => 0.20678441771001
814 => 0.20716433072717
815 => 0.20556810817956
816 => 0.20785668127691
817 => 0.20750000958389
818 => 0.20888761049548
819 => 0.20802069768854
820 => 0.20805627609253
821 => 0.21060568181242
822 => 0.21134578513885
823 => 0.21096936261366
824 => 0.2112329960473
825 => 0.21730831725267
826 => 0.2164446008551
827 => 0.2159857687334
828 => 0.21611286836683
829 => 0.21766524319115
830 => 0.21809982338544
831 => 0.21625847656483
901 => 0.21712686637013
902 => 0.22082435994602
903 => 0.22211827343757
904 => 0.22624782418888
905 => 0.22449351763281
906 => 0.22771362324108
907 => 0.23761113006602
908 => 0.24551794337316
909 => 0.23824651109304
910 => 0.25276636680499
911 => 0.26407215722634
912 => 0.26363822215919
913 => 0.26166679609159
914 => 0.24879545427687
915 => 0.23695105363806
916 => 0.24685939771224
917 => 0.24688465611895
918 => 0.24603352057571
919 => 0.24074719081572
920 => 0.24584956775884
921 => 0.24625457591148
922 => 0.24602787904636
923 => 0.24197486241384
924 => 0.23578665513866
925 => 0.23699581602775
926 => 0.2389764462303
927 => 0.23522670005413
928 => 0.23402842894571
929 => 0.23625624291667
930 => 0.24343472371458
1001 => 0.24207767350184
1002 => 0.24204223543651
1003 => 0.24784827172545
1004 => 0.24369240276363
1005 => 0.23701106741883
1006 => 0.23532394212828
1007 => 0.22933578393062
1008 => 0.23347182612683
1009 => 0.23362067492222
1010 => 0.23135540688068
1011 => 0.2371948814358
1012 => 0.23714106964975
1013 => 0.24268478164875
1014 => 0.25328227686769
1015 => 0.25014807606038
1016 => 0.24650334152156
1017 => 0.24689962522346
1018 => 0.25124587932174
1019 => 0.24861803487859
1020 => 0.24956302606233
1021 => 0.25124444896441
1022 => 0.25225889314861
1023 => 0.24675366231676
1024 => 0.24547012966422
1025 => 0.24284447231588
1026 => 0.24215948732391
1027 => 0.244298030448
1028 => 0.24373459989064
1029 => 0.23360816475734
1030 => 0.23254989594296
1031 => 0.23258235153663
1101 => 0.22992128428493
1102 => 0.22586251799676
1103 => 0.23652871346573
1104 => 0.23567206869626
1105 => 0.23472639916981
1106 => 0.23484223829088
1107 => 0.23947207223306
1108 => 0.23678653473438
1109 => 0.24392647632556
1110 => 0.2424587189807
1111 => 0.2409533191983
1112 => 0.24074522709278
1113 => 0.24016577661123
1114 => 0.23817862530597
1115 => 0.23577902069559
1116 => 0.23419459388163
1117 => 0.21603213337641
1118 => 0.2194029804
1119 => 0.22328083263828
1120 => 0.22461945169141
1121 => 0.22232965117141
1122 => 0.238269040587
1123 => 0.24118132062901
1124 => 0.23235983441844
1125 => 0.23070969452735
1126 => 0.23837722348354
1127 => 0.23375276620566
1128 => 0.23583515903473
1129 => 0.23133416474627
1130 => 0.2404798376484
1201 => 0.24041016294408
1202 => 0.23685228962076
1203 => 0.23985937979036
1204 => 0.23933682387254
1205 => 0.23531999365317
1206 => 0.24060717833105
1207 => 0.24060980070868
1208 => 0.23718542498982
1209 => 0.23318650384243
1210 => 0.23247159119158
1211 => 0.23193300054416
1212 => 0.23570269875168
1213 => 0.23908259837699
1214 => 0.24537175363153
1215 => 0.24695299668916
1216 => 0.25312469361242
1217 => 0.24944974858909
1218 => 0.25107880411943
1219 => 0.25284737434158
1220 => 0.2536952919431
1221 => 0.25231365571319
1222 => 0.26190084140681
1223 => 0.26271029362313
1224 => 0.26298169594953
1225 => 0.25974895087533
1226 => 0.26262038513463
1227 => 0.26127693613661
1228 => 0.26477221720857
1229 => 0.26532032191064
1230 => 0.26485609672737
1231 => 0.26503007381105
]
'min_raw' => 0.11884823927933
'max_raw' => 0.26532032191064
'avg_raw' => 0.19208428059499
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.118848'
'max' => '$0.26532'
'avg' => '$0.192084'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.018326157355536
'max_diff' => -0.025318578999619
'year' => 2031
]
6 => [
'items' => [
101 => 0.256849102117
102 => 0.2564248755766
103 => 0.2506405165965
104 => 0.25299768563672
105 => 0.24859107109809
106 => 0.24998845396145
107 => 0.25060440701286
108 => 0.25028266809383
109 => 0.25313095643758
110 => 0.25070932947853
111 => 0.24431825778125
112 => 0.23792544484077
113 => 0.23784518828177
114 => 0.23616207347706
115 => 0.23494548975111
116 => 0.23517984693736
117 => 0.23600575222937
118 => 0.23489748663413
119 => 0.23513399128936
120 => 0.23906154438858
121 => 0.2398491871526
122 => 0.23717246928856
123 => 0.22642506081592
124 => 0.2237876198189
125 => 0.22568336010483
126 => 0.22477731834947
127 => 0.18141283905843
128 => 0.19160068023344
129 => 0.18554741095365
130 => 0.18833703593531
131 => 0.18215821548711
201 => 0.18510707246472
202 => 0.18456252625597
203 => 0.20094427338526
204 => 0.20068849493619
205 => 0.20081092254426
206 => 0.19496713382744
207 => 0.20427644792949
208 => 0.20886255080827
209 => 0.20801378522058
210 => 0.20822740123307
211 => 0.20455677039489
212 => 0.20084646227438
213 => 0.19673115955641
214 => 0.20437688333961
215 => 0.20352680937177
216 => 0.20547657320702
217 => 0.21043537160805
218 => 0.21116557350925
219 => 0.21214697226943
220 => 0.21179521067462
221 => 0.22017559896969
222 => 0.21916067865158
223 => 0.22160634460573
224 => 0.21657542418491
225 => 0.21088246018941
226 => 0.21196450652794
227 => 0.21186029676427
228 => 0.21053358686639
229 => 0.20933589249178
301 => 0.20734206880636
302 => 0.21365082197741
303 => 0.2133946981198
304 => 0.21754104566307
305 => 0.21680813845933
306 => 0.21191360477991
307 => 0.2120884140078
308 => 0.21326409007583
309 => 0.21733311837088
310 => 0.21854108300943
311 => 0.21798150565979
312 => 0.21930598374027
313 => 0.22035279721176
314 => 0.21943744739527
315 => 0.23239687049494
316 => 0.22701521449613
317 => 0.22963819618463
318 => 0.23026376186183
319 => 0.22866138853391
320 => 0.22900888593204
321 => 0.22953524980285
322 => 0.23273122815379
323 => 0.24111840011042
324 => 0.24483302147661
325 => 0.25600864313296
326 => 0.24452457388217
327 => 0.24384315673863
328 => 0.24585622367038
329 => 0.25241749664236
330 => 0.25773479211711
331 => 0.25949884578822
401 => 0.25973199460221
402 => 0.26304147656128
403 => 0.26493840990204
404 => 0.26263961840344
405 => 0.26069163330187
406 => 0.25371419246088
407 => 0.25452185023716
408 => 0.26008581140009
409 => 0.26794523425841
410 => 0.27468943670442
411 => 0.27232785206701
412 => 0.2903450758315
413 => 0.29213140997399
414 => 0.29188459635459
415 => 0.29595413137335
416 => 0.28787693310752
417 => 0.28442377436053
418 => 0.2611128097914
419 => 0.26766223999343
420 => 0.27718222142664
421 => 0.27592221618586
422 => 0.26900855119923
423 => 0.27468419206956
424 => 0.27280764770413
425 => 0.27132753930522
426 => 0.27810820281377
427 => 0.27065258475181
428 => 0.27710784593323
429 => 0.26882890669694
430 => 0.27233863958671
501 => 0.2703463454518
502 => 0.27163560392347
503 => 0.26409862524194
504 => 0.26816539598868
505 => 0.26392943420858
506 => 0.26392742581115
507 => 0.26383391672008
508 => 0.26881750696924
509 => 0.26898002166835
510 => 0.26529714094443
511 => 0.26476638029471
512 => 0.26672888059966
513 => 0.2644313067222
514 => 0.26550632707871
515 => 0.26446386799366
516 => 0.26422918849607
517 => 0.26235922233183
518 => 0.26155358949249
519 => 0.2618694988874
520 => 0.26079113726012
521 => 0.26014138537364
522 => 0.26370466471584
523 => 0.26180094830558
524 => 0.26341289287283
525 => 0.26157587859483
526 => 0.25520798675825
527 => 0.2515457448238
528 => 0.23951738744839
529 => 0.24292861467893
530 => 0.24519026186194
531 => 0.24444278748145
601 => 0.24604865168494
602 => 0.24614723870474
603 => 0.24562515588234
604 => 0.24502065085695
605 => 0.24472641124182
606 => 0.24691943226704
607 => 0.24819255478587
608 => 0.24541724841369
609 => 0.24476703296135
610 => 0.24757302093249
611 => 0.24928467197392
612 => 0.26192254157018
613 => 0.26098628737071
614 => 0.26333610168077
615 => 0.2630715486503
616 => 0.26553452840203
617 => 0.26956045936319
618 => 0.26137461605114
619 => 0.26279539540495
620 => 0.26244705311798
621 => 0.26625016286683
622 => 0.26626203576034
623 => 0.26398188148649
624 => 0.26521799010962
625 => 0.26452802818705
626 => 0.26577488263508
627 => 0.26097378312507
628 => 0.2668210040816
629 => 0.27013600157736
630 => 0.27018203032081
701 => 0.27175331282435
702 => 0.27334982685049
703 => 0.27641419649661
704 => 0.27326436324425
705 => 0.26759811985334
706 => 0.26800720432431
707 => 0.26468508789742
708 => 0.26474093327475
709 => 0.2644428262739
710 => 0.26533746782388
711 => 0.26117010663523
712 => 0.2621481779766
713 => 0.2607788723711
714 => 0.26279241880198
715 => 0.2606261756935
716 => 0.26244688513678
717 => 0.26323264297503
718 => 0.26613210631432
719 => 0.26019792260081
720 => 0.24809772030004
721 => 0.25064132952444
722 => 0.24687913168537
723 => 0.24722733741907
724 => 0.24793076841768
725 => 0.24565071840288
726 => 0.24608568009307
727 => 0.24607014020072
728 => 0.24593622580376
729 => 0.2453430967352
