Previsão de Preço Kava - Projeção KAVA
$0.08721
4.1756%
Add to portfolio
Add to favorites
Sentiment
Altista 50%
Baixista 50%
SMA 50
$0.099347
SMA 200
$0.264576
RSI (14)
50.69
Momentum (10)
0.01
MACD (12, 26)
0
Hull Moving Average (9)
0.086268
Previsão de Preço Kava até $0.089951 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.030134 | $0.089951 |
| 2027 | $0.0290093 | $0.0762078 |
| 2028 | $0.052353 | $0.128229 |
| 2029 | $0.1150054 | $0.378315 |
| 2030 | $0.0978071 | $0.282789 |
| 2031 | $0.115638 | $0.258154 |
| 2032 | $0.176513 | $0.478863 |
| 2033 | $0.410178 | $1.27 |
| 2034 | $0.329763 | $0.738711 |
| 2035 | $0.389882 | $0.870386 |
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 $3,954.53, com um retorno de 39.55% nos próximos 90 dias.
$
≈ $3,954.53
(39.55% ROI)
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' => 0.08721
'ticker' => 'KAVA'
'marketcap' => '$94.42M'
'low24h' => '$0.08331'
'high24h' => '$0.08831'
'volume24h' => '$4.08M'
'current_supply' => '1.08B'
'max_supply' => '1.08B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.08721'
'change_24h_pct' => '4.1756%'
'ath_price' => '$9.12'
'ath_days' => 1590
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '30 de ago. de 2021'
'ath_pct' => '-99.04%'
'fdv' => '$94.42M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-72.79%'
'change_30d_pct_is_increased' => false
'max_price' => '$4.30'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.087965'
'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' => '$0.0770858'
'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' => '$0.030134'
'current_year_max_price_prediction' => '$0.089951'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.0978071'
'grand_prediction_max_price' => '$0.282789'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.088871754172806
107 => 0.089203569042441
108 => 0.089951164886614
109 => 0.083563040250934
110 => 0.086431120666869
111 => 0.088115849208438
112 => 0.08050418436668
113 => 0.087965391067885
114 => 0.083451837213321
115 => 0.081919869243779
116 => 0.083982462293335
117 => 0.083178667775985
118 => 0.082487612450366
119 => 0.082101991704832
120 => 0.083616532400339
121 => 0.083545877266626
122 => 0.081067794729096
123 => 0.077835237078454
124 => 0.078920189531097
125 => 0.078526016133568
126 => 0.077097480891544
127 => 0.078060141162666
128 => 0.07382107251986
129 => 0.066527975247528
130 => 0.071346018699242
131 => 0.071160529267373
201 => 0.071066997084549
202 => 0.074687623577572
203 => 0.074339583882333
204 => 0.07370788842746
205 => 0.077085879309134
206 => 0.075852867196934
207 => 0.079652719992543
208 => 0.082155548802802
209 => 0.08152075045849
210 => 0.083874673051759
211 => 0.07894518464431
212 => 0.080582562956517
213 => 0.080920024357355
214 => 0.077044195426006
215 => 0.074396527480754
216 => 0.07421995821443
217 => 0.069629266868481
218 => 0.072081577130721
219 => 0.074239508677998
220 => 0.073206026929105
221 => 0.072878857481795
222 => 0.074550295233709
223 => 0.074680180261929
224 => 0.071718787853915
225 => 0.072334555110642
226 => 0.074902406933983
227 => 0.072269851833123
228 => 0.067155227297586
301 => 0.065886729697557
302 => 0.065717488734664
303 => 0.06227722263757
304 => 0.065971496772748
305 => 0.064358847112351
306 => 0.069453188067035
307 => 0.066543327835218
308 => 0.066417889576489
309 => 0.066228271250627
310 => 0.063267092105256
311 => 0.06391540214534
312 => 0.066070483458987
313 => 0.066839440750425
314 => 0.066759232205046
315 => 0.066059922384849
316 => 0.06638006283949
317 => 0.065348778890764
318 => 0.06498461106415
319 => 0.063835197231104
320 => 0.062145876430201
321 => 0.062380786848773
322 => 0.059033800307353
323 => 0.057210184401566
324 => 0.056705431553716
325 => 0.056030454950497
326 => 0.056781671957094
327 => 0.059024318715008
328 => 0.056319210920913
329 => 0.051681493349185
330 => 0.051960228077532
331 => 0.052586462255044
401 => 0.051419479008204
402 => 0.05031502730255
403 => 0.051275258453617
404 => 0.049310196380526
405 => 0.052823930618382
406 => 0.052728893954375
407 => 0.05403859679038
408 => 0.054857580851542
409 => 0.052970087739802
410 => 0.052495388326524
411 => 0.052765798686213
412 => 0.048296517787076
413 => 0.053673361191682
414 => 0.053719860356723
415 => 0.053321706275178
416 => 0.056184709396715
417 => 0.062226538976225
418 => 0.059953359656382
419 => 0.05907311591653
420 => 0.057399771923616
421 => 0.059629403440838
422 => 0.059458202527986
423 => 0.058683967074048
424 => 0.058215707055744
425 => 0.059078490497104
426 => 0.058108798639358
427 => 0.057934615336357
428 => 0.056879254033471
429 => 0.05650253806422
430 => 0.056223632558082
501 => 0.055916585000513
502 => 0.056593855401026
503 => 0.055059071571122
504 => 0.053208272728971
505 => 0.053054398831167
506 => 0.053479258191735
507 => 0.053291289551743
508 => 0.053053498909635
509 => 0.052599491815424
510 => 0.052464797608898
511 => 0.052902488435768
512 => 0.052408361011192
513 => 0.053137472942667
514 => 0.052939194840909
515 => 0.051831629482441
516 => 0.050451192972573
517 => 0.050438904192072
518 => 0.050141491410391
519 => 0.049762691516608
520 => 0.049657318051926
521 => 0.051194390464377
522 => 0.054376084357444
523 => 0.053751441714753
524 => 0.05420281004005
525 => 0.056423095464862
526 => 0.057128857435097
527 => 0.056627924305512
528 => 0.055942216141527
529 => 0.055972383820714
530 => 0.05831565619503
531 => 0.0584618032187
601 => 0.058831069598696
602 => 0.059305681251658
603 => 0.056708752722291
604 => 0.055850068720519
605 => 0.055443176602505
606 => 0.054190106366089
607 => 0.055541435185941
608 => 0.054754073752283
609 => 0.05486031570978
610 => 0.054791125495584
611 => 0.054828908031157
612 => 0.052822948458053
613 => 0.053553814696361
614 => 0.052338607821336
615 => 0.050711582229051
616 => 0.050706127868757
617 => 0.051104340077463
618 => 0.050867467873679
619 => 0.050230050863838
620 => 0.050320592941563
621 => 0.049527349067845
622 => 0.050416907109976
623 => 0.050442416451633
624 => 0.050099888150858
625 => 0.051470375050115
626 => 0.052031864650951
627 => 0.051806405185715
628 => 0.052016045813842
629 => 0.053777398436649
630 => 0.054064575767369
701 => 0.054192120967806
702 => 0.054021227295722
703 => 0.052048240106426
704 => 0.05213575047806
705 => 0.05149365743505
706 => 0.050951156475803
707 => 0.05097285366913
708 => 0.051251769682371
709 => 0.052469812270402
710 => 0.055033111089379
711 => 0.055130386405813
712 => 0.055248286927051
713 => 0.054768726255121
714 => 0.054624086167689
715 => 0.054814903777786
716 => 0.055777544042345
717 => 0.058253716157073
718 => 0.057378471553753
719 => 0.05666688406726
720 => 0.057291138135523
721 => 0.057195039114779
722 => 0.056383866669064
723 => 0.056361099760206
724 => 0.05480420048936
725 => 0.054228650277809
726 => 0.05374767744185
727 => 0.053222467661097
728 => 0.052911105697876
729 => 0.053389499184866
730 => 0.053498913435526
731 => 0.052452897715335
801 => 0.052310329637834
802 => 0.053164528654759
803 => 0.052788627515159
804 => 0.053175251159137
805 => 0.053264951160936
806 => 0.053250507394681
807 => 0.052858023432968
808 => 0.053108181006123
809 => 0.052516483770048
810 => 0.051873101895868
811 => 0.051462664344249
812 => 0.051104503143819
813 => 0.051303231794269
814 => 0.050594800441835
815 => 0.050368158994285
816 => 0.053023433249062
817 => 0.054984912890074
818 => 0.054956392199262
819 => 0.054782779828873
820 => 0.054524827062459
821 => 0.055758673190793
822 => 0.055328825871213
823 => 0.055641575711153
824 => 0.055721183671487
825 => 0.055962132991034
826 => 0.056048251662479
827 => 0.055787941224111
828 => 0.054914307598705
829 => 0.052737295666786
830 => 0.051723890735747
831 => 0.051389450228909
901 => 0.05140160650614
902 => 0.051066282112109
903 => 0.051165050174336