730 => 0.24448294223878
731 => 0.24790953301093
801 => 0.24849177755462
802 => 0.24978603505041
803 => 0.25363686745463
804 => 0.25325207848856
805 => 0.25387968525695
806 => 0.25250962320542
807 => 0.24729089066821
808 => 0.24757429295306
809 => 0.24404026191976
810 => 0.2496956619313
811 => 0.24835638856094
812 => 0.24749295030657
813 => 0.24725735317917
814 => 0.25111773105209
815 => 0.25227281661567
816 => 0.25155304480735
817 => 0.2500767718294
818 => 0.252911652368
819 => 0.25367014680612
820 => 0.25383994573862
821 => 0.2588628105186
822 => 0.25412066808275
823 => 0.25526214889991
824 => 0.26416765638525
825 => 0.25609158997207
826 => 0.2603696624689
827 => 0.2601602730822
828 => 0.2623487902095
829 => 0.25998075079973
830 => 0.26001010548628
831 => 0.26195336043233
901 => 0.25922440932848
902 => 0.25854868265784
903 => 0.257615171102
904 => 0.25965345943235
905 => 0.26087532110253
906 => 0.27072262880575
907 => 0.27708443867382
908 => 0.27680825572936
909 => 0.27933205084885
910 => 0.27819505803221
911 => 0.27452340830372
912 => 0.28079046668027
913 => 0.27880730718507
914 => 0.27897079644431
915 => 0.27896471136592
916 => 0.28028333905942
917 => 0.27934897048812
918 => 0.27750723412313
919 => 0.27872986467245
920 => 0.2823606403055
921 => 0.2936306792763
922 => 0.29993754239252
923 => 0.29325099819757
924 => 0.29786328684685
925 => 0.29509755718377
926 => 0.29459494183065
927 => 0.29749179994785
928 => 0.30039372863171
929 => 0.30020888831993
930 => 0.29810223711114
1001 => 0.29691224329759
1002 => 0.30592327513096
1003 => 0.31256244988688
1004 => 0.31210970267811
1005 => 0.3141079816163
1006 => 0.31997499038327
1007 => 0.32051139613717
1008 => 0.32044382134133
1009 => 0.31911428371213
1010 => 0.32489111577057
1011 => 0.32971025070741
1012 => 0.318806534165
1013 => 0.32295852668422
1014 => 0.32482248989494
1015 => 0.32755934090124
1016 => 0.33217686729836
1017 => 0.33719272570403
1018 => 0.33790202307867
1019 => 0.33739874264836
1020 => 0.33409064919631
1021 => 0.33957906131542
1022 => 0.3427940444157
1023 => 0.34470849327833
1024 => 0.34956321706005
1025 => 0.32483400109716
1026 => 0.30732943291685
1027 => 0.30459584182646
1028 => 0.31015470680192
1029 => 0.31162053516483
1030 => 0.31102966158973
1031 => 0.29132667865708
1101 => 0.30449210969895
1102 => 0.31865700651912
1103 => 0.31920113789434
1104 => 0.32629238141654
1105 => 0.32860158098726
1106 => 0.33431096149317
1107 => 0.33395383818803
1108 => 0.33534398148513
1109 => 0.33502441161505
1110 => 0.34559983675034
1111 => 0.35726610114039
1112 => 0.35686213550101
1113 => 0.35518497196597
1114 => 0.35767584581439
1115 => 0.36971668089779
1116 => 0.36860815375376
1117 => 0.36968499345007
1118 => 0.38388181660513
1119 => 0.40233970618126
1120 => 0.39376416333133
1121 => 0.41237062376969
1122 => 0.42408240432954
1123 => 0.4443367177871
1124 => 0.44180077798762
1125 => 0.44968563358363
1126 => 0.43726091647994
1127 => 0.40873125456024
1128 => 0.40421632635429
1129 => 0.41325532695879
1130 => 0.43547682793219
1201 => 0.41255549281353
1202 => 0.41719244905523
1203 => 0.41585700534567
1204 => 0.41578584522566
1205 => 0.41850173757738
1206 => 0.41456219406979
1207 => 0.39851178510952
1208 => 0.40586759295036
1209 => 0.40302716228811
1210 => 0.40617883187601
1211 => 0.42318709279451
1212 => 0.41566733521614
1213 => 0.40774588146283
1214 => 0.4176811423808
1215 => 0.43033214365542
1216 => 0.42954046673169
1217 => 0.42800428260437
1218 => 0.43666367209809
1219 => 0.45096644657865
1220 => 0.45483242904754
1221 => 0.45768621826954
1222 => 0.4580797075881
1223 => 0.46213289212141
1224 => 0.44033789735174
1225 => 0.47492711378638
1226 => 0.48089971595682
1227 => 0.47977711428777
1228 => 0.4864154102347
1229 => 0.4844622551698
1230 => 0.4816324399214
1231 => 0.49215555100332
]
'min_raw' => 0.18141283905843
'max_raw' => 0.49215555100332
'avg_raw' => 0.33678419503087
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.181412'
'max' => '$0.492155'
'avg' => '$0.336784'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.062564599779094
'max_diff' => 0.22683522909268
'year' => 2032
]
7 => [
'items' => [
101 => 0.48009165331917
102 => 0.46296846935902
103 => 0.4535743519803
104 => 0.46594528354643
105 => 0.47349977976785
106 => 0.47849282121401
107 => 0.48000371253874
108 => 0.44202978075332
109 => 0.42156393765178
110 => 0.4346823084385
111 => 0.45068762617988
112 => 0.44024898700356
113 => 0.44065816189631
114 => 0.425775405657
115 => 0.45200441987051
116 => 0.44818307312033
117 => 0.46800822682009
118 => 0.46327679478284
119 => 0.47944343801696
120 => 0.47518621905021
121 => 0.49285769696331
122 => 0.49990732793902
123 => 0.51174475553467
124 => 0.52045241546104
125 => 0.52556571992079
126 => 0.52525873630055
127 => 0.54552019600825
128 => 0.5335727211001
129 => 0.51856387681183
130 => 0.51829241417096
131 => 0.52606570730482
201 => 0.54235639721457
202 => 0.54658033608827
203 => 0.54894094167833
204 => 0.54532559204388
205 => 0.53235746431433
206 => 0.5267578925106
207 => 0.53152888992259
208 => 0.52569437006421
209 => 0.53576638821691
210 => 0.54959742040754
211 => 0.54674136695401
212 => 0.55628872544572
213 => 0.56616923707324
214 => 0.58029881246213
215 => 0.58399280668545
216 => 0.59009883866658
217 => 0.59638395130217
218 => 0.59840256009219
219 => 0.60225671060986
220 => 0.60223639733417
221 => 0.61385113933341
222 => 0.6266625594372
223 => 0.63149857394132
224 => 0.64261872263414
225 => 0.62357585769416
226 => 0.6380200894998
227 => 0.65104914815107
228 => 0.63551536730199
301 => 0.6569250652957
302 => 0.65775635535337
303 => 0.67030784827127
304 => 0.65758450562389
305 => 0.65002942537422
306 => 0.67184065896985
307 => 0.68239442785936
308 => 0.67921554678042
309 => 0.65502410480898
310 => 0.64094364796184
311 => 0.60409237647561
312 => 0.64774429940751
313 => 0.66900587772359
314 => 0.65496904245756
315 => 0.6620484056918
316 => 0.70067111600659
317 => 0.71537614345915
318 => 0.71231760054492
319 => 0.71283444394952
320 => 0.7207690098478
321 => 0.75595524468602
322 => 0.73487083716042
323 => 0.75098907669606
324 => 0.75953813282713
325 => 0.76747897260574
326 => 0.74797877983766
327 => 0.72260931556111
328 => 0.71457374128706
329 => 0.65357335582614
330 => 0.65039802085165
331 => 0.64861560910797
401 => 0.63737775519124
402 => 0.62854788031993
403 => 0.62152603599004
404 => 0.60309861956817
405 => 0.60931733166807
406 => 0.57994787599233
407 => 0.59873741294407
408 => 0.55186305253528
409 => 0.59090141276286
410 => 0.56965460814742
411 => 0.58392126601571
412 => 0.58387149099041
413 => 0.5576020506069
414 => 0.54245038562292
415 => 0.55210561626233
416 => 0.56245678994095
417 => 0.56413623304477
418 => 0.57755679991237
419 => 0.581302191651
420 => 0.56995347982734
421 => 0.55089168560403
422 => 0.55531930564887
423 => 0.54236066004403
424 => 0.51965113206865
425 => 0.53596151153089
426 => 0.54153059219606
427 => 0.54399021548132
428 => 0.52165800292445
429 => 0.51464073688316
430 => 0.51090480332334
501 => 0.54800887739885
502 => 0.55004152233442
503 => 0.53964222345702
504 => 0.58664804048485
505 => 0.57600917639338
506 => 0.58789539416853
507 => 0.55491754553792
508 => 0.55617734376617
509 => 0.54056510173097
510 => 0.54930691406029
511 => 0.54312848286769
512 => 0.54860066201235
513 => 0.55188066362903
514 => 0.56749034384893
515 => 0.5910796502368
516 => 0.56515877816104
517 => 0.55386468300391
518 => 0.56087147611899
519 => 0.57953148952886
520 => 0.60780236503331
521 => 0.59106543773028
522 => 0.59849300185591
523 => 0.60011559418803
524 => 0.5877744036295
525 => 0.6082574023325
526 => 0.61923440774101
527 => 0.63049454391894
528 => 0.64027140466037
529 => 0.62599699791377
530 => 0.64127265928847
531 => 0.62896317273769
601 => 0.61792029077031
602 => 0.61793703826395
603 => 0.61100967709505
604 => 0.59758704192663
605 => 0.5951117020614
606 => 0.60798873264128
607 => 0.61831489170701
608 => 0.61916540362663
609 => 0.62488249586262
610 => 0.62826581215715
611 => 0.661426911239
612 => 0.67476457961272
613 => 0.69107362803096
614 => 0.69742692151747
615 => 0.71654805713009
616 => 0.70110618718019
617 => 0.69776524148262
618 => 0.6513836209622
619 => 0.65897860872407
620 => 0.67113891693814
621 => 0.65158413996573
622 => 0.66398714506551
623 => 0.66643576100378
624 => 0.65091967612693
625 => 0.65920748747011
626 => 0.63719751770744
627 => 0.59155940743132
628 => 0.60830821059558
629 => 0.62064096731066
630 => 0.6030406028603
701 => 0.6345885749094
702 => 0.61615890092065
703 => 0.61031757904658
704 => 0.58752849983422
705 => 0.59828406799035
706 => 0.61283112792642
707 => 0.60384273616317
708 => 0.62249499868573
709 => 0.64891157679441
710 => 0.66773760348907
711 => 0.66918283205498
712 => 0.65707895813614
713 => 0.67647549333697
714 => 0.67661677592023
715 => 0.65473740497652
716 => 0.64133641209835
717 => 0.6382916783205
718 => 0.64589802025279
719 => 0.65513352356677
720 => 0.66969533821307
721 => 0.67849473782786
722 => 0.70143890518228
723 => 0.70764693900755
724 => 0.71446768602328
725 => 0.72358230747677
726 => 0.73452674747266
727 => 0.71058093582897
728 => 0.71153234756615
729 => 0.68923433931588
730 => 0.66540571964262
731 => 0.68348867169525
801 => 0.70712972602976
802 => 0.70170644204438
803 => 0.70109621180838
804 => 0.70212244980157
805 => 0.69803347078449
806 => 0.67953917023487
807 => 0.6702514482793
808 => 0.68223497915256
809 => 0.68860369248611
810 => 0.69848101145626
811 => 0.69726342340828
812 => 0.72270633632878
813 => 0.73259268293594
814 => 0.7300633324132
815 => 0.73052879378161
816 => 0.7484275520804
817 => 0.76833465246906
818 => 0.7869802789563
819 => 0.8059474110674
820 => 0.7830817930077
821 => 0.77147204231224
822 => 0.7834503415508
823 => 0.77709448736805
824 => 0.81361711077095
825 => 0.81614585797336
826 => 0.85266584037488
827 => 0.88732765239254
828 => 0.86555718929511
829 => 0.88608575543279
830 => 0.90828907342924
831 => 0.95112287620292
901 => 0.93669795834009
902 => 0.92564869732445
903 => 0.91520719905431
904 => 0.9369342994133
905 => 0.96488586692624
906 => 0.97090636685174
907 => 0.98066187673904
908 => 0.97040515093954
909 => 0.98275824742375
910 => 1.0263701062386
911 => 1.0145857970143
912 => 0.99785018349357
913 => 1.0322775575005
914 => 1.0447366903206
915 => 1.1321814093503
916 => 1.2425839792866
917 => 1.1968765903906
918 => 1.1685045391347
919 => 1.1751726441739
920 => 1.2154879253518
921 => 1.2284359141231
922 => 1.1932388172034
923 => 1.2056710268647
924 => 1.2741737244063
925 => 1.3109232238078
926 => 1.2610124675044
927 => 1.1233106703526
928 => 0.99634332460434
929 => 1.0300207821109
930 => 1.0262028035628
1001 => 1.0998004061858
1002 => 1.0143047451367
1003 => 1.0157442728029
1004 => 1.0908637959069
1005 => 1.0708231950174
1006 => 1.0383599881827
1007 => 0.99658034194016
1008 => 0.91934680171139
1009 => 0.85093890131416
1010 => 0.98510254739171
1011 => 0.97931716701209
1012 => 0.97093907887706
1013 => 0.98958360741775
1014 => 1.0801161456696
1015 => 1.0780290776376
1016 => 1.0647522156499
1017 => 1.0748225984507
1018 => 1.0365946013881
1019 => 1.0464468266664
1020 => 0.99632321232807
1021 => 1.0189811793561
1022 => 1.0382903367208
1023 => 1.0421669359387
1024 => 1.0509011119207
1025 => 0.97626853444174
1026 => 1.0097763706325
1027 => 1.0294590851348
1028 => 0.94053186494981
1029 => 1.0277012799146
1030 => 0.97496934731033
1031 => 0.9570713373774
1101 => 0.98116864986859
1102 => 0.97177790375537
1103 => 0.96370429169034
1104 => 0.95919907743578
1105 => 0.97689348420598
1106 => 0.97606801898076
1107 => 0.94711653516836
1108 => 0.90935050474852
1109 => 0.92202602418511
1110 => 0.91742088914017
1111 => 0.90073128566306
1112 => 0.91197806329622
1113 => 0.86245294646369
1114 => 0.77724755704487
1115 => 0.8335368472066
1116 => 0.83136977076634
1117 => 0.83027703255607
1118 => 0.8725768783909
1119 => 0.86851072423736
1120 => 0.8611306146328
1121 => 0.90059574416262
1122 => 0.88619044100334
1123 => 0.93058419102397
1124 => 0.95982478599529
1125 => 0.95240842527641
1126 => 0.97990934617899
1127 => 0.92231804255198
1128 => 0.94144756345482
1129 => 0.94539013120052
1130 => 0.90010875059024
1201 => 0.86917599734386
1202 => 0.86711313536153
1203 => 0.81348000402827
1204 => 0.84213038987499
1205 => 0.86734154378657
1206 => 0.8552673575275
1207 => 0.85144503086393
1208 => 0.8709724688266
1209 => 0.87248991799749
1210 => 0.83789191608903
1211 => 0.84508593626203
1212 => 0.87508619628977
1213 => 0.84433000668207
1214 => 0.78457575426935
1215 => 0.76975587350383
1216 => 0.76777862822511
1217 => 0.72758593620944
1218 => 0.7707462088006
1219 => 0.75190559319116
1220 => 0.81142287215614
1221 => 0.77742692160891
1222 => 0.77596142412767
1223 => 0.77374610974302
1224 => 0.73915059938593
1225 => 0.74672481749476
1226 => 0.77190267207447
1227 => 0.78088641423735
1228 => 0.77994933632813
1229 => 0.7717792868513
1230 => 0.77551949366437
1231 => 0.76347098434503
]
'min_raw' => 0.42156393765178
'max_raw' => 1.3109232238078
'avg_raw' => 0.86624358072979
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.421563'
'max' => '$1.31'
'avg' => '$0.866243'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.24015109859335
'max_diff' => 0.81876767280447
'year' => 2033
]
8 => [
'items' => [
101 => 0.75921640493634
102 => 0.74578778200824
103 => 0.7260514160557
104 => 0.72879587879157
105 => 0.68969297353852
106 => 0.66838763540841
107 => 0.66249059861383
108 => 0.654604834558
109 => 0.66338131664716
110 => 0.68958219992096
111 => 0.65797837586528
112 => 0.60379583627232
113 => 0.60705229922441
114 => 0.61436860462523
115 => 0.600734717913
116 => 0.58783138834525
117 => 0.59904978652419
118 => 0.57609193022285
119 => 0.61714295187679
120 => 0.61603263678521
121 => 0.63133391907965
122 => 0.64090212491229
123 => 0.61885050821149
124 => 0.61330458624515
125 => 0.61646379544527
126 => 0.56424910459264
127 => 0.62706686487008
128 => 0.62761011546953
129 => 0.62295847402009
130 => 0.65640699208707
131 => 0.7269937980628
201 => 0.70043620230704
202 => 0.69015229852283
203 => 0.67060258991155
204 => 0.69665141588924
205 => 0.69465127247914
206 => 0.68560586544681
207 => 0.68013517505026
208 => 0.69021508984642
209 => 0.67888616205754
210 => 0.67685117532854
211 => 0.66452136983821
212 => 0.66012019024857
213 => 0.6568617320964
214 => 0.65327448984036
215 => 0.66118705237212
216 => 0.64325614469085
217 => 0.62163322781579
218 => 0.61983551624083
219 => 0.62479915595571
220 => 0.62260311488139
221 => 0.61982500244104
222 => 0.61452082921852
223 => 0.61294719432912
224 => 0.61806074430054
225 => 0.61228784452129
226 => 0.62080607261169
227 => 0.61848958590616
228 => 0.60554987947538
301 => 0.58942221436972
302 => 0.58927864432136
303 => 0.58580396532902
304 => 0.58137843921078
305 => 0.58014735908701
306 => 0.59810500432022
307 => 0.63527679252586
308 => 0.62797908105558
309 => 0.63325242549241
310 => 0.65919206090077
311 => 0.66743749096504
312 => 0.66158508000913
313 => 0.65357393893171
314 => 0.65392638848189
315 => 0.68130288268077
316 => 0.68301032104326
317 => 0.68732446694479
318 => 0.69286936360574
319 => 0.6625293998873
320 => 0.65249737891918
321 => 0.64774365082914
322 => 0.63310400823614
323 => 0.64889160766459
324 => 0.63969284957004
325 => 0.64093407631132
326 => 0.64012572576774
327 => 0.64056713982496
328 => 0.61713147727962
329 => 0.62567020096898
330 => 0.61147291672272
331 => 0.59246434683693
401 => 0.5924006234454
402 => 0.59705294399553
403 => 0.59428556168699
404 => 0.58683860705063
405 => 0.58789641180809
406 => 0.57862892905826
407 => 0.58902165200711
408 => 0.58931967811433
409 => 0.58531791368358
410 => 0.60132933730569
411 => 0.60788923062775
412 => 0.60525518355332
413 => 0.60770441886317
414 => 0.62828233391437
415 => 0.63163743194509
416 => 0.633127544865
417 => 0.63113099095445
418 => 0.6080805453749
419 => 0.60910293065441
420 => 0.60160134583661
421 => 0.59526329716311
422 => 0.59551678587136
423 => 0.5987753667782
424 => 0.6130057807116
425 => 0.64295284790572
426 => 0.64408931721471
427 => 0.64546675117037
428 => 0.63986403502989
429 => 0.63817420223115
430 => 0.64040352787554
501 => 0.65165007177167
502 => 0.68057923607938
503 => 0.67035373729911
504 => 0.66204024762139
505 => 0.66933341936948
506 => 0.66821069274463
507 => 0.65873375015877
508 => 0.65846776394432
509 => 0.64027848116022
510 => 0.63355431746487
511 => 0.62793510298611
512 => 0.62179906746861
513 => 0.61816141993206
514 => 0.62375049982944
515 => 0.62502878853002
516 => 0.61280816765401
517 => 0.61114254218535
518 => 0.62112216499313
519 => 0.61673050507326
520 => 0.62124743620877
521 => 0.62229540297772
522 => 0.6221266561912
523 => 0.61754125885593
524 => 0.62046385437891
525 => 0.6135510446994
526 => 0.60603440244338
527 => 0.60123925298739
528 => 0.59705484910277
529 => 0.59937659957694
530 => 0.59109998307141
531 => 0.58845212687591
601 => 0.61947374477621
602 => 0.64238974745775
603 => 0.64205653970303
604 => 0.64002822319023
605 => 0.63701455628119
606 => 0.6514296032663
607 => 0.64640768913465
608 => 0.65006155126039
609 => 0.6509916125235
610 => 0.65380662785041
611 => 0.65481275387104
612 => 0.65177154223725
613 => 0.64156486454155
614 => 0.61613079414567
615 => 0.60429116571842
616 => 0.60038389113282
617 => 0.60052591314304
618 => 0.59660831208712
619 => 0.59776222117265
620 => 0.59620702959788
621 => 0.59326187299652
622 => 0.59919474445604
623 => 0.59987845262323
624 => 0.59849364953204
625 => 0.59881982079062
626 => 0.58735424265273
627 => 0.58822594565663
628 => 0.58337219256026
629 => 0.58246217236756
630 => 0.57019230720459
701 => 0.54845446252299
702 => 0.56049933862024
703 => 0.54595082206064
704 => 0.54044107839352
705 => 0.56652334797272