904 => 0.051031934610764
905 => 0.050779845937471
906 => 0.05128766602906
907 => 0.051346187563944
908 => 0.051227656286569
909 => 0.051255574693286
910 => 0.050274186341991
911 => 0.050348799166877
912 => 0.049933345476575
913 => 0.049855452918012
914 => 0.04880522216662
915 => 0.046944586157148
916 => 0.047975559122703
917 => 0.046730288757049
918 => 0.046258686000651
919 => 0.048491180100164
920 => 0.048267099612321
921 => 0.047883571222579
922 => 0.047316252799831
923 => 0.047105828878315
924 => 0.045827359743301
925 => 0.045751820966437
926 => 0.04638546479132
927 => 0.046093059968489
928 => 0.045682412854869
929 => 0.044195090635965
930 => 0.042522848026454
1001 => 0.042573322519493
1002 => 0.043105231780399
1003 => 0.044651829694219
1004 => 0.044047547132874
1005 => 0.043609133201274
1006 => 0.04352703145056
1007 => 0.044554706752405
1008 => 0.046009082609148
1009 => 0.046691443221307
1010 => 0.046015244578258
1011 => 0.045238463986244
1012 => 0.045285743021625
1013 => 0.045600269262635
1014 => 0.045633321523404
1015 => 0.045127717212338
1016 => 0.045270041864309
1017 => 0.045053837703526
1018 => 0.043726993167884
1019 => 0.043702994757704
1020 => 0.043377365710399
1021 => 0.04336750579226
1022 => 0.042813529550821
1023 => 0.042736024445187
1024 => 0.041636070993857
1025 => 0.042360063686488
1026 => 0.041874447399594
1027 => 0.041142509109942
1028 => 0.041016322672922
1029 => 0.04101252935625
1030 => 0.041764066321316
1031 => 0.042351281539485
1101 => 0.041882894902815
1102 => 0.041776252344938
1103 => 0.042914915863376
1104 => 0.042770010551507
1105 => 0.042644523485966
1106 => 0.045878859202911
1107 => 0.043318630104586
1108 => 0.042202224084949
1109 => 0.040820459635894
1110 => 0.041270369107967
1111 => 0.041365171644278
1112 => 0.038042277226064
1113 => 0.036694179374435
1114 => 0.036231562993752
1115 => 0.035965320726233
1116 => 0.036086650670801
1117 => 0.034873204488228
1118 => 0.035688660391464
1119 => 0.034637918567408
1120 => 0.034461758281196
1121 => 0.036340614824542
1122 => 0.036602046736428
1123 => 0.035486696979794
1124 => 0.036202932082277
1125 => 0.035943215277704
1126 => 0.03465593052017
1127 => 0.034606765711058
1128 => 0.033960851469975
1129 => 0.032950120756322
1130 => 0.032488189698657
1201 => 0.032247611993155
1202 => 0.032346879043211
1203 => 0.032296686585081
1204 => 0.031969146844296
1205 => 0.032315460779619
1206 => 0.031430771781666
1207 => 0.031078481494257
1208 => 0.030919360144507
1209 => 0.030134147738025
1210 => 0.03138376986228
1211 => 0.031629961163083
1212 => 0.031876637536801
1213 => 0.034023786956903
1214 => 0.033916521439655
1215 => 0.034886149475143
1216 => 0.034848471512715
1217 => 0.034571917890061
1218 => 0.033405183646948
1219 => 0.033870223121215
1220 => 0.032438903902602
1221 => 0.033511345581433
1222 => 0.03302192798545
1223 => 0.033345872999922
1224 => 0.032763390654958
1225 => 0.033085760434767
1226 => 0.031688342253599
1227 => 0.030383452818228
1228 => 0.030908578419119
1229 => 0.031479450002683
1230 => 0.032717245051226
1231 => 0.031980024531901
]
'min_raw' => 0.030134147738025
'max_raw' => 0.089951164886614
'avg_raw' => 0.06004265631232
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.030134'
'max' => '$0.089951'
'avg' => '$0.060042'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.057084852261975
'max_diff' => 0.0027321648866143
'year' => 2026
]
1 => [
'items' => [
101 => 0.032245156908045
102 => 0.031357007830588
103 => 0.029524502596555
104 => 0.02953487437717
105 => 0.02925298337021
106 => 0.029009388383437
107 => 0.03206470317687
108 => 0.031684726484927
109 => 0.031079283356437
110 => 0.031889693043275
111 => 0.032103978227406
112 => 0.032110078625349
113 => 0.032701332613165
114 => 0.03301688497245
115 => 0.033072502443456
116 => 0.034002853368172
117 => 0.034314694726512
118 => 0.035599125148071
119 => 0.032990112559407
120 => 0.032936381662051
121 => 0.031901097169512
122 => 0.031244503377143
123 => 0.031946054708216
124 => 0.03256753341624
125 => 0.031920408245335
126 => 0.032004909131097
127 => 0.031136196461227
128 => 0.031446720363975
129 => 0.031714185381109
130 => 0.031566506919515
131 => 0.03134542511479
201 => 0.032516579249431
202 => 0.032450498143365
203 => 0.03354110379826
204 => 0.034391308896209
205 => 0.035915028424075
206 => 0.034324947663452
207 => 0.034266998800536
208 => 0.034833458230827
209 => 0.034314608004524
210 => 0.034642503437447
211 => 0.035862199400587
212 => 0.035887969654317
213 => 0.035456284701252
214 => 0.035430016632627
215 => 0.035512926449979
216 => 0.03599853183985
217 => 0.035828846395483
218 => 0.036025210687615
219 => 0.036270767241763
220 => 0.037286493263539
221 => 0.037531381368666
222 => 0.036936430233134
223 => 0.036990147659287
224 => 0.036767619602825
225 => 0.03655266028855
226 => 0.037035857434752
227 => 0.037918909716701
228 => 0.037913416294285
301 => 0.038118267259614
302 => 0.038245887713936
303 => 0.037698047300101
304 => 0.037341423335345
305 => 0.037478175656005
306 => 0.037696845594819
307 => 0.037407263942008
308 => 0.035619831833588
309 => 0.036162024553678
310 => 0.036071777173185
311 => 0.035943253928908
312 => 0.03648843290161
313 => 0.03643584905972
314 => 0.034860758843739
315 => 0.034961591008998
316 => 0.034866890781675
317 => 0.035172886590001
318 => 0.034298083226682
319 => 0.034567166849348
320 => 0.034735933574982
321 => 0.034835338472908
322 => 0.035194457126791
323 => 0.03515231869769
324 => 0.035191837742873
325 => 0.035724315902773
326 => 0.038417407711105
327 => 0.03856398675626
328 => 0.037842177929148
329 => 0.03813052631853
330 => 0.037576960465778
331 => 0.037948572931299
401 => 0.038202820742276
402 => 0.037053923773515
403 => 0.036985893551305
404 => 0.036430042935364
405 => 0.036728725571382
406 => 0.036253500021436
407 => 0.036370103748708
408 => 0.036044069561923
409 => 0.036630866185378
410 => 0.037286995989376
411 => 0.037452760289218
412 => 0.037016705782354
413 => 0.036700973581992
414 => 0.036146651846808
415 => 0.037068501246284
416 => 0.037338078103542
417 => 0.037067085273815
418 => 0.037004290313857
419 => 0.036885293978204
420 => 0.037029535948997
421 => 0.037336609930082
422 => 0.037191799511369
423 => 0.03728744934416
424 => 0.036922930815238
425 => 0.037698228658074
426 => 0.038929588218084
427 => 0.038933547240417
428 => 0.038788736041121
429 => 0.03872948241837
430 => 0.038878067496726
501 => 0.038958668806455
502 => 0.039439165704014
503 => 0.039954758018936
504 => 0.042360802382125
505 => 0.041685194752884
506 => 0.043819980448125
507 => 0.045508318765831
508 => 0.046014577605225
509 => 0.045548843294302
510 => 0.043955591375108
511 => 0.043877418834943
512 => 0.046258409855828
513 => 0.04558567083613
514 => 0.045505650670375
515 => 0.044654371302944
516 => 0.045157582842096
517 => 0.045047523096816
518 => 0.044873788404583
519 => 0.045833880967267
520 => 0.047631088536557
521 => 0.047350976882777
522 => 0.047141886527237
523 => 0.046225713454544
524 => 0.046777454278969
525 => 0.046580989939291
526 => 0.0474251254219
527 => 0.046925078261892
528 => 0.045580574176399
529 => 0.045794690883557
530 => 0.045762327574013
531 => 0.046428362191139
601 => 0.046228435131073
602 => 0.045723288606821
603 => 0.047624945876467
604 => 0.047501462830949
605 => 0.047676533557339
606 => 0.047753605105337
607 => 0.048911110374411
608 => 0.049385303247113
609 => 0.049492953331131
610 => 0.049943399884805
611 => 0.049481745810528
612 => 0.051328691261413
613 => 0.052556802213996
614 => 0.053983316283433
615 => 0.056067836749715
616 => 0.05685163572793
617 => 0.056710049458028
618 => 0.05829050908526
619 => 0.061130559903752
620 => 0.057284104928606
621 => 0.061334431357357
622 => 0.060052144773282
623 => 0.05701186634979
624 => 0.056816108261845
625 => 0.058875020108592
626 => 0.063441488421756
627 => 0.062297639901763