706 => 0.56390541151652
707 => 0.55942464229312
708 => 0.55279665073758
709 => 0.55033826419668
710 => 0.53540188580474
711 => 0.53451936488686
712 => 0.54192223733405
713 => 0.53850606641696
714 => 0.53370846864427
715 => 0.51633205583627
716 => 0.49679521470751
717 => 0.49738490913699
718 => 0.50359921480419
719 => 0.52166814664489
720 => 0.51460830237904
721 => 0.50948630436178
722 => 0.50852710809984
723 => 0.52053345753138
724 => 0.53752495738498
725 => 0.5454969889529
726 => 0.53759694778329
727 => 0.52852180585606
728 => 0.52907416769501
729 => 0.53274878354709
730 => 0.53313493371688
731 => 0.52722794926191
801 => 0.52889073078562
802 => 0.52636481360317
803 => 0.51086326451696
804 => 0.51058289064994
805 => 0.50677856050793
806 => 0.50666336690317
807 => 0.50019125229699
808 => 0.49928575872397
809 => 0.48643498234414
810 => 0.49489340227308
811 => 0.48921993827172
812 => 0.48066868978681
813 => 0.47919445132485
814 => 0.47915013393649
815 => 0.48793035410632
816 => 0.4947908002883
817 => 0.48931863060705
818 => 0.48807272364418
819 => 0.5013757504492
820 => 0.49968281902848
821 => 0.49821675133638
822 => 0.53600355493749
823 => 0.50609235134615
824 => 0.49304935930852
825 => 0.47690617986493
826 => 0.48216248049274
827 => 0.48327006026614
828 => 0.44444862373113
829 => 0.42869877176377
830 => 0.42329401608923
831 => 0.4201835027865
901 => 0.42160100275792
902 => 0.40742428871392
903 => 0.4169512750127
904 => 0.4046754389784
905 => 0.40261735511822
906 => 0.42456807063182
907 => 0.42762238446131
908 => 0.41459173276375
909 => 0.42295952062447
910 => 0.41992524442522
911 => 0.40488587295342
912 => 0.40431147958533
913 => 0.39676525164025
914 => 0.38495686614386
915 => 0.37956011711073
916 => 0.37674944335755
917 => 0.37790918212705
918 => 0.3773227827166
919 => 0.37349612990756
920 => 0.37754212197629
921 => 0.36720628416002
922 => 0.36309047026008
923 => 0.36123145260763
924 => 0.35205780163706
925 => 0.36665715987234
926 => 0.36953341736256
927 => 0.37241534196855
928 => 0.39750052809025
929 => 0.39624734308161
930 => 0.40757552523387
1001 => 0.40713533290662
1002 => 0.40390435185241
1003 => 0.3902733742553
1004 => 0.3957064389767
1005 => 0.37898431024996
1006 => 0.39151366608626
1007 => 0.38579579132098
1008 => 0.38958044687645
1009 => 0.38277529493908
1010 => 0.38654154699906
1011 => 0.37021548471561
1012 => 0.35497043746922
1013 => 0.36110548951184
1014 => 0.36777499271047
1015 => 0.38223617500291
1016 => 0.3736232141317
1017 => 0.3767207605531
1018 => 0.36634449856442
1019 => 0.34493530624908
1020 => 0.34505647995255
1021 => 0.34176314213944
1022 => 0.33891721743373
1023 => 0.37461251629655
1024 => 0.37017324162379
1025 => 0.36309983843065
1026 => 0.37256786969054
1027 => 0.37507136743351
1028 => 0.37514263849475
1029 => 0.38205026969671
1030 => 0.38573687370746
1031 => 0.38638665364301
1101 => 0.39725596058854
1102 => 0.40089920890705
1103 => 0.41590523311922
1104 => 0.38542409111401
1105 => 0.38479635205309
1106 => 0.37270110430687
1107 => 0.36503010696792
1108 => 0.3732263440575
1109 => 0.38048709122092
1110 => 0.37292671596049
1111 => 0.37391394136127
1112 => 0.3637647552795
1113 => 0.36739261174015
1114 => 0.37051741044909
1115 => 0.36879208026919
1116 => 0.36620917748295
1117 => 0.37989179275399
1118 => 0.3791197659778
1119 => 0.39186133188015
1120 => 0.40179429365916
1121 => 0.41959593689644
1122 => 0.40101899415768
1123 => 0.40034197652762
1124 => 0.4069599324585
1125 => 0.40089819573248
1126 => 0.40472900409929
1127 => 0.41897873444448
1128 => 0.41927980879224
1129 => 0.41423642555482
1130 => 0.41392953522648
1201 => 0.4148981721458
1202 => 0.42057150883704
1203 => 0.41858907067309
1204 => 0.4208831983056
1205 => 0.42375204003899
1206 => 0.43561878581196
1207 => 0.43847981804314
1208 => 0.4315289929965
1209 => 0.43215657467312
1210 => 0.42955677530127
1211 => 0.42704540168344
1212 => 0.43269060281965
1213 => 0.44300731885277
1214 => 0.44294313909777
1215 => 0.44533641668915
1216 => 0.4468274088016
1217 => 0.44042697918203
1218 => 0.43626053485002
1219 => 0.43785821472465
1220 => 0.44041293963714
1221 => 0.43702975186726
1222 => 0.41614714970654
1223 => 0.42248159721631
1224 => 0.42142723541202
1225 => 0.41992569598795
1226 => 0.42629503194186
1227 => 0.425680693951
1228 => 0.40727888602071
1229 => 0.40845691005989
1230 => 0.40735052556427
1231 => 0.41092548021458
]
'min_raw' => 0.33891721743373
'max_raw' => 0.75921640493634
'avg_raw' => 0.54906681118503
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.338917'
'max' => '$0.759216'
'avg' => '$0.549066'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.082646720218057
'max_diff' => -0.55170681887145
'year' => 2034
]
9 => [
'items' => [
101 => 0.40070513644936
102 => 0.40384884535648
103 => 0.40582055011258
104 => 0.40698189936127
105 => 0.41117748919219
106 => 0.41068518515085
107 => 0.41114688688176
108 => 0.41736783900636
109 => 0.44883128007962
110 => 0.45054376575707
111 => 0.4421108599691
112 => 0.44547963949968
113 => 0.43901231947207
114 => 0.44335387473389
115 => 0.44632425658047
116 => 0.43290167218732
117 => 0.43210687385141
118 => 0.42561286089349
119 => 0.42910237561738
120 => 0.42355030678668
121 => 0.42491259027461
122 => 0.42110352688061
123 => 0.42795908261285
124 => 0.43562465916715
125 => 0.43756128652755
126 => 0.43246685371282
127 => 0.42877814861548
128 => 0.42230199759953
129 => 0.43307198106949
130 => 0.4362214524454
131 => 0.43305543823712
201 => 0.43232180356628
202 => 0.4309315671907
203 => 0.43261674878544
204 => 0.4362042997479
205 => 0.43451247696567
206 => 0.43562995571942
207 => 0.43137127904922
208 => 0.44042909799056
209 => 0.45481509435225
210 => 0.4548613476829
211 => 0.45316951578111
212 => 0.45247725461792
213 => 0.45421317681811
214 => 0.45515484340045
215 => 0.46076849748215
216 => 0.46679217196966
217 => 0.49490203246777
218 => 0.48700889612333
219 => 0.51194963662034
220 => 0.53167452420365
221 => 0.53758915552509
222 => 0.53214797301427
223 => 0.51353398157168
224 => 0.51262069034878
225 => 0.54043785218848
226 => 0.53257822986204
227 => 0.53164335279542
228 => 0.52169784030632
301 => 0.52757686996306
302 => 0.52629103993697
303 => 0.52426129433583
304 => 0.53547807338414
305 => 0.5564748824338
306 => 0.55320233283658
307 => 0.55075952637147
308 => 0.5400558595316
309 => 0.54650185771974
310 => 0.5442065612299
311 => 0.55406861158138
312 => 0.54822655142433
313 => 0.53251868549276
314 => 0.53502021491617
315 => 0.5346421137762
316 => 0.54242340844423
317 => 0.54008765692849
318 => 0.53418602080528
319 => 0.55640311762312
320 => 0.55496046293375
321 => 0.55700581744649
322 => 0.55790624575769
323 => 0.57142940108155
324 => 0.57696940512503
325 => 0.57822708303432
326 => 0.58348965839634
327 => 0.57809614536522
328 => 0.59967404299931
329 => 0.61402208582076
330 => 0.63068807590139
331 => 0.65504156680503
401 => 0.66419870466718
402 => 0.66254454967475
403 => 0.68100908853533
404 => 0.71418945442417
405 => 0.66925125028385
406 => 0.71657128836209
407 => 0.70159031064263
408 => 0.66607068196607
409 => 0.66378363662821
410 => 0.68783794155935
411 => 0.74118807475555
412 => 0.72782447148211
413 => 0.74120993282313
414 => 0.72559508115818
415 => 0.72481967216072
416 => 0.74045155433076
417 => 0.77697629907062
418 => 0.7596247619543
419 => 0.7347470787266
420 => 0.75311637288231
421 => 0.73720319028671
422 => 0.70134633607947
423 => 0.72781425258654
424 => 0.71011591058113
425 => 0.71528122767391
426 => 0.75248051013959
427 => 0.74800459405623
428 => 0.75379684392677
429 => 0.74357367451484
430 => 0.73402362223824
501 => 0.71619774046779
502 => 0.71092037568091
503 => 0.71237884944831
504 => 0.71091965293374
505 => 0.70094623591148
506 => 0.6987924774551
507 => 0.69520278566948
508 => 0.69631538125563
509 => 0.68956571049729
510 => 0.70230373377142
511 => 0.70466802313818
512 => 0.71393769421411
513 => 0.71490010221616
514 => 0.74071600421711
515 => 0.7264970392136
516 => 0.73603634854433
517 => 0.73518306293033
518 => 0.66684050002442
519 => 0.67625750220132
520 => 0.69090740237049
521 => 0.68430764220175
522 => 0.67497712542919
523 => 0.66744223286469
524 => 0.65602610014715
525 => 0.67209408771968
526 => 0.69322178273757
527 => 0.71543593542782
528 => 0.74212478435621
529 => 0.73616814396784
530 => 0.71493700596148
531 => 0.71588941930309
601 => 0.72177686382008
602 => 0.71415208823984
603 => 0.71190339306792
604 => 0.72146792763452
605 => 0.72153379332751
606 => 0.71276056753753
607 => 0.70301073255533
608 => 0.70296988039076
609 => 0.70123499142791
610 => 0.7259037140506
611 => 0.7394690172039
612 => 0.74102425734885
613 => 0.73936433715064
614 => 0.74000317455506
615 => 0.73210982354121
616 => 0.75015168325834
617 => 0.76670867788977
618 => 0.76227104963995
619 => 0.75561841404744
620 => 0.75031926936366
621 => 0.76102273956169
622 => 0.7605461308826