628 => 0.063443359348162
629 => 0.062106816755466
630 => 0.062040446150474
701 => 0.063378446457654
702 => 0.066504757105981
703 => 0.065019564104963
704 => 0.062890175753739
705 => 0.06446248297533
706 => 0.063100404949824
707 => 0.060031261936724
708 => 0.062296765222357
709 => 0.060781887693073
710 => 0.061224009491437
711 => 0.064408056736966
712 => 0.06402494374844
713 => 0.0645207274309
714 => 0.063645682208276
715 => 0.062828251988378
716 => 0.061302457779775
717 => 0.060850745335353
718 => 0.06097558240408
719 => 0.060850683472301
720 => 0.05999701563536
721 => 0.059812666147251
722 => 0.059505408923867
723 => 0.059600640785254
724 => 0.05902290731402
725 => 0.060113209740065
726 => 0.060315579478051
727 => 0.06110901066005
728 => 0.061191387317472
729 => 0.063401081865554
730 => 0.062184019240879
731 => 0.063000529925642
801 => 0.062927493524701
802 => 0.057077758402157
803 => 0.057883800289394
804 => 0.059137748516055
805 => 0.058572846539631
806 => 0.057774207311672
807 => 0.057129263314768
808 => 0.05615210721055
809 => 0.057527435662616
810 => 0.059335846327208
811 => 0.061237251596258
812 => 0.063521665442014
813 => 0.06301181086515
814 => 0.061194546068417
815 => 0.061276067239686
816 => 0.06177999904307
817 => 0.061127361570655
818 => 0.060934886039043
819 => 0.06175355586069
820 => 0.061759193589818
821 => 0.061008255303931
822 => 0.060173724819424
823 => 0.060170228106222
824 => 0.060021731467112
825 => 0.062133233977677
826 => 0.063294346861504
827 => 0.063427466582408
828 => 0.063285386843645
829 => 0.063340067696152
830 => 0.062664441692429
831 => 0.064208722386272
901 => 0.065625907064473
902 => 0.065246071296981
903 => 0.064676643484673
904 => 0.064223066804811
905 => 0.065139223046079
906 => 0.065098428050819
907 => 0.065613529192634
908 => 0.065590161229473
909 => 0.065416952089414
910 => 0.065246077482824
911 => 0.065923575983164
912 => 0.065728467295359
913 => 0.065533055549872
914 => 0.065141127378255
915 => 0.065194396926016
916 => 0.064625067433448
917 => 0.064361669559442
918 => 0.06040079751425
919 => 0.059342323078546
920 => 0.059675340683253
921 => 0.05978497872552
922 => 0.05932432929463
923 => 0.059984782247397
924 => 0.059881851354301
925 => 0.060282295246778
926 => 0.060032115288011
927 => 0.060042382760785
928 => 0.060778108675529
929 => 0.06099169303858
930 => 0.060883062307695
1001 => 0.060959143547964
1002 => 0.062712403618068
1003 => 0.0624631461022
1004 => 0.062330733014782
1005 => 0.062367412344924
1006 => 0.062815407883155
1007 => 0.062940822174211
1008 => 0.062409433010304
1009 => 0.062660039211926
1010 => 0.063727088611773
1011 => 0.064100495511954
1012 => 0.065292231091851
1013 => 0.0647859606361
1014 => 0.065715241968504
1015 => 0.06857153596896
1016 => 0.070853341257035
1017 => 0.068754898814529
1018 => 0.072945143639929
1019 => 0.076207850291423
1020 => 0.076082622175816
1021 => 0.075513693803364
1022 => 0.071799189024182
1023 => 0.068381046346233
1024 => 0.071240467838342
1025 => 0.071247757091771
1026 => 0.071002130249703
1027 => 0.069476563029094
1028 => 0.070949043817285
1029 => 0.071065923994986
1030 => 0.071000502176421
1031 => 0.069830853365262
1101 => 0.068045015817856
1102 => 0.068393964199928
1103 => 0.068965548768116
1104 => 0.067883419935504
1105 => 0.067537614204986
1106 => 0.068180532850251
1107 => 0.070252150682713
1108 => 0.069860523331551
1109 => 0.069850296358722
1110 => 0.071525844242836
1111 => 0.070326513563675
1112 => 0.068398365556513
1113 => 0.067911482755557
1114 => 0.066183376815718
1115 => 0.067376985743667
1116 => 0.067419941604043
1117 => 0.066766214192593
1118 => 0.068451411933055
1119 => 0.068435882539204
1120 => 0.07003572698519
1121 => 0.073094028691783
1122 => 0.072189538387257
1123 => 0.071137714571358
1124 => 0.071252076984057
1125 => 0.07250635038088
1126 => 0.071747988052884
1127 => 0.072020700433521
1128 => 0.07250593759803
1129 => 0.072798693227139
1130 => 0.071209953954281
1201 => 0.070839542831594
1202 => 0.070081811671214
1203 => 0.069884133755193
1204 => 0.070501289974743
1205 => 0.070338691115343
1206 => 0.067416331330312
1207 => 0.06711092847292
1208 => 0.067120294742541
1209 => 0.066352344736514
1210 => 0.065181036648204
1211 => 0.068259164369112
1212 => 0.068011947634753
1213 => 0.067739039493077
1214 => 0.06777246918324
1215 => 0.069108580099458
1216 => 0.068333568292833
1217 => 0.070394064202683
1218 => 0.069970488187794
1219 => 0.069536049046422
1220 => 0.069475996323745
1221 => 0.069308774318923
1222 => 0.068735307843819
1223 => 0.068042812615139
1224 => 0.067585567282256
1225 => 0.062344113258311
1226 => 0.06331689663702
1227 => 0.064435995242229
1228 => 0.064822303596241
1229 => 0.064161496424979
1230 => 0.068761400538608
1231 => 0.069601847345947
]
'min_raw' => 0.029009388383437
'max_raw' => 0.076207850291423
'avg_raw' => 0.05260861933743
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.0290093'
'max' => '$0.0762078'
'avg' => '$0.0526086'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0011247593545889
'max_diff' => -0.013743314595192
'year' => 2027
]
2 => [
'items' => [
101 => 0.067056079145529
102 => 0.066579869858261
103 => 0.068792620740201
104 => 0.067458061460597
105 => 0.068059013422487
106 => 0.06676008398403
107 => 0.069399408321214
108 => 0.069379301091842
109 => 0.068352544312834
110 => 0.069220352111525
111 => 0.069069549150801
112 => 0.067910343276091
113 => 0.069436157215081
114 => 0.069436913999758
115 => 0.06844868292358
116 => 0.067294645378204
117 => 0.067088330722241
118 => 0.066932900343447
119 => 0.068020787077359
120 => 0.068996182921251
121 => 0.070811152765597
122 => 0.071267479307086
123 => 0.073048552177894
124 => 0.071988010002192
125 => 0.07245813461236
126 => 0.072968521379884
127 => 0.073213219565087
128 => 0.072814497003527
129 => 0.075581236290733
130 => 0.075814833857275
131 => 0.075893157100725
201 => 0.074960228179962
202 => 0.075788887416332
203 => 0.075401185201944
204 => 0.076409878657005
205 => 0.076568054670403
206 => 0.076434085214329
207 => 0.07648429277762
208 => 0.074123368882246
209 => 0.074000942523405
210 => 0.072331650433632
211 => 0.073011899298999
212 => 0.071740206650372
213 => 0.072143473489137
214 => 0.072321229669198
215 => 0.072228379928309
216 => 0.073050359549209
217 => 0.072351508952101
218 => 0.070507127324658
219 => 0.068662243196673
220 => 0.068639082179256
221 => 0.068153356753268
222 => 0.067802266235327
223 => 0.067869898724688
224 => 0.068108244438639
225 => 0.067788413149143
226 => 0.067856665370615
227 => 0.06899010700922
228 => 0.069217410646506
229 => 0.068444944073743
301 => 0.065343379317706
302 => 0.064582247546888
303 => 0.065129333969853
304 => 0.064867861896554
305 => 0.052353427279563
306 => 0.055293508063592
307 => 0.053546611897431
308 => 0.054351662021626
309 => 0.052568533392545
310 => 0.053419535836121
311 => 0.053262386758426
312 => 0.057989949655831
313 => 0.057916135263738
314 => 0.057951466307062
315 => 0.056265023554658
316 => 0.058951572651148
317 => 0.06027506334126
318 => 0.060030120438085
319 => 0.060091767289726
320 => 0.059032470132732
321 => 0.057961722619051
322 => 0.056774098839516
323 => 0.058980557027155
324 => 0.058735236542187
325 => 0.05929791347118
326 => 0.060728959326752
327 => 0.060939686264999
328 => 0.061222905406986
329 => 0.061121391505495
330 => 0.0635398644838
331 => 0.063246971448529
401 => 0.063952759392455
402 => 0.062500900043538
403 => 0.060857983378485
404 => 0.061170248125519
405 => 0.061140174519305
406 => 0.060757302995324
407 => 0.060411663702815
408 => 0.059836271664056
409 => 0.061656897216689
410 => 0.061582983144105
411 => 0.062779566063533
412 => 0.062568058409538
413 => 0.061155558531455
414 => 0.061206006240932
415 => 0.061545291331507
416 => 0.062719560903879
417 => 0.063068164063327
418 => 0.062906677190437