623 => 0.76656406698567
624 => 0.76629105864275
625 => 0.76426745307731
626 => 0.76227112190928
627 => 0.7701863493355
628 => 0.76790689095141
629 => 0.76562389193885
630 => 0.76104498790949
701 => 0.76166733701462
702 => 0.75501585009344
703 => 0.75193856789237
704 => 0.70566362702068
705 => 0.69329745074245
706 => 0.69718810153631
707 => 0.69846900479835
708 => 0.69308722903438
709 => 0.70080331301515
710 => 0.6996007695001
711 => 0.70427916285273
712 => 0.70135630579824
713 => 0.70147626087129
714 => 0.71007176024973
715 => 0.71256707028715
716 => 0.7112979354625
717 => 0.71218679399029
718 => 0.73267016359958
719 => 0.72975808346243
720 => 0.72821109892947
721 => 0.72863962421738
722 => 0.73387356432095
723 => 0.73533878178742
724 => 0.729130552423
725 => 0.73205838928061
726 => 0.74452474702247
727 => 0.74888726669738
728 => 0.76281033537146
729 => 0.7568955683359
730 => 0.76775237921479
731 => 0.80112251449692
801 => 0.82778088759801
802 => 0.80326474599039
803 => 0.8522194532672
804 => 0.89033771501787
805 => 0.88887467264259
806 => 0.88222787201509
807 => 0.83883124443836
808 => 0.798897020735
809 => 0.83230369455957
810 => 0.83238885504129
811 => 0.82951919213285
812 => 0.81169596226731
813 => 0.82889898236762
814 => 0.83026449563099
815 => 0.82950017132279
816 => 0.81583514277365
817 => 0.79497116989854
818 => 0.79904794025704
819 => 0.80572577326813
820 => 0.79308324223623
821 => 0.78904318753358
822 => 0.79655441787767
823 => 0.82075716707335
824 => 0.81618177753489
825 => 0.81606229562344
826 => 0.8356377523361
827 => 0.8216259499778
828 => 0.79909936138689
829 => 0.79341110067848
830 => 0.7732216072352
831 => 0.78716656226898
901 => 0.78766841637492
902 => 0.7800309070169
903 => 0.79971910317857
904 => 0.7995376729849
905 => 0.81822868503913
906 => 0.85395888006328
907 => 0.84339170321852
908 => 0.83110322625364
909 => 0.83243932442223
910 => 0.84709302356038
911 => 0.83823306255004
912 => 0.8414191663032
913 => 0.84708820101076
914 => 0.85050847040404
915 => 0.8319472002915
916 => 0.82761968034008
917 => 0.8187670932726
918 => 0.81645761854806
919 => 0.82366786599923
920 => 0.82176822053765
921 => 0.78762623748059
922 => 0.78405821028693
923 => 0.78416763658699
924 => 0.77519566255808
925 => 0.7615112486435
926 => 0.79747307135712
927 => 0.79458483370783
928 => 0.79139644287485
929 => 0.79178700255919
930 => 0.80739681093991
1001 => 0.79834233376487
1002 => 0.82241514533434
1003 => 0.81746649897061
1004 => 0.8123909385006
1005 => 0.8116893414383
1006 => 0.80973568368381
1007 => 0.80303586431966
1008 => 0.79494542984072
1009 => 0.78960342421629
1010 => 0.72836742056045
1011 => 0.73973246664553
1012 => 0.75280691620986
1013 => 0.7573201638069
1014 => 0.74959994148494
1015 => 0.80334070575224
1016 => 0.81315966124277
1017 => 0.78341740458735
1018 => 0.77785384273545
1019 => 0.80370545194102
1020 => 0.78811377135937
1021 => 0.79513470417059
1022 => 0.77995928767765
1023 => 0.81079456239768
1024 => 0.81055964926753
1025 => 0.79856403095517
1026 => 0.80870264541033
1027 => 0.80694081164969
1028 => 0.79339778811894
1029 => 0.81122390039986
1030 => 0.81123274192915
1031 => 0.79968722011074
1101 => 0.78620457826655
1102 => 0.78379420035059
1103 => 0.78197830437963
1104 => 0.79468810507819
1105 => 0.806083672642
1106 => 0.82728799867747
1107 => 0.83261927004515
1108 => 0.85342757711602
1109 => 0.8410372433934
1110 => 0.84652971785096
1111 => 0.85249257583258
1112 => 0.85535138922581
1113 => 0.85069310621392
1114 => 0.88301697213589
1115 => 0.88574609679736
1116 => 0.88666114868952
1117 => 0.87576172296881
1118 => 0.88544296405115
1119 => 0.88091343195773
1120 => 0.89269801612456
1121 => 0.89454598939504
1122 => 0.8929808217785
1123 => 0.89356739766282
1124 => 0.86598468041912
1125 => 0.86455437101961
1126 => 0.84505200086715
1127 => 0.85299936085852
1128 => 0.83814215228154
1129 => 0.84285352616751
1130 => 0.84493025488482
1201 => 0.84384548965621
1202 => 0.85344869266831
1203 => 0.84528400830327
1204 => 0.82373606386553
1205 => 0.80218224870474
1206 => 0.80191165811275
1207 => 0.79623691903735
1208 => 0.79213512206614
1209 => 0.79292527368186
1210 => 0.79570987103676
1211 => 0.79197327620576
1212 => 0.79277066816312
1213 => 0.80601268765012
1214 => 0.80866828022047
1215 => 0.79964353905941
1216 => 0.76340790103379
1217 => 0.75451558457208
1218 => 0.76090720530246
1219 => 0.75785242226643
1220 => 0.61164605272544
1221 => 0.64599507053936
1222 => 0.62558605053676
1223 => 0.63499146592782
1224 => 0.61415914139527
1225 => 0.62410141857788
1226 => 0.62226544301608
1227 => 0.67749764719954
1228 => 0.67663527230063
1229 => 0.67704804552887
1230 => 0.65734530386982
1231 => 0.68873230632043
]
'min_raw' => 0.40070513644936
'max_raw' => 0.89454598939504
'avg_raw' => 0.6476255629222
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.4007051'
'max' => '$0.894545'
'avg' => '$0.647625'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.061787919015637
'max_diff' => 0.1353295844587
'year' => 2035
]
10 => [
'items' => [
101 => 0.7041946723677
102 => 0.7013329999299
103 => 0.70205322123018
104 => 0.68967743308399
105 => 0.67716787021026
106 => 0.66329283977537
107 => 0.68907093131781
108 => 0.68620484758498
109 => 0.6927786124837
110 => 0.70949754750501
111 => 0.71195947419596
112 => 0.71526832863499
113 => 0.71408233985889
114 => 0.74233740409574
115 => 0.73891552938374
116 => 0.74716126289912
117 => 0.73019916345268
118 => 0.71100493787179
119 => 0.71465313264821
120 => 0.71430178215431
121 => 0.70982868710566
122 => 0.70579057690132
123 => 0.6990682611416
124 => 0.72033866292089
125 => 0.71947512345296
126 => 0.73345482368383
127 => 0.73098377587646
128 => 0.71448151385088
129 => 0.71507089536751
130 => 0.71903476931393
131 => 0.7327537823012
201 => 0.73682651941745
202 => 0.73493986531469
203 => 0.73940543563515
204 => 0.74293484034047
205 => 0.73984867452647
206 => 0.78354227430504
207 => 0.76539764536983
208 => 0.77424121126333
209 => 0.77635034961962
210 => 0.77094783607039
211 => 0.77211944780971
212 => 0.7738941203497
213 => 0.78466958449595
214 => 0.8129475203214
215 => 0.82547162560407
216 => 0.86315101427546
217 => 0.82443167300431
218 => 0.82213422752984
219 => 0.82892142323808
220 => 0.85104321315654
221 => 0.86897084609139
222 => 0.87491847620583
223 => 0.87570455371012
224 => 0.88686270319579
225 => 0.89325834639381
226 => 0.88550781035977
227 => 0.87894004258586
228 => 0.85541511364109
229 => 0.8581381882227
301 => 0.87689747174688
302 => 0.90339606464107
303 => 0.92613461405298
304 => 0.91817236656738
305 => 0.97891869441175
306 => 0.98494144469102
307 => 0.98410929534126
308 => 0.99783001678285
309 => 0.97059717889762
310 => 0.9589546130903
311 => 0.88036006852591
312 => 0.90244192971869
313 => 0.93453921178463
314 => 0.93029101614458
315 => 0.90698111194548
316 => 0.92611693140039
317 => 0.9197900310562
318 => 0.9147997422514
319 => 0.93766122268128
320 => 0.91252408585077
321 => 0.93428844961584
322 => 0.90637542796362
323 => 0.91820873744321
324 => 0.91149157866981
325 => 0.91583840362021
326 => 0.89042695378039
327 => 0.90413835528589
328 => 0.88985651439886
329 => 0.88984974294673
330 => 0.88953447051758
331 => 0.90633699298579
401 => 0.90688492264024
402 => 0.89446783314903
403 => 0.89267833656196
404 => 0.89929504335751
405 => 0.89154861261817
406 => 0.89517311880566
407 => 0.89165839521825
408 => 0.89086715690732
409 => 0.88456243542773
410 => 0.8818461880624
411 => 0.88291129864341
412 => 0.87927552712825
413 => 0.87708484327877
414 => 0.8890986883612
415 => 0.88268017557078
416 => 0.88811495922164
417 => 0.88192133732711
418 => 0.86045154540808
419 => 0.84810404103651
420 => 0.80754959435223
421 => 0.81905078512426
422 => 0.82667608650495
423 => 0.82415592444412
424 => 0.82957020772404
425 => 0.82990260074444
426 => 0.82814236205806
427 => 0.82610423115976
428 => 0.82511218175418
429 => 0.83250610525256
430 => 0.83679852671138
501 => 0.82744138751188
502 => 0.82524914071773
503 => 0.83470972507024
504 => 0.84048067606007
505 => 0.88309013575174
506 => 0.87993348935104
507 => 0.88785605235622
508 => 0.88696409334348
509 => 0.89526820153618
510 => 0.90884190885327
511 => 0.88124276660936
512 => 0.88603302339637
513 => 0.88485856305538
514 => 0.89768101309827
515 => 0.89772104338769
516 => 0.89003334405809
517 => 0.89420097058334
518 => 0.8918747157898
519 => 0.89607857261392
520 => 0.87989133041384
521 => 0.89960564410873
522 => 0.91078238961142
523 => 0.91093757873356
524 => 0.9162352673977
525 => 0.9216180259019
526 => 0.93194976211125
527 => 0.92132987938658
528 => 0.90222574418965
529 => 0.90360500104489
530 => 0.89240425356886
531 => 0.89259254015751
601 => 0.891587451591
602 => 0.89460379803864
603 => 0.88055324883522
604 => 0.88385088464942
605 => 0.87923417519861
606 => 0.88602298757165
607 => 0.87871934768914
608 => 0.88485799669504