419 => 0.063288904640434
420 => 0.063591001632243
421 => 0.063326843371438
422 => 0.067066767283963
423 => 0.065513690128897
424 => 0.066270649128035
425 => 0.066451179389068
426 => 0.065988754921574
427 => 0.066089038230395
428 => 0.066240940117692
429 => 0.067163258631923
430 => 0.069583689288275
501 => 0.070655681549545
502 => 0.073880823158742
503 => 0.070566667515099
504 => 0.070370019234545
505 => 0.070950964628307
506 => 0.072844464168816
507 => 0.074378967699031
508 => 0.074888051047635
509 => 0.074955334816204
510 => 0.075910409021407
511 => 0.07645783974475
512 => 0.07579443789195
513 => 0.075232274282771
514 => 0.073218674013008
515 => 0.073451753727085
516 => 0.075057441823041
517 => 0.077325570833136
518 => 0.079271861482401
519 => 0.078590338332106
520 => 0.083789878888494
521 => 0.084305392096441
522 => 0.08423416483964
523 => 0.085408580645996
524 => 0.083077604436
525 => 0.08208106694569
526 => 0.075353820435904
527 => 0.077243902304334
528 => 0.079991247300714
529 => 0.079627625888429
530 => 0.077632430515315
531 => 0.079270347947797
601 => 0.078728801222204
602 => 0.078301660850936
603 => 0.080258473696953
604 => 0.078106877591316
605 => 0.079969783483675
606 => 0.07758058740743
607 => 0.078593451472449
608 => 0.078018500842422
609 => 0.078390564363348
610 => 0.076215488622519
611 => 0.077389106695291
612 => 0.076166662252193
613 => 0.07616608265436
614 => 0.076139097125525
615 => 0.077577297591681
616 => 0.07762419725725
617 => 0.07656136493976
618 => 0.076408194198248
619 => 0.076974546709652
620 => 0.076311496246756
621 => 0.076621733385155
622 => 0.076320893013634
623 => 0.076253167509337
624 => 0.075713519168555
625 => 0.075481023825405
626 => 0.075572191240121
627 => 0.075260989853672
628 => 0.075073479761691
629 => 0.076101796648669
630 => 0.075552408418141
701 => 0.076017595023004
702 => 0.075487456175533
703 => 0.073649763959697
704 => 0.072592887733127
705 => 0.069121657491572
706 => 0.070106094082029
707 => 0.070758776559976
708 => 0.070543065004908
709 => 0.071006496894484
710 => 0.071034947848666
711 => 0.070884281417236
712 => 0.070709828991205
713 => 0.070624915198038
714 => 0.071257793043743
715 => 0.071625199934863
716 => 0.070824281978403
717 => 0.070636638107237
718 => 0.071446410381111
719 => 0.071940371000384
720 => 0.075587498680598
721 => 0.075317307681981
722 => 0.075995434066205
723 => 0.075919087442039
724 => 0.076629871926711
725 => 0.077791704159214
726 => 0.075429374377134
727 => 0.075839393144086
728 => 0.075738866011145
729 => 0.076836394888958
730 => 0.076839821254315
731 => 0.076181797866433
801 => 0.076538523020214
802 => 0.076339408825616
803 => 0.076699235087152
804 => 0.075313699116467
805 => 0.077001132369396
806 => 0.07795779828801
807 => 0.077971081595218
808 => 0.078424533648071
809 => 0.078885267195941
810 => 0.079769605119643
811 => 0.078860603491224
812 => 0.077225398051224
813 => 0.077343454602311
814 => 0.076384734251137
815 => 0.076400850513447
816 => 0.076314820642181
817 => 0.076573002761877
818 => 0.0753703555729
819 => 0.075652614464336
820 => 0.07525745036342
821 => 0.075838534134504
822 => 0.075213384053406
823 => 0.075738817533918
824 => 0.075965577205711
825 => 0.076802325276415
826 => 0.075089795683024
827 => 0.071597831914037
828 => 0.072331885034247
829 => 0.071246162810829
830 => 0.071346650536242
831 => 0.07154965173408
901 => 0.070891658434029
902 => 0.071017182819927
903 => 0.071012698205561
904 => 0.070974052221741
905 => 0.070802882751491
906 => 0.070554653154781
907 => 0.071543523467035
908 => 0.071711551802489
909 => 0.072085057977898
910 => 0.073196359004256
911 => 0.07308531382544
912 => 0.073266433119309
913 => 0.072871050717734
914 => 0.071364991191867
915 => 0.071446777469993
916 => 0.070426901271231
917 => 0.072058977450501
918 => 0.071672480268897
919 => 0.071423303021604
920 => 0.071355312701069
921 => 0.072469368427721
922 => 0.07280271136182
923 => 0.072594994415102
924 => 0.072168960897312
925 => 0.072987071196971
926 => 0.073205962999857
927 => 0.073254964802105
928 => 0.07470449939601
929 => 0.073335977683583
930 => 0.073665394461701
1001 => 0.076235410128404
1002 => 0.073904760556623
1003 => 0.075139357614483
1004 => 0.075078930513034
1005 => 0.075710508591349
1006 => 0.07502712267623
1007 => 0.075035594063678
1008 => 0.075596392610417
1009 => 0.074808852192073
1010 => 0.074613846109286
1011 => 0.074344446602575
1012 => 0.074932670569695
1013 => 0.075285284234901
1014 => 0.078127091410267
1015 => 0.079963028447705
1016 => 0.079883325578971
1017 => 0.080611660601687
1018 => 0.080283539003169
1019 => 0.07922394780745
1020 => 0.081032540775162
1021 => 0.080460226285434
1022 => 0.080507407196605
1023 => 0.080505651120735
1024 => 0.080886190223803
1025 => 0.080616543393383
1026 => 0.080085041811945
1027 => 0.080437877365843
1028 => 0.081485672819903
1029 => 0.084738062059595
1030 => 0.086558142166552
1031 => 0.084628490951796
1101 => 0.085959538520676
1102 => 0.08516138428009
1103 => 0.085016335911544
1104 => 0.085852332148443
1105 => 0.086689791686087
1106 => 0.086636449133976
1107 => 0.08602849651367
1108 => 0.085685079504685
1109 => 0.088285548149854
1110 => 0.090201529149787
1111 => 0.090070872090491
1112 => 0.090647549858271
1113 => 0.092340693620445
1114 => 0.092495493466889
1115 => 0.092475992244271
1116 => 0.092092304673164
1117 => 0.093759424589525
1118 => 0.095150165353937
1119 => 0.092003492086253
1120 => 0.093201704073609
1121 => 0.093739620038713
1122 => 0.09452944026796
1123 => 0.09586199938394
1124 => 0.097309512027744
1125 => 0.097514206186746
1126 => 0.097368965885416
1127 => 0.0964142923856
1128 => 0.097998177992867
1129 => 0.098925981034916
1130 => 0.099478466514061
1201 => 0.10087947776436
1202 => 0.093742942024585
1203 => 0.088691347319135
1204 => 0.087902467859967
1205 => 0.089506685261338
1206 => 0.089929704596685
1207 => 0.089759186033028
1208 => 0.084073156921147
1209 => 0.087872532093444
1210 => 0.091960340318298
1211 => 0.092117369680338
1212 => 0.094163811949739
1213 => 0.094830217439159
1214 => 0.096477871699347
1215 => 0.096374810476764
1216 => 0.096775988069214
1217 => 0.096683764288137
1218 => 0.099735696850597
1219 => 0.10310243168336
1220 => 0.10298585236166
1221 => 0.10250184439606
1222 => 0.10322067876061
1223 => 0.10669550990925
1224 => 0.10637560314012
1225 => 0.10668636531674
1226 => 0.11078338707389
1227 => 0.11611009815274
1228 => 0.11363530606356
1229 => 0.11900489279483
1230 => 0.1223847630126
1231 => 0.12822989906913
]
'min_raw' => 0.052353427279563
'max_raw' => 0.12822989906913
'avg_raw' => 0.090291663174347
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.052353'
'max' => '$0.128229'
'avg' => '$0.090291'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.023344038896126
'max_diff' => 0.052022048777708
'year' => 2028
]
3 => [
'items' => [
101 => 0.12749805924695
102 => 0.12977352782017
103 => 0.12618791322567
104 => 0.11795461734443
105 => 0.11665166675544
106 => 0.11926020683057
107 => 0.12567304806767
108 => 0.11905824363865
109 => 0.1203964099595
110 => 0.12001101796907
111 => 0.11999048206771
112 => 0.12077425389706
113 => 0.1196373519798
114 => 0.11500540904418
115 => 0.11712820119536
116 => 0.11630848920094
117 => 0.11721802077233
118 => 0.12212638754378
119 => 0.11995628159327
120 => 0.11767025125951
121 => 0.12053744060879
122 => 0.12418835792359
123 => 0.12395989007936
124 => 0.1235165669694
125 => 0.12601555612859
126 => 0.13014315408445
127 => 0.13125882722588
128 => 0.13208239432996
129 => 0.13219595031933
130 => 0.13336564758451
131 => 0.12707589058796
201 => 0.13705789647391
202 => 0.13878151314306
203 => 0.13845754464585
204 => 0.14037327203274
205 => 0.13980961643821
206 => 0.13899296791658
207 => 0.1420298033117
208 => 0.13854831659117
209 => 0.13360678449838
210 => 0.13089576225984
211 => 0.13446585503547
212 => 0.13664598611447
213 => 0.13808691407532
214 => 0.13852293800564
215 => 0.12756414651896
216 => 0.12165796571008
217 => 0.12544375989407
218 => 0.1300626900801
219 => 0.12705023219756
220 => 0.12716831484322
221 => 0.12287334156273
222 => 0.13044269991337
223 => 0.12933990807001
224 => 0.13506119410419
225 => 0.13369576327594
226 => 0.13836124993778
227 => 0.13713267094223
228 => 0.14223243366381
301 => 0.14426686708401
302 => 0.14768299743081
303 => 0.15019591682007
304 => 0.15167155114993
305 => 0.15158295959973
306 => 0.15743015797274
307 => 0.15398226937772
308 => 0.14965090869744
309 => 0.149572568048
310 => 0.15181584112018
311 => 0.15651712606754
312 => 0.15773610085348
313 => 0.15841734146322
314 => 0.15737399775525
315 => 0.15363156179776
316 => 0.1520155969259
317 => 0.15339244581574
318 => 0.15170867793744
319 => 0.1546153336772
320 => 0.15860679283606
321 => 0.1577825723037
322 => 0.16053781796934
323 => 0.16338920737298
324 => 0.16746682228411
325 => 0.16853286181552
326 => 0.17029498462308
327 => 0.17210878781926
328 => 0.17269133252251
329 => 0.17380359111401
330 => 0.1737977289622
331 => 0.17714959509133
401 => 0.1808468072304
402 => 0.18224241922225
403 => 0.185451552043
404 => 0.17995602454889
405 => 0.18412444528124
406 => 0.18788446512416
407 => 0.18340161446001
408 => 0.1895801797303
409 => 0.18982007941881
410 => 0.19344227989336
411 => 0.18977048578276
412 => 0.18759018616067
413 => 0.19388462947489
414 => 0.19693031232154
415 => 0.19601292786154
416 => 0.18903158682409
417 => 0.18496814689649
418 => 0.17433334082693
419 => 0.18693072800575
420 => 0.19306654782974
421 => 0.18901569653305
422 => 0.19105871030315
423 => 0.20220473098338
424 => 0.20644841400702
425 => 0.20556575760368
426 => 0.20571491200609
427 => 0.20800472633735
428 => 0.21815902410593
429 => 0.21207433350822
430 => 0.21672585148116
501 => 0.21919299984172
502 => 0.22148462473468
503 => 0.21585711827306
504 => 0.20853581505099
505 => 0.20621685099316
506 => 0.18861291920515
507 => 0.18769655810558
508 => 0.18718217685181
509 => 0.18393907580746
510 => 0.18139088674675
511 => 0.17936447219747
512 => 0.17404655528156
513 => 0.17584119613159
514 => 0.16736554650315
515 => 0.17278796677685
516 => 0.15926062531814
517 => 0.17052659725207
518 => 0.16439504092932
519 => 0.16851221609237
520 => 0.16849785165609
521 => 0.16091682682934
522 => 0.15654424992122
523 => 0.15933062611031
524 => 0.16231784256783
525 => 0.16280250838786
526 => 0.16667551249937
527 => 0.16775638469695
528 => 0.16448129147719
529 => 0.15898030123379
530 => 0.16025805580311
531 => 0.15651835626565
601 => 0.14996467667174
602 => 0.15467164377236
603 => 0.15627880929124
604 => 0.15698862514258
605 => 0.15054383395715
606 => 0.14851874064346
607 => 0.14744059795543
608 => 0.15814835962198
609 => 0.15873495497747
610 => 0.15573385020252
611 => 0.16929912836175
612 => 0.16622888812715
613 => 0.16965909869631
614 => 0.16014211296873
615 => 0.16050567463984
616 => 0.15600018107994
617 => 0.1585229564163
618 => 0.15673994012141
619 => 0.15831914109967
620 => 0.15926570765476
621 => 0.1637704619075
622 => 0.17057803430955
623 => 0.16309760184245
624 => 0.15983827029477
625 => 0.16186034125578
626 => 0.16724538269033
627 => 0.17540399611887
628 => 0.17057393276178
629 => 0.17271743285986
630 => 0.17318569227361
701 => 0.16962418237275
702 => 0.175535314069
703 => 0.17870313756697
704 => 0.18195266898717
705 => 0.18477414606953
706 => 0.18065473467921
707 => 0.18506309536128
708 => 0.18151073483195
709 => 0.17832390020086
710 => 0.17832873331353
711 => 0.17632958539722
712 => 0.17245598440052
713 => 0.17174163294503
714 => 0.17545777942915
715 => 0.17843777698902
716 => 0.17868322386128
717 => 0.18033310362823
718 => 0.1813094854792
719 => 0.19087935494546
720 => 0.1947284356109
721 => 0.19943501858923
722 => 0.20126849790777
723 => 0.20678661331787
724 => 0.20233028696479
725 => 0.2013661327267
726 => 0.1879809897036
727 => 0.19017280612378
728 => 0.19368211569132
729 => 0.18803885692581
730 => 0.19161820571341
731 => 0.19232484498506
801 => 0.18784710115237
802 => 0.1902388576053
803 => 0.18388706157269
804 => 0.17071648610561
805 => 0.1755499766845
806 => 0.17910905268591
807 => 0.174029812401
808 => 0.18313415401796
809 => 0.17781558559709
810 => 0.17612985474398
811 => 0.16955321767956
812 => 0.17265713721599
813 => 0.17685523283286
814 => 0.17426129782263
815 => 0.17964410245015
816 => 0.18726758934427
817 => 0.19270054009152
818 => 0.19311761458867
819 => 0.18962459123762
820 => 0.19522218344986
821 => 0.19526295579809
822 => 0.18894884891586
823 => 0.18508149360759
824 => 0.18420282234456
825 => 0.18639791543325
826 => 0.18906316367945
827 => 0.19326551731715
828 => 0.19580491160825
829 => 0.20242630512876
830 => 0.20421786436518
831 => 0.20618624479919
901 => 0.20881660808507
902 => 0.21197503362107
903 => 0.20506457835757
904 => 0.20533914362789
905 => 0.19890422336828
906 => 0.19202758820998
907 => 0.19724609711046
908 => 0.20406860330868
909 => 0.20250351284861
910 => 0.20232740819995
911 => 0.20262356737164
912 => 0.20144354027582
913 => 0.19610632145527
914 => 0.19342600357635
915 => 0.19688429746218
916 => 0.19872222675154
917 => 0.20157269479507
918 => 0.20122131444262
919 => 0.20856381400482
920 => 0.21141688730903
921 => 0.21068694906792
922 => 0.21082127527123
923 => 0.21598662820796
924 => 0.22173156300945
925 => 0.22711245256196
926 => 0.23258612452937
927 => 0.22598739933161
928 => 0.22263697362898
929 => 0.22609375773188
930 => 0.22425953942912
1001 => 0.23479950186125
1002 => 0.23552926599182
1003 => 0.24606846626471
1004 => 0.2560714223083
1005 => 0.24978874483889
1006 => 0.25571302671453
1007 => 0.26212062057683
1008 => 0.27448190873183
1009 => 0.27031906175659
1010 => 0.26713038621368
1011 => 0.2641171032332
1012 => 0.27038726677038
1013 => 0.27845373199265
1014 => 0.28019117134188
1015 => 0.28300648684055
1016 => 0.2800465268341
1017 => 0.28361147263297
1018 => 0.29619729781956
1019 => 0.29279649675599
1020 => 0.28796681253968
1021 => 0.29790211276899
1022 => 0.30149765929947
1023 => 0.32673308785276
1024 => 0.35859385882484
1025 => 0.3454032904333
1026 => 0.33721547897569
1027 => 0.33913980888571
1028 => 0.35077428388955
1029 => 0.35451090800101
1030 => 0.3443534755745
1031 => 0.34794125242539
1101 => 0.36771025561621
1102 => 0.37831569156253
1103 => 0.36391208504735
1104 => 0.3241731059273
1105 => 0.28753195231872
1106 => 0.29725083622836
1107 => 0.29614901640509
1108 => 0.31738834410026
1109 => 0.29271538877535
1110 => 0.2931308180657
1111 => 0.31480935256476
1112 => 0.30902589122458
1113 => 0.29965742454325
1114 => 0.28760035249326
1115 => 0.26531173966466
1116 => 0.24557009371842
1117 => 0.28428800764853
1118 => 0.28261842079591
1119 => 0.2802006116144
1120 => 0.28558118431357
1121 => 0.31170771803853
1122 => 0.31110541687283
1123 => 0.30727388415342
1124 => 0.31018006795152
1125 => 0.29914795647226
1126 => 0.30199118279697
1127 => 0.28752614817278
1128 => 0.29406494793612
1129 => 0.29963732402135
1130 => 0.30075606102089
1201 => 0.303276632605
1202 => 0.28173862439119
1203 => 0.29140855775649
1204 => 0.29708873765838
1205 => 0.27142547821493
1206 => 0.29658145753285
1207 => 0.28136369558593
1208 => 0.27619855861803
1209 => 0.28315273509025
1210 => 0.28044268575587
1211 => 0.2781127444776
1212 => 0.27681259721085
1213 => 0.28191897690761
1214 => 0.28168075819131
1215 => 0.27332572990183
1216 => 0.26242693609272
1217 => 0.26608492903577
1218 => 0.26475594590569
1219 => 0.25993953960006
1220 => 0.26318521591494
1221 => 0.2488929000234
1222 => 0.22430371338195
1223 => 0.24054808326445
1224 => 0.23992269269445
1225 => 0.23960734240985
1226 => 0.25181453741514
1227 => 0.25064109728329
1228 => 0.24851129195362
1229 => 0.25990042405497
1230 => 0.25574323763253
1231 => 0.26855470663018
]