609 => 0.88750723410655
610 => 0.89728297718902
611 => 0.87727546248745
612 => 0.83647878562128
613 => 0.84505474171045
614 => 0.83237022902776
615 => 0.83354422896989
616 => 0.83591589569369
617 => 0.82822854788078
618 => 0.82969505158731
619 => 0.82964265775529
620 => 0.82919115601633
621 => 0.82719137995073
622 => 0.82429130901198
623 => 0.83584429903721
624 => 0.83780737716728
625 => 0.84217105667651
626 => 0.85515440698386
627 => 0.85385706411968
628 => 0.85597308415741
629 => 0.85135382429599
630 => 0.8337585031865
701 => 0.83471401377639
702 => 0.82279878140946
703 => 0.84186635739579
704 => 0.83735090372252
705 => 0.8344397613646
706 => 0.8336454292007
707 => 0.8466609627222
708 => 0.85055541434533
709 => 0.84812865344073
710 => 0.84315129602545
711 => 0.8527092936864
712 => 0.85526661064092
713 => 0.85583909959682
714 => 0.87277403888775
715 => 0.85678557457947
716 => 0.86063415685014
717 => 0.89065969709965
718 => 0.86343067533468
719 => 0.87785449544323
720 => 0.87714852450685
721 => 0.88452726279892
722 => 0.87654325259767
723 => 0.87664222397286
724 => 0.8831940436972
725 => 0.87399319452128
726 => 0.87171493487349
727 => 0.86856753548728
728 => 0.87543976690178
729 => 0.87955935883048
730 => 0.91276024426894
731 => 0.9342095304065
801 => 0.9332783603268
802 => 0.94178751177791
803 => 0.93795406111429
804 => 0.92557483770828
805 => 0.94670466257687
806 => 0.94001830187903
807 => 0.94056951733103
808 => 0.94054900106437
809 => 0.94499484639664
810 => 0.94184455752299
811 => 0.9356350147825
812 => 0.93975719904086
813 => 0.95199861258036
814 => 0.9899963358194
815 => 1.0112603651468
816 => 0.98871621455399
817 => 1.0042668677547
818 => 0.99494201709857
819 => 0.99324741434407
820 => 1.0030143737384
821 => 1.0127984289022
822 => 1.0121752268859
823 => 1.0050725052538
824 => 1.0010603580287
825 => 1.031441680985
826 => 1.053826122207
827 => 1.0522996533828
828 => 1.0590369903383
829 => 1.0788180200176
830 => 1.0806265494676
831 => 1.0803987163254
901 => 1.0759160873832
902 => 1.0953930799938
903 => 1.1116411298946
904 => 1.0748784882987
905 => 1.0888772209601
906 => 1.0951617030628
907 => 1.1043891873114
908 => 1.1199574999447
909 => 1.1368688167554
910 => 1.1392602623756
911 => 1.1375634172669
912 => 1.1264099492296
913 => 1.1449145138779
914 => 1.1557540538634
915 => 1.1622087518663
916 => 1.1785767920424
917 => 1.0952005138848
918 => 1.0361826401349
919 => 1.0269661469205
920 => 1.0457082482928
921 => 1.0506503909592
922 => 1.0486582194473
923 => 0.98222823687152
924 => 1.0266164068102
925 => 1.0743743454009
926 => 1.0762089223225
927 => 1.1001175449524
928 => 1.1079031725283
929 => 1.1271527475202
930 => 1.1259486813633
1001 => 1.1306356465462
1002 => 1.1295581944176
1003 => 1.1652139786138
1004 => 1.2045476035175
1005 => 1.2031856051603
1006 => 1.1975309312061
1007 => 1.2059290862933
1008 => 1.2465256024413
1009 => 1.2427881257803
1010 => 1.2464187659989
1011 => 1.2942843464567
1012 => 1.3565164098514
1013 => 1.3276033684075
1014 => 1.390336348837
1015 => 1.429823434685
1016 => 1.4981122666182
1017 => 1.4895621685306
1018 => 1.5161465096755
1019 => 1.4742557084944
1020 => 1.3780659614547
1021 => 1.3628435657862
1022 => 1.3933191874071
1023 => 1.4682405293946
1024 => 1.3909596477255
1025 => 1.4065934694363
1026 => 1.4020909277319
1027 => 1.401851006419
1028 => 1.4110078271004
1029 => 1.3977253811144
1030 => 1.3436103067011
1031 => 1.3684109264026
1101 => 1.3588342161123
1102 => 1.3694602901704
1103 => 1.426804829336
1104 => 1.4014514416478
1105 => 1.3747437072603
1106 => 1.408241133103
1107 => 1.4508948671651
1108 => 1.4482256731436
1109 => 1.4430463211054
1110 => 1.4722420573627
1111 => 1.5204648601118
1112 => 1.5334992899199
1113 => 1.5431210395271
1114 => 1.5444477162371
1115 => 1.5581133108755
1116 => 1.4846299643316
1117 => 1.601249922483
1118 => 1.6213869676944
1119 => 1.6176020377897
1120 => 1.6399835160457
1121 => 1.6333983173795
1122 => 1.6238573976981
1123 => 1.659336801411
1124 => 1.6186625280944
1125 => 1.5609305178702
1126 => 1.5292575952516
1127 => 1.5709670547376
1128 => 1.5964375661862
1129 => 1.613271954025
1130 => 1.6183660296134
1201 => 1.4903342673436
1202 => 1.4213322484472
1203 => 1.46556175145
1204 => 1.5195247976707
1205 => 1.4843301968852
1206 => 1.4857097586038
1207 => 1.4355315068621
1208 => 1.5239644595342
1209 => 1.5110805221681
1210 => 1.5779224120149
1211 => 1.5619700585633
1212 => 1.6164770249461
1213 => 1.6021235139701
1214 => 1.6617041355374
1215 => 1.6854724585615
1216 => 1.725383172163
1217 => 1.7547416555542
1218 => 1.7719815185397
1219 => 1.7709465018312
1220 => 1.8392594278456
1221 => 1.7989776820468
1222 => 1.7483743156448
1223 => 1.7474590603982
1224 => 1.773667260913
1225 => 1.8285924593234
1226 => 1.842833764142
1227 => 1.8507927107011
1228 => 1.838603306993
1229 => 1.794880358947
1230 => 1.7760010116611
1231 => 1.792086762536
]
'min_raw' => 0.66329283977537
'max_raw' => 1.8507927107011
'avg_raw' => 1.2570427752383
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.663292'
'max' => '$1.85'
'avg' => '$1.25'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.262587703326
'max_diff' => 0.9562467213061
'year' => 2036
]
11 => [
'items' => [
101 => 1.7724152714803
102 => 1.806373783888
103 => 1.8530060745706
104 => 1.8433766909487
105 => 1.8755662766788
106 => 1.9088791114662
107 => 1.9565179613854
108 => 1.9689725208157
109 => 1.9895594339496
110 => 2.0107501300131
111 => 2.0175560104834
112 => 2.0305505480419
113 => 2.0304820604147
114 => 2.0696419739805
115 => 2.1128365713252
116 => 2.1291415318656
117 => 2.1666338895675
118 => 2.102429540892
119 => 2.1511292768887
120 => 2.1950576577913
121 => 2.1426844311247
122 => 2.2148687226878
123 => 2.2176714751561
124 => 2.2599897098461
125 => 2.217092071795
126 => 2.1916195912544
127 => 2.2651576881338
128 => 2.3007404567853
129 => 2.2900226372853
130 => 2.2084595016861
131 => 2.1609862583598
201 => 2.0367396236704
202 => 2.1839151295152
203 => 2.2556000252439
204 => 2.2082738551239
205 => 2.2321424225335
206 => 2.3623615869113
207 => 2.4119406136399
208 => 2.4016285226639
209 => 2.4033710962874
210 => 2.4301230391871
211 => 2.5487558865686
212 => 2.4776683345298
213 => 2.5320121044637
214 => 2.5608358440857
215 => 2.587608939811
216 => 2.5218626784334
217 => 2.4363277583856
218 => 2.4092352586948
219 => 2.2035682002023
220 => 2.1928623366411
221 => 2.1868528110032
222 => 2.1489636019211
223 => 2.1191930623103
224 => 2.0955184239025
225 => 2.0333891028751
226 => 2.0543559248965
227 => 1.9553347545758
228 => 2.0186849902522
301 => 1.8606448114706
302 => 1.9922653685492
303 => 1.9206302833837
304 => 1.9687313164529
305 => 1.9685634964799
306 => 1.8799942441531
307 => 1.8289093478042
308 => 1.8614626320116
309 => 1.8963623367649
310 => 1.9020246964445
311 => 1.9472730746326
312 => 1.9599009243743
313 => 1.9216379501191
314 => 1.8573697800432
315 => 1.872297810151
316 => 1.8286068317505
317 => 1.7520400726529
318 => 1.8070316557642
319 => 1.8258082000476
320 => 1.8341009916793
321 => 1.7588063778585
322 => 1.7351471754704
323 => 1.7225512146389
324 => 1.8476501909082
325 => 1.8545033952232
326 => 1.8194414330022
327 => 1.9779248269529
328 => 1.9420551538867
329 => 1.9821303669849
330 => 1.8709432478869
331 => 1.8751907455697
401 => 1.8225529815361
402 => 1.8520266121383
403 => 1.8311956000081
404 => 1.8496454340497
405 => 1.8607041885027
406 => 1.9133333151972
407 => 1.9928663086367
408 => 1.9054722786958
409 => 1.867393448345
410 => 1.8910173405312
411 => 1.953930878543
412 => 2.0492481091158
413 => 1.9928183901787
414 => 2.0178609412042
415 => 2.0233316245377
416 => 1.9817224389353
417 => 2.0507822991397
418 => 2.0877920392646
419 => 2.125756374546
420 => 2.1587197431344
421 => 2.110592584181
422 => 2.1620955430184
423 => 2.1205932496915
424 => 2.0833614021491
425 => 2.0834178674932
426 => 2.0600617856593
427 => 2.0148064340506
428 => 2.0064606528722
429 => 2.0498764605178
430 => 2.0846918267573
501 => 2.0875593870752
502 => 2.1068349627035
503 => 2.1182420498061
504 => 2.2300470105945
505 => 2.2750158907228
506 => 2.3300029861263
507 => 2.3514235586889
508 => 2.4158918024019
509 => 2.3638284597488
510 => 2.3525642280721
511 => 2.1961853562262
512 => 2.2217923877304
513 => 2.2627917158798
514 => 2.1968614200464
515 => 2.2386790176905
516 => 2.2469346972832
517 => 2.1946211338225
518 => 2.2225640684025
519 => 2.1483559186606
520 => 1.9944838435136
521 => 2.050953602746
522 => 2.0925343530565
523 => 2.0331934954939
524 => 2.1395596858665
525 => 2.0774227532947
526 => 2.0577283287682
527 => 1.980893357121
528 => 2.0171565060892
529 => 2.0662029343069
530 => 2.0358979439277
531 => 2.0987853492819
601 => 2.1878506867218
602 => 2.2513239501141
603 => 2.2561966391267
604 => 2.2153875831439
605 => 2.2807843557963
606 => 2.2812606998898
607 => 2.2074928731842
608 => 2.162310490068