'min_raw' => 0.11500540904418
'max_raw' => 0.37831569156253
'avg_raw' => 0.24666055030335
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.1150054'
'max' => '$0.378315'
'avg' => '$0.24666'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.062651981764615
'max_diff' => 0.2500857924934
'year' => 2029
]
4 => [
'items' => [
101 => 0.27699316870589
102 => 0.27485290176784
103 => 0.28278931613668
104 => 0.26616920180507
105 => 0.27168973710278
106 => 0.27282751177651
107 => 0.25975988393273
108 => 0.25083308660104
109 => 0.25023777099196
110 => 0.23475993460725
111 => 0.24302806987123
112 => 0.25030368674485
113 => 0.24681923087306
114 => 0.24571615623921
115 => 0.25135152531585
116 => 0.25178944175678
117 => 0.24180490049534
118 => 0.24388100279289
119 => 0.25253869449698
120 => 0.2436628511753
121 => 0.22641853746206
122 => 0.22214170923988
123 => 0.22157110151746
124 => 0.2099720041794
125 => 0.22242750735214
126 => 0.21699034643051
127 => 0.23416627263475
128 => 0.22435547570323
129 => 0.2239325518561
130 => 0.22329324043173
131 => 0.21330941820018
201 => 0.21549524076389
202 => 0.22276124787582
203 => 0.22535384107079
204 => 0.22508341236006
205 => 0.22272564047702
206 => 0.22380501637133
207 => 0.22032797053626
208 => 0.21910015328344
209 => 0.21522482429581
210 => 0.20952916127096
211 => 0.2103211781481
212 => 0.19903657934456
213 => 0.1928881309974
214 => 0.19118632153016
215 => 0.18891059078704
216 => 0.19144337137308
217 => 0.19900461149398
218 => 0.1898841517016
219 => 0.17424776311342
220 => 0.17518753671068
221 => 0.17729892896243
222 => 0.17336436346954
223 => 0.16964062743357
224 => 0.17287811380059
225 => 0.16625276982491
226 => 0.17809957012894
227 => 0.17777914738099
228 => 0.18219490193311
301 => 0.18495616387496
302 => 0.17859234906817
303 => 0.17699186685385
304 => 0.17790357426099
305 => 0.16283508167432
306 => 0.18096348461217
307 => 0.18112025979357
308 => 0.17977785550941
309 => 0.18943067042217
310 => 0.20980112067656
311 => 0.20213693789139
312 => 0.19916913466583
313 => 0.19352733856457
314 => 0.20104469689279
315 => 0.20046748106224
316 => 0.19785709217389
317 => 0.19627832082931
318 => 0.19918725543947
319 => 0.19591787163936
320 => 0.1953306004722
321 => 0.19177237615655
322 => 0.19050225196475
323 => 0.18956190257825
324 => 0.18852667030053
325 => 0.19081013474137
326 => 0.18563550390366
327 => 0.1793954063887
328 => 0.17887660979912
329 => 0.18030905279601
330 => 0.17967530340272
331 => 0.17887357565084
401 => 0.17734285903495
402 => 0.1768887281136
403 => 0.17836443329498
404 => 0.17669844818415
405 => 0.17915669996609
406 => 0.17848819150268
407 => 0.17475395756886
408 => 0.17009971949684
409 => 0.1700582870154
410 => 0.16905553905727
411 => 0.16777838876842
412 => 0.1674231147753
413 => 0.17260546172885
414 => 0.1833327648281
415 => 0.18122673854711
416 => 0.18274855836938
417 => 0.19023440569451
418 => 0.19261393145188
419 => 0.19092500043146
420 => 0.18861308748196
421 => 0.18871479991858
422 => 0.19661530633064
423 => 0.1971080512246
424 => 0.19835305860612
425 => 0.19995324493041
426 => 0.19119751908188
427 => 0.18830240601851
428 => 0.18693054083432
429 => 0.18270572704568
430 => 0.18726182650857
501 => 0.18460718246317
502 => 0.18496538464045
503 => 0.18473210500259
504 => 0.18485949145916
505 => 0.17809625870682
506 => 0.18056042525672
507 => 0.17646327043454
508 => 0.17097764005485
509 => 0.17095925029831
510 => 0.17230185056225
511 => 0.1715032193893
512 => 0.16935412343759
513 => 0.16965939237409
514 => 0.16698491527133
515 => 0.16998412231733
516 => 0.17007012884373
517 => 0.16891527076311
518 => 0.17353596302829
519 => 0.17542906441947
520 => 0.17466891209134
521 => 0.17537573010571
522 => 0.18131425344722
523 => 0.18228249186783
524 => 0.18271251941602
525 => 0.18213633946917
526 => 0.17548427541089
527 => 0.17577932273864
528 => 0.17361446121462
529 => 0.17178538135432
530 => 0.17185853495647
531 => 0.1727989197684
601 => 0.17690563539497
602 => 0.18554797632696
603 => 0.18587594684786
604 => 0.18627345668677
605 => 0.1846565843995
606 => 0.18416892024627
607 => 0.18481227514117
608 => 0.18805788400253
609 => 0.19640647116815
610 => 0.19345552288043
611 => 0.19105635598827
612 => 0.19316107216345
613 => 0.19283706760559
614 => 0.19010214307061
615 => 0.19002538284786
616 => 0.18477618825697
617 => 0.18283568053509
618 => 0.1812140470382
619 => 0.17944326559342
620 => 0.17839348699582
621 => 0.18000642403757
622 => 0.18037532182273
623 => 0.17684860679162
624 => 0.17636792856454
625 => 0.17924792018838
626 => 0.17798054325164
627 => 0.17928407186051
628 => 0.17958650167923
629 => 0.17953780351287
630 => 0.1782145164336
701 => 0.17905794015693
702 => 0.17706299161453
703 => 0.17489378470624
704 => 0.17350996584512
705 => 0.17230240035186
706 => 0.17297242787164
707 => 0.17058390210581
708 => 0.1698197646418
709 => 0.1787722071771
710 => 0.18538547273291
711 => 0.18528931323259
712 => 0.18470396700459
713 => 0.18383426124294
714 => 0.187994259609
715 => 0.18654499936006
716 => 0.18759945728091
717 => 0.18786786107723
718 => 0.18868023853063
719 => 0.18897059364402
720 => 0.18809293882676
721 => 0.18514742206356
722 => 0.17780747434097
723 => 0.1743907088623
724 => 0.17326311934361
725 => 0.17330410508101
726 => 0.17217353547494
727 => 0.1725065388925
728 => 0.17205773047609
729 => 0.17120779591381
730 => 0.17291994680747
731 => 0.17311725624818
801 => 0.17271761977092
802 => 0.17281174862836
803 => 0.16950292928362
804 => 0.16975449163203
805 => 0.16835376050912
806 => 0.16809114030965
807 => 0.16455021400656
808 => 0.15827694979516
809 => 0.16175294712877
810 => 0.15755443114896
811 => 0.15596438952951
812 => 0.16349139925379
813 => 0.16273589624422
814 => 0.16144280350111
815 => 0.15953004982991
816 => 0.15882059088719
817 => 0.15451014293862
818 => 0.15425545867848
819 => 0.15639183307367
820 => 0.15540596979844
821 => 0.1540214443844
822 => 0.14900683368185
823 => 0.14336875097163
824 => 0.14353892924893
825 => 0.14533229845879
826 => 0.15054676130525
827 => 0.14850938046002
828 => 0.14703123728055
829 => 0.14675442549585
830 => 0.15021930452602
831 => 0.15512283426831
901 => 0.1574234607131
902 => 0.15514360977738
903 => 0.15252463977832
904 => 0.15268404434702
905 => 0.15374449152811
906 => 0.15385592953292
907 => 0.152151249298
908 => 0.15263110679891
909 => 0.15190215937594
910 => 0.14742861038669
911 => 0.14734769807125
912 => 0.14624981700357
913 => 0.14621657360117
914 => 0.14434880402577
915 => 0.14408749015089
916 => 0.14037892029344
917 => 0.1428199122042
918 => 0.14118262298829
919 => 0.13871484194243
920 => 0.13828939555996
921 => 0.13827660612796
922 => 0.14081046547631
923 => 0.14279030258243
924 => 0.14121110433518
925 => 0.14085155150576
926 => 0.14469063505712
927 => 0.14420207668118
928 => 0.14377898827849
929 => 0.15468377696228
930 => 0.14605178580778
1001 => 0.1422877449676
1002 => 0.1376290296559
1003 => 0.13914593085267
1004 => 0.13946556422274
1005 => 0.12826219369465
1006 => 0.1237169876667
1007 => 0.12215724424038
1008 => 0.121259589847
1009 => 0.1216686622261
1010 => 0.11757744370145
1011 => 0.12032681021252
1012 => 0.11678416079227
1013 => 0.11619022408818
1014 => 0.12252492010165
1015 => 0.12340635604516
1016 => 0.11964587646944
1017 => 0.1220607131234
1018 => 0.12118505978393
1019 => 0.11684488934856
1020 => 0.11667912676206
1021 => 0.11450138180195
1022 => 0.11109363263391
1023 => 0.10953619982199
1024 => 0.1087250752913
1025 => 0.10905976108116
1026 => 0.10889053370425
1027 => 0.1077862106001
1028 => 0.10895383221191
1029 => 0.1059710414883
1030 => 0.10478327018818
1031 => 0.104246781448
1101 => 0.10159938299776
1102 => 0.10581257123552
1103 => 0.1066426223947
1104 => 0.10747430901109
1105 => 0.11471357319014
1106 => 0.11435192000971
1107 => 0.11762108862862
1108 => 0.1174940547477
1109 => 0.11656163490057
1110 => 0.11262790894113
1111 => 0.11419582199664
1112 => 0.10937002931957
1113 => 0.11298584131524
1114 => 0.11133573572033
1115 => 0.11242793895374
1116 => 0.11046405906008
1117 => 0.11155095127984
1118 => 0.10683945831741
1119 => 0.10243993248159
1120 => 0.10421043010809
1121 => 0.10613516350906
1122 => 0.11030847593531
1123 => 0.10782288548332
1124 => 0.10871679780044
1125 => 0.1057223411772
1126 => 0.099543921839229
1127 => 0.099578891021708
1128 => 0.098628475810742
1129 => 0.097807178305575
1130 => 0.1081083854469
1201 => 0.10682726750089
1202 => 0.1047859737225
1203 => 0.10751832656267
1204 => 0.10824080402188
1205 => 0.10826137193946
1206 => 0.11025482603942
1207 => 0.11131873284991
1208 => 0.1115062510365
1209 => 0.1146429941342
1210 => 0.11569438904591
1211 => 0.12002493588827
1212 => 0.11122846779014
1213 => 0.11104731031834
1214 => 0.10755677637049
1215 => 0.1053430245576
1216 => 0.10770835385106
1217 => 0.10980371270542
1218 => 0.10762188501088
1219 => 0.10790678564689
1220 => 0.10497786022884
1221 => 0.10602481324705
1222 => 0.10692659022612
1223 => 0.10642868198228
1224 => 0.10568328924221
1225 => 0.10963191717452
1226 => 0.10940912011178
1227 => 0.11308617322092
1228 => 0.11595269906808
1229 => 0.12109002583898
1230 => 0.11572895753864
1231 => 0.11553357890146
]
'min_raw' => 0.097807178305575
'max_raw' => 0.28278931613668
'avg_raw' => 0.19029824722113
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.0978071'
'max' => '$0.282789'
'avg' => '$0.190298'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.017198230738603
'max_diff' => -0.095526375425853
'year' => 2030
]
5 => [
'items' => [
101 => 0.11744343641962
102 => 0.11569409665668
103 => 0.1167996190017
104 => 0.12091190909789
105 => 0.12099879530756
106 => 0.11954333934902
107 => 0.11945477472167
108 => 0.11973431095945
109 => 0.12137156343529
110 => 0.12079945711254
111 => 0.12146151303318
112 => 0.1222894240997
113 => 0.12571401529785
114 => 0.12653967264182
115 => 0.12453375335022
116 => 0.12471486540292
117 => 0.12396459652415
118 => 0.12323984618809
119 => 0.12486897910226
120 => 0.12784625152359
121 => 0.12782773006638
122 => 0.12851839939822
123 => 0.12894868067015
124 => 0.1271015984659
125 => 0.12589921587004
126 => 0.12636028586689
127 => 0.12709754683264
128 => 0.12612120207225
129 => 0.12009474992419
130 => 0.12192279053465
131 => 0.12161851519045
201 => 0.12118519009916
202 => 0.12302329906881
203 => 0.12284600897459
204 => 0.11753548234212
205 => 0.11787544502717
206 => 0.11755615659899
207 => 0.11858784283071
208 => 0.11563838221446
209 => 0.1165456164351
210 => 0.11711462523349
211 => 0.11744977578707
212 => 0.11866056940151
213 => 0.11851849674578
214 => 0.11865173796575
215 => 0.12044702525828
216 => 0.12952697231574
217 => 0.13002117380031
218 => 0.12758754494462
219 => 0.12855973167126
220 => 0.12669334574997
221 => 0.12794626312263
222 => 0.12880347736835
223 => 0.12492989102475
224 => 0.12470052238085
225 => 0.12282643322095
226 => 0.12383346258165
227 => 0.12223120646081
228 => 0.12262434406833
301 => 0.1215250970446
302 => 0.12350352282941
303 => 0.12571571027311
304 => 0.12627459618332
305 => 0.12480440796907
306 => 0.12373989481183
307 => 0.12187096038016
308 => 0.12497903999196
309 => 0.12588793718746
310 => 0.12497426594192
311 => 0.12476254835021
312 => 0.1243613438965
313 => 0.12484766577169
314 => 0.12588298713813
315 => 0.1253947487011
316 => 0.12571723879042
317 => 0.12448823912028
318 => 0.12710220992697
319 => 0.13125382465432
320 => 0.13126717277453
321 => 0.13077893170571
322 => 0.13057915397965
323 => 0.1310801189452
324 => 0.13135187188836
325 => 0.1329719007257
326 => 0.13471025621297
327 => 0.14282240276811
328 => 0.14054454447671
329 => 0.14774212349419
330 => 0.15343447400835
331 => 0.15514136103123
401 => 0.15357110528542
402 => 0.14819934520257
403 => 0.14793578102557
404 => 0.15596345848796
405 => 0.15369527191392
406 => 0.15342547833824
407 => 0.15055533051652
408 => 0.15225194335388
409 => 0.15188086923854
410 => 0.15129511059391
411 => 0.15453212970052
412 => 0.16059154049741
413 => 0.15964712449992
414 => 0.15894216176799
415 => 0.15585322028825
416 => 0.15771345299911
417 => 0.15705105976118
418 => 0.15989712147645
419 => 0.15821117756431
420 => 0.15367808816979
421 => 0.15439999759713
422 => 0.15429088243947
423 => 0.15653646465216
424 => 0.15586239661069
425 => 0.15415925983596
426 => 0.16057083009005
427 => 0.16015449838077
428 => 0.16074476155784
429 => 0.16100461366288
430 => 0.164907223492
501 => 0.16650599786941
502 => 0.16686894764356
503 => 0.16838765964845
504 => 0.16683116070537
505 => 0.17305826624264
506 => 0.17719892806324
507 => 0.18200851984438
508 => 0.18903662613302
509 => 0.19167925911117
510 => 0.19120189111696
511 => 0.19653052109434
512 => 0.2061059507149
513 => 0.19313735921528
514 => 0.20679331755458
515 => 0.20246999880998
516 => 0.19221948783971
517 => 0.19155947577881
518 => 0.19850124081876
519 => 0.21389740755723
520 => 0.21004084241112
521 => 0.21390371551623
522 => 0.20939746885053
523 => 0.20917369572195
524 => 0.21368485717381
525 => 0.22422543179668
526 => 0.21921799990088
527 => 0.21203861840559
528 => 0.21733976197817
529 => 0.21274742081792
530 => 0.20239959086853
531 => 0.21003789336843
601 => 0.20493037801308
602 => 0.20642102252422
603 => 0.2171562601156
604 => 0.21586456792669
605 => 0.21753613722662
606 => 0.21458586116483
607 => 0.21182983810729
608 => 0.20668551640544
609 => 0.20516253636151
610 => 0.20558343325457
611 => 0.20516232778591
612 => 0.20228412707248
613 => 0.20166257990245
614 => 0.2006266407218
615 => 0.20094772159134
616 => 0.19899985285701
617 => 0.20267588360891
618 => 0.20335818730953
619 => 0.20603329593524
620 => 0.20631103458709
621 => 0.21376117403189
622 => 0.2096577624202
623 => 0.21241068520084
624 => 0.21216443787583
625 => 0.19244164749471
626 => 0.19515927399357
627 => 0.19938704798763
628 => 0.19748244153392
629 => 0.19478977361764
630 => 0.19261529990353
701 => 0.1893207498753
702 => 0.19395776577381
703 => 0.20005494858868
704 => 0.20646566920516
705 => 0.21416772997881
706 => 0.212448719676
707 => 0.20632168453644
708 => 0.206596538857
709 => 0.2082955801155
710 => 0.20609516731156
711 => 0.20544622261852
712 => 0.2082064250799
713 => 0.20822543307727
714 => 0.20569359221757
715 => 0.20287991442399
716 => 0.2028681250113
717 => 0.20236745822484
718 => 0.2094865363596
719 => 0.21340130951374
720 => 0.21385013194689
721 => 0.21337110018796
722 => 0.21355546049988
723 => 0.21127754025763
724 => 0.21648419043516
725 => 0.22126232752239
726 => 0.219981684713
727 => 0.21806181908762
728 => 0.21653255364376
729 => 0.21962143837518
730 => 0.21948389520044
731 => 0.22122059466329
801 => 0.22114180794399
802 => 0.22055782123521
803 => 0.219981705569
804 => 0.22226593906433
805 => 0.22160811650135
806 => 0.22094927215822
807 => 0.21962785896407
808 => 0.2198074609635
809 => 0.21788792682999
810 => 0.21699986250793
811 => 0.20364550586831
812 => 0.20007678540801
813 => 0.20119957751282
814 => 0.20156922982701
815 => 0.20001611810925
816 => 0.20224288135086
817 => 0.20189584265838
818 => 0.20324596719996
819 => 0.20240246800197
820 => 0.20243708550328
821 => 0.20491763679158
822 => 0.2056377513836
823 => 0.20527149529006
824 => 0.20552800850345
825 => 0.21143924723852
826 => 0.21059885812116
827 => 0.21015241815215
828 => 0.21027608507459
829 => 0.21178653330979
830 => 0.21220937634823
831 => 0.21041776068171
901 => 0.21126269698724
902 => 0.21486032853784
903 => 0.21611929597224
904 => 0.22013731568418
905 => 0.21843038949594
906 => 0.22156352638849
907 => 0.23119372103111
908 => 0.23888698687041
909 => 0.23181194166693
910 => 0.24593964464931
911 => 0.25694008791973
912 => 0.25651787258481
913 => 0.25459969085578
914 => 0.24207597865433