609 => 2.1520449575594
610 => 2.177690270442
611 => 2.2088284146673
612 => 2.2579245894208
613 => 2.2875923795765
614 => 2.3649502417225
615 => 2.3858810611955
616 => 2.4088776859684
617 => 2.4396082685614
618 => 2.4765082121239
619 => 2.395773236324
620 => 2.3989809874214
621 => 2.3238016958084
622 => 2.2434618409189
623 => 2.3044297762757
624 => 2.3841372415302
625 => 2.3658522609319
626 => 2.3637948270863
627 => 2.36725486013
628 => 2.3534685818905
629 => 2.2911137563567
630 => 2.2597995533354
701 => 2.300202864338
702 => 2.3216754259914
703 => 2.3549774965117
704 => 2.3508723133986
705 => 2.4366548706776
706 => 2.4699873785063
707 => 2.4614594966253
708 => 2.4630288321263
709 => 2.5233757453821
710 => 2.5904939242118
711 => 2.6533589557096
712 => 2.7173079658651
713 => 2.6402149381503
714 => 2.6010718531137
715 => 2.6414575252946
716 => 2.6200283191659
717 => 2.7431668938969
718 => 2.7516927416413
719 => 2.8748224120518
720 => 2.9916871312798
721 => 2.9182864949816
722 => 2.9874999889735
723 => 3.0623600257847
724 => 3.2067771823968
725 => 3.1581425647067
726 => 3.1208892097577
727 => 3.0856849693377
728 => 3.1589394051358
729 => 3.2531800665218
730 => 3.2734786023585
731 => 3.3063699850515
801 => 3.2717887179167
802 => 3.3134380451789
803 => 3.460478472056
804 => 3.4207468507521
805 => 3.3643215613236
806 => 3.4803958564304
807 => 3.5224026926022
808 => 3.8172286680064
809 => 4.1894586406079
810 => 4.0353529877571
811 => 3.9396946360743
812 => 3.9621766177662
813 => 4.0981024029805
814 => 4.1417574511225
815 => 4.0230879814749
816 => 4.0650040443372
817 => 4.2959656718046
818 => 4.4198691748047
819 => 4.25159157527
820 => 3.7873203521401
821 => 3.359241081373
822 => 3.4727869806413
823 => 3.4599143994037
824 => 3.7080538550676
825 => 3.4197992647241
826 => 3.4246527327554
827 => 3.6779234495782
828 => 3.6103551644892
829 => 3.5009031961371
830 => 3.3600402018688
831 => 3.0996419287139
901 => 2.8689999164376
902 => 3.3213420161947
903 => 3.3018362023224
904 => 3.2735888932357
905 => 3.3364502229301
906 => 3.6416869964261
907 => 3.634650300842
908 => 3.5898864336896
909 => 3.623839432394
910 => 3.4949510713039
911 => 3.5281685366902
912 => 3.3591732714294
913 => 3.435566189193
914 => 3.5006683613704
915 => 3.5137385862892
916 => 3.5431864704133
917 => 3.2915575247628
918 => 3.4045315339222
919 => 3.4708931800702
920 => 3.1710688485161
921 => 3.4649666170441
922 => 3.2871772246429
923 => 3.2268328345548
924 => 3.3080786060395
925 => 3.2764170498778
926 => 3.249196303119
927 => 3.2340066587157
928 => 3.2936645865255
929 => 3.2908814728865
930 => 3.1932695238849
1001 => 3.0659387155844
1002 => 3.1086751143414
1003 => 3.0931485800171
1004 => 3.0368784166631
1005 => 3.0747977126783
1006 => 2.9078203235441
1007 => 2.6205444042683
1008 => 2.8103276760413
1009 => 2.8030212265225
1010 => 2.799336983354
1011 => 2.9419538668671
1012 => 2.9282445442486
1013 => 2.9033619894541
1014 => 3.0364214290312
1015 => 2.9878529436835
1016 => 3.1375295713507
1017 => 3.2361162788097
1018 => 3.2111115008522
1019 => 3.3038327757283
1020 => 3.1096596746534
1021 => 3.1741561899578
1022 => 3.1874488323737
1023 => 3.0347794962011
1024 => 2.9304875589751
1025 => 2.9235324757772
1026 => 2.7427046289415
1027 => 2.8393014051298
1028 => 2.9243025707292
1029 => 2.883593608764
1030 => 2.8707063675515
1031 => 2.9365444880048
1101 => 2.9416606738294
1102 => 2.8250110948396
1103 => 2.8492662361233
1104 => 2.9504142073581
1105 => 2.8467175667672
1106 => 2.645251932849
1107 => 2.595285670157
1108 => 2.588619249653
1109 => 2.453106782358
1110 => 2.5986246547531
1111 => 2.5351022038161
1112 => 2.7357688652102
1113 => 2.6211491444188
1114 => 2.616208117343
1115 => 2.6087390302269
1116 => 2.4920978516765
1117 => 2.5176348568455
1118 => 2.6025237514226
1119 => 2.6328130653496
1120 => 2.629653641754
1121 => 2.6021077495282
1122 => 2.6147181179314
1123 => 2.5740957275612
1124 => 2.5597511160396
1125 => 2.514475576281
1126 => 2.4479330405229
1127 => 2.4571861882491
1128 => 2.3253480131108
1129 => 2.2535155781139
1130 => 2.2336333068431
1201 => 2.2070459027624
1202 => 2.2366364248804
1203 => 2.3249745321253
1204 => 2.218420032813
1205 => 2.0357398176712
1206 => 2.0467192098732
1207 => 2.0713866443402
1208 => 2.0254190434023
1209 => 1.9819145668829
1210 => 2.0197381795868
1211 => 1.9423341642005
1212 => 2.0807405497976
1213 => 2.0769970449466
1214 => 2.1285863865037
1215 => 2.1608462604992
1216 => 2.0864976951978
1217 => 2.0677992320843
1218 => 2.0784507264715
1219 => 1.9024052507485
1220 => 2.1141997153199
1221 => 2.1160313226445
1222 => 2.1003479887305
1223 => 2.2131220026942
1224 => 2.4511103472549
1225 => 2.3615695589722
1226 => 2.3268966593645
1227 => 2.2609834518645
1228 => 2.3488088873192
1229 => 2.3420652641665
1230 => 2.3115680428268
1231 => 2.2931232282035
]
'min_raw' => 1.7225512146389
'max_raw' => 4.4198691748047
'avg_raw' => 3.0712101947218
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.72'
'max' => '$4.41'
'avg' => '$3.07'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.0592583748635
'max_diff' => 2.5690764641035
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.054068914312331
]
1 => [
'year' => 2028
'avg' => 0.092797953277938
]
2 => [
'year' => 2029
'avg' => 0.25350728315152
]
3 => [
'year' => 2030
'avg' => 0.19558049141703
]
4 => [
'year' => 2031
'avg' => 0.19208428059499
]
5 => [
'year' => 2032
'avg' => 0.33678419503087
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.054068914312331
'min' => '$0.054068'
'max_raw' => 0.33678419503087
'max' => '$0.336784'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.33678419503087
]
1 => [
'year' => 2033
'avg' => 0.86624358072979
]
2 => [
'year' => 2034
'avg' => 0.54906681118503
]
3 => [
'year' => 2035
'avg' => 0.6476255629222
]
4 => [
'year' => 2036
'avg' => 1.2570427752383
]
5 => [
'year' => 2037
'avg' => 3.0712101947218
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.33678419503087
'min' => '$0.336784'
'max_raw' => 3.0712101947218
'max' => '$3.07'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 3.0712101947218
]
]
]
]
'prediction_2025_max_price' => '$0.092448'
'last_price' => 0.08964
'sma_50day_nextmonth' => '$0.080922'
'sma_200day_nextmonth' => '$0.215272'
'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' => '$0.085885'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.083417'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.080486'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.079034'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.099396'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.144414'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.264588'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.086316'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.08433'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.082077'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.084017'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.103252'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.151176'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.229536'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.197069'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.331891'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.433474'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.90793'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.087174'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.091185'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.1152053'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.180957'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.2948069'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.4837078'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$1.01'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '53.40'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 121.03
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.0805018'
'vwma_10_action' => 'BUY'
'hma_9' => '0.086995'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 279.34
'cci_20_action' => 'SELL'
'adx_14' => 26.52
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.0053019'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 73.45
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.017847'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 17
'buy_signals' => 17
'sell_pct' => 50
'buy_pct' => 50
'overall_action' => 'neutral'
'overall_action_label' => 'Neutro'
'overall_action_dir' => 0
'last_updated' => 1767707020
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Kava para 2026
A previsão de preço para Kava em 2026 sugere que o preço médio poderia variar entre $0.03097 na extremidade inferior e $0.092448 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Kava poderia potencialmente ganhar 3.13% até 2026 se KAVA atingir a meta de preço prevista.
Previsão de preço de Kava 2027-2032
A previsão de preço de KAVA para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.054068 na extremidade inferior e $0.336784 na extremidade superior. Considerando a volatilidade de preços no mercado, se Kava atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Kava | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.029814 | $0.054068 | $0.078323 |
| 2028 | $0.0538066 | $0.092797 | $0.131789 |
| 2029 | $0.118197 | $0.2535072 | $0.388816 |
| 2030 | $0.100522 | $0.19558 | $0.290638 |
| 2031 | $0.118848 | $0.192084 | $0.26532 |
| 2032 | $0.181412 | $0.336784 | $0.492155 |
Previsão de preço de Kava 2032-2037
A previsão de preço de Kava para 2032-2037 é atualmente estimada entre $0.336784 na extremidade inferior e $3.07 na extremidade superior. Comparado ao preço atual, Kava poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Kava | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.181412 | $0.336784 | $0.492155 |
| 2033 | $0.421563 | $0.866243 | $1.31 |
| 2034 | $0.338917 | $0.549066 | $0.759216 |
| 2035 | $0.4007051 | $0.647625 | $0.894545 |
| 2036 | $0.663292 | $1.25 | $1.85 |
| 2037 | $1.72 | $3.07 | $4.41 |
Kava Histograma de preços potenciais
Previsão de preço de Kava baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Kava é Neutro, com 17 indicadores técnicos mostrando sinais de alta e 17 indicando sinais de baixa. A previsão de preço de KAVA 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 Kava
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Kava está projetado para aumentar no próximo mês, alcançando $0.215272 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Kava é esperado para alcançar $0.080922 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 53.40, sugerindo que o mercado de KAVA está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de KAVA 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 | $0.085885 | BUY |
| SMA 5 | $0.083417 | BUY |
| SMA 10 | $0.080486 | BUY |
| SMA 21 | $0.079034 | BUY |
| SMA 50 | $0.099396 | SELL |
| SMA 100 | $0.144414 | SELL |
| SMA 200 | $0.264588 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.086316 | BUY |
| EMA 5 | $0.08433 | BUY |
| EMA 10 | $0.082077 | BUY |
| EMA 21 | $0.084017 | BUY |
| EMA 50 | $0.103252 | SELL |
| EMA 100 | $0.151176 | SELL |
| EMA 200 | $0.229536 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.197069 | SELL |
| SMA 50 | $0.331891 | SELL |
| SMA 100 | $0.433474 | SELL |
| SMA 200 | $0.90793 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.180957 | SELL |
| EMA 50 | $0.2948069 | SELL |
| EMA 100 | $0.4837078 | SELL |
| EMA 200 | $1.01 | SELL |
Osciladores de Kava
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 53.40 | NEUTRAL |
| Stoch RSI (14) | 121.03 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 279.34 | SELL |
| Índice Direcional Médio (14) | 26.52 | SELL |
| Oscilador Impressionante (5, 34) | -0.0053019 | NEUTRAL |
| Momentum (10) | 0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 73.45 | SELL |
| VWMA (10) | 0.0805018 | BUY |
| Média Móvel de Hull (9) | 0.086995 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.017847 | SELL |
Previsão do preço de Kava com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Kava
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Kava por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.125959 | $0.176993 | $0.2487056 | $0.349472 | $0.491067 | $0.690032 |
| Amazon.com stock | $0.187039 | $0.390268 | $0.814318 | $1.69 | $3.54 | $7.39 |
| Apple stock | $0.127147 | $0.180349 | $0.255811 | $0.362848 | $0.514673 | $0.730024 |
| Netflix stock | $0.141437 | $0.223166 | $0.352122 | $0.555593 | $0.876639 | $1.38 |
| Google stock | $0.116083 | $0.150327 | $0.194673 | $0.2521012 | $0.326469 | $0.422777 |
| Tesla stock | $0.2032071 | $0.460655 | $1.04 | $2.36 | $5.36 | $12.16 |
| Kodak stock | $0.06722 | $0.0504082 | $0.03780079 | $0.028346 | $0.021256 | $0.01594 |
| Nokia stock | $0.059382 | $0.039338 | $0.02606 | $0.017263 | $0.011436 | $0.007576 |
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 Kava
Você pode fazer perguntas como: 'Devo investir em Kava agora?', 'Devo comprar KAVA hoje?', 'Kava será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Kava regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Kava, 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 Kava para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Kava é de $0.08963 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 Kava
com base no histórico de preços de 4 horas
Previsão de longo prazo para Kava
com base no histórico de preços de 1 mês
Previsão do preço de Kava com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Kava tiver 1% da média anterior do crescimento anual do Bitcoin | $0.09197 | $0.09436 | $0.096813 | $0.099329 |
| Se Kava tiver 2% da média anterior do crescimento anual do Bitcoin | $0.094300063 | $0.0992023 | $0.104359 | $0.109784 |
| Se Kava tiver 5% da média anterior do crescimento anual do Bitcoin | $0.10129 | $0.114454 | $0.129329 | $0.146138 |
| Se Kava tiver 10% da média anterior do crescimento anual do Bitcoin | $0.11294 | $0.142297 | $0.179284 | $0.225886 |
| Se Kava tiver 20% da média anterior do crescimento anual do Bitcoin | $0.13624 | $0.207067 | $0.314714 | $0.478322 |
| Se Kava tiver 50% da média anterior do crescimento anual do Bitcoin | $0.206141 | $0.474055 | $1.09 | $2.50 |
| Se Kava tiver 100% da média anterior do crescimento anual do Bitcoin | $0.322643 | $1.16 | $4.17 | $15.04 |
Perguntas Frequentes sobre Kava
KAVA é um bom investimento?
A decisão de adquirir Kava depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Kava experimentou uma escalada de 6.761% nas últimas 24 horas, e Kava registrou um declínio de -72.03% durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Kava dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Kava pode subir?
Parece que o valor médio de Kava pode potencialmente subir para $0.092448 até o final deste ano. Observando as perspectivas de Kava em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.290638. 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 Kava na próxima semana?
Com base na nossa nova previsão experimental de Kava, o preço de Kava aumentará 0.86% na próxima semana e atingirá $0.090407 até 13 de janeiro de 2026.
Qual será o preço de Kava no próximo mês?
Com base na nossa nova previsão experimental de Kava, o preço de Kava diminuirá -11.62% no próximo mês e atingirá $0.079225 até 5 de fevereiro de 2026.
Até onde o preço de Kava pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Kava em 2026, espera-se que KAVA fluctue dentro do intervalo de $0.03097 e $0.092448. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Kava não considera flutuações repentinas e extremas de preço.
Onde estará Kava em 5 anos?
O futuro de Kava parece seguir uma tendência de alta, com um preço máximo de $0.290638 projetada após um período de cinco anos. Com base na previsão de Kava para 2030, o valor de Kava pode potencialmente atingir seu pico mais alto de aproximadamente $0.290638, enquanto seu pico mais baixo está previsto para cerca de $0.100522.
Quanto será Kava em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Kava, espera-se que o valor de KAVA em 2026 aumente 3.13% para $0.092448 se o melhor cenário ocorrer. O preço ficará entre $0.092448 e $0.03097 durante 2026.
Quanto será Kava em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Kava, o valor de KAVA pode diminuir -12.62% para $0.078323 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.078323 e $0.029814 ao longo do ano.
Quanto será Kava em 2028?
Nosso novo modelo experimental de previsão de preços de Kava sugere que o valor de KAVA em 2028 pode aumentar 47.02%, alcançando $0.131789 no melhor cenário. O preço é esperado para variar entre $0.131789 e $0.0538066 durante o ano.
Quanto será Kava em 2029?
Com base no nosso modelo de previsão experimental, o valor de Kava pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.388816 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.388816 e $0.118197.
Quanto será Kava em 2030?
Usando nossa nova simulação experimental para previsões de preços de Kava, espera-se que o valor de KAVA em 2030 aumente 224.23%, alcançando $0.290638 no melhor cenário. O preço está previsto para variar entre $0.290638 e $0.100522 ao longo de 2030.
Quanto será Kava em 2031?
Nossa simulação experimental indica que o preço de Kava poderia aumentar 195.98% em 2031, potencialmente atingindo $0.26532 sob condições ideais. O preço provavelmente oscilará entre $0.26532 e $0.118848 durante o ano.
Quanto será Kava em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Kava, KAVA poderia ver um 449.04% aumento em valor, atingindo $0.492155 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.492155 e $0.181412 ao longo do ano.
Quanto será Kava em 2033?
De acordo com nossa previsão experimental de preços de Kava, espera-se que o valor de KAVA seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $1.31. Ao longo do ano, o preço de KAVA poderia variar entre $1.31 e $0.421563.
Quanto será Kava em 2034?
Os resultados da nossa nova simulação de previsão de preços de Kava sugerem que KAVA pode aumentar 746.96% em 2034, atingindo potencialmente $0.759216 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.759216 e $0.338917.
Quanto será Kava em 2035?
Com base em nossa previsão experimental para o preço de Kava, KAVA poderia aumentar 897.93%, com o valor potencialmente atingindo $0.894545 em 2035. A faixa de preço esperada para o ano está entre $0.894545 e $0.4007051.
Quanto será Kava em 2036?
Nossa recente simulação de previsão de preços de Kava sugere que o valor de KAVA pode aumentar 1964.7% em 2036, possivelmente atingindo $1.85 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $1.85 e $0.663292.
Quanto será Kava em 2037?
De acordo com a simulação experimental, o valor de Kava poderia aumentar 4830.69% em 2037, com um pico de $4.41 sob condições favoráveis. O preço é esperado para cair entre $4.41 e $1.72 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Cheelee
Previsão de Preço do JasmyCoin
Previsão de Preço do SATS (Ordinals)
Previsão de Preço do IOTA
Previsão de Preço do PancakeSwap Token
Previsão de Preço do Akash Network
Previsão de Preço do dYdX
Previsão de Preço do Gnosis
Previsão de Preço do Frax Ether
Previsão de Preço do Helium
Previsão de Preço do DeXe
Previsão de Preço do Echelon Prime
Previsão de Preço do Klaytn
Previsão de Preço do Axelar
Previsão de Preço do AIOZ Network
Previsão de Preço do Oasis Network
Previsão de Preço do Osmosis
Previsão de Preço do Kelp DAO Restaked ETH
Previsão de Preço do Bitcoin Gold
Previsão de Preço do Dymension
Previsão de Preço do Blur
Previsão de Preço do Illuvium
Previsão de Preço do Lido Staked SOL
Previsão de Preço do Astar
Previsão de Preço do NEXO
Como ler e prever os movimentos de preço de Kava?
Traders de Kava 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 Kava
Médias móveis são ferramentas populares para a previsão de preço de Kava. Uma média móvel simples (SMA) calcula o preço médio de fechamento de KAVA 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 KAVA 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 KAVA.
Como ler gráficos de Kava 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 Kava 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 KAVA 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 Kava?
A ação de preço de Kava 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 KAVA. A capitalização de mercado de Kava pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de KAVA, grandes detentores de Kava, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Kava.
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