915 => 0.23055147196852
916 => 0.2401922111676
917 => 0.24021678739445
918 => 0.2393886393473
919 => 0.23424508295132
920 => 0.23920965473403
921 => 0.23960372441346
922 => 0.23938315018457
923 => 0.23543959755547
924 => 0.2294185215812
925 => 0.23059502541415
926 => 0.23252216269256
927 => 0.22887368978158
928 => 0.22770778161775
929 => 0.22987542671741
930 => 0.2368600308753
1001 => 0.23553963191831
1002 => 0.23550515096539
1003 => 0.24115437763969
1004 => 0.23711075052031
1005 => 0.23060986489517
1006 => 0.22896830553868
1007 => 0.22314187571
1008 => 0.2271662115457
1009 => 0.22731104022804
1010 => 0.22510695261854
1011 => 0.23078871445726
1012 => 0.23073635602166
1013 => 0.23613034326888
1014 => 0.24644162099646
1015 => 0.24339206878526
1016 => 0.23984577135396
1017 => 0.2402313522129
1018 => 0.24446022254086
1019 => 0.24190335100486
1020 => 0.24282281983635
1021 => 0.24445883081466
1022 => 0.24544587685775
1023 => 0.24008933147708
1024 => 0.23884046451566
1025 => 0.23628572100534
1026 => 0.23561923611004
1027 => 0.23770002139273
1028 => 0.23715180798597
1029 => 0.22729886793809
1030 => 0.22626918088185
1031 => 0.22630075991381
1101 => 0.22371156285193
1102 => 0.21976241585407
1103 => 0.23014053837313
1104 => 0.22930702989312
1105 => 0.22838690103962
1106 => 0.22849961157399
1107 => 0.2330044028123
1108 => 0.23039139639667
1109 => 0.23733850221596
1110 => 0.23591038610863
1111 => 0.23444564421192
1112 => 0.23424317226467
1113 => 0.23367937160034
1114 => 0.23174588934138
1115 => 0.22941109332941
1116 => 0.22786945876575
1117 => 0.21019753057739
1118 => 0.21347733765627
1119 => 0.2172504567367
1120 => 0.21855292232344
1121 => 0.21632496480945
1122 => 0.23183386268359
1123 => 0.23466748777266
1124 => 0.22608425254509
1125 => 0.2244786796852
1126 => 0.23193912377299
1127 => 0.22743956398585
1128 => 0.22946571548249
1129 => 0.22508628419238
1130 => 0.23398495046693
1201 => 0.23391715753926
1202 => 0.23045537537297
1203 => 0.23338124995466
1204 => 0.23287280724385
1205 => 0.2289644637041
1206 => 0.23410885192833
1207 => 0.23411140348071
1208 => 0.23077951341128
1209 => 0.22688859525472
1210 => 0.22619299098771
1211 => 0.2256689466138
1212 => 0.22933683269101
1213 => 0.23262544787866
1214 => 0.23874474542602
1215 => 0.24028328222035
1216 => 0.24628829375482
1217 => 0.24271260176475
1218 => 0.24429765971098
1219 => 0.24601846433175
1220 => 0.24684348134745
1221 => 0.24549916039323
1222 => 0.25482741506761
1223 => 0.25561500557247
1224 => 0.25587907785611
1225 => 0.25273364286475
1226 => 0.25552752533531
1227 => 0.25422036025099
1228 => 0.25762124065946
1229 => 0.25815454213213
1230 => 0.25770285475753
1231 => 0.25787213306254
]
'min_raw' => 0.11563838221446
'max_raw' => 0.25815454213213
'avg_raw' => 0.18689646217329
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.115638'
'max' => '$0.258154'
'avg' => '$0.186896'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.017831203908886
'max_diff' => -0.024634774004549
'year' => 2031
]
6 => [
'items' => [
101 => 0.24991211331485
102 => 0.24949934429848
103 => 0.24387120947156
104 => 0.2461647160146
105 => 0.24187711546301
106 => 0.2432367577651
107 => 0.24383607513671
108 => 0.24352302575274
109 => 0.24629438743339
110 => 0.24393816385305
111 => 0.23771970242551
112 => 0.23149954678232
113 => 0.23142145779505
114 => 0.22978380060906
115 => 0.22860007441547
116 => 0.22882810207529
117 => 0.22963170129065
118 => 0.22855336776821
119 => 0.22878348489812
120 => 0.23260496251704
121 => 0.23337133259998
122 => 0.23076690761802
123 => 0.2203097654987
124 => 0.21774355659287
125 => 0.21958809666425
126 => 0.21870652531372
127 => 0.17651323527261
128 => 0.18642592290585
129 => 0.18053614051725
130 => 0.18325042321778
131 => 0.17723848055076
201 => 0.18010769470437
202 => 0.17957785561713
203 => 0.19551716399363
204 => 0.19526829361713
205 => 0.19538741469643
206 => 0.18970145521303
207 => 0.19875934306071
208 => 0.2032215843256
209 => 0.20239574222617
210 => 0.20260358889053
211 => 0.19903209456796
212 => 0.19542199456837
213 => 0.19141783807843
214 => 0.19885706590805
215 => 0.19802995076525
216 => 0.19992705531619
217 => 0.20475192633069
218 => 0.20546240691547
219 => 0.20641730002641
220 => 0.20607503882006
221 => 0.2142290893188
222 => 0.21324158000125
223 => 0.21562119333074
224 => 0.21072614817028
225 => 0.20518693992927
226 => 0.20623976232553
227 => 0.20613836706251
228 => 0.20484748898817
229 => 0.20368214198171
301 => 0.20174216755045
302 => 0.20788053371316
303 => 0.20763132725693
304 => 0.21166569011253
305 => 0.2109525772901
306 => 0.20619023533355
307 => 0.2063603233082
308 => 0.2075042466792
309 => 0.21146337852733
310 => 0.21263871841811
311 => 0.2120942541515
312 => 0.21338296068544
313 => 0.21440150178506
314 => 0.21351087376582
315 => 0.22612028835004
316 => 0.22088398028936
317 => 0.22343612040414
318 => 0.22404479078343
319 => 0.22248569440583
320 => 0.22282380658308
321 => 0.22333595440155
322 => 0.2264456156665
323 => 0.23460626661347
324 => 0.23822056336645
325 => 0.24909435347405
326 => 0.23792044633455
327 => 0.23725743292712
328 => 0.2392161308825
329 => 0.24560019678324
330 => 0.25077388257098
331 => 0.25249029262386
401 => 0.25271714454719
402 => 0.25593724391118
403 => 0.25778294481533
404 => 0.25554623915137
405 => 0.25365086529402
406 => 0.24686187139943
407 => 0.24764771592855
408 => 0.25306140544963
409 => 0.26070856076287
410 => 0.26727061557254
411 => 0.26497281268889
412 => 0.28250342669509
413 => 0.28424151546766
414 => 0.28400136779843
415 => 0.28796099268465
416 => 0.28010194364909
417 => 0.27674204792448
418 => 0.25406066663539
419 => 0.2604332096161
420 => 0.2696960750849
421 => 0.26847010010614
422 => 0.2617431596056
423 => 0.26726551258495
424 => 0.26543964999003
425 => 0.26399951640631
426 => 0.27059704753697
427 => 0.26334279104717
428 => 0.2696237083272
429 => 0.26156836694779
430 => 0.26498330885891
501 => 0.26304482266801
502 => 0.26429926080546
503 => 0.25696584108631
504 => 0.26092277635806
505 => 0.25680121956981
506 => 0.25679926541525
507 => 0.25670828182071
508 => 0.26155727510431
509 => 0.2617154006012
510 => 0.2581319872382
511 => 0.25761556138916
512 => 0.25952505842282
513 => 0.25728953749446
514 => 0.25833552366664
515 => 0.25732121935006
516 => 0.25709287808388
517 => 0.25527341602588
518 => 0.25448954174415
519 => 0.25479691904797
520 => 0.25374768184617
521 => 0.25311547847952
522 => 0.25658252065876
523 => 0.25473021988247
524 => 0.25629862899906
525 => 0.2545112288617
526 => 0.24831532125243
527 => 0.24475198926581
528 => 0.23304849415285
529 => 0.23636759084874
530 => 0.23856815539198
531 => 0.23784086882357
601 => 0.23940336179505
602 => 0.23949928617346
603 => 0.2389913037807
604 => 0.23840312524646
605 => 0.2381168324643
606 => 0.24025062430722
607 => 0.24148936229216
608 => 0.23878901148365
609 => 0.23815635707113
610 => 0.24088656082899
611 => 0.2425519835441
612 => 0.25484852915227
613 => 0.2539375613363
614 => 0.25622391178598
615 => 0.25596650381225
616 => 0.25836296332771
617 => 0.26228016181613
618 => 0.25431540202325
619 => 0.25569780892263
620 => 0.25535887467534
621 => 0.2590592699139
622 => 0.25907082214393
623 => 0.25685225034995
624 => 0.25805497411168
625 => 0.25738364670289
626 => 0.25859682606592
627 => 0.25392539480572
628 => 0.2596146938308
629 => 0.26284015976769
630 => 0.26288494536535
701 => 0.26441379062056
702 => 0.26596718594459
703 => 0.26894879299686
704 => 0.26588403054217
705 => 0.26037082123481
706 => 0.26076885713925
707 => 0.25753646453955
708 => 0.25759080164313
709 => 0.25730074592574
710 => 0.258171224968
711 => 0.25411641600422
712 => 0.25506807156338
713 => 0.25373574820766
714 => 0.25569491271185
715 => 0.25358717556684
716 => 0.25535871123098
717 => 0.25612324729629
718 => 0.25894440183655
719 => 0.25317048874743
720 => 0.24139708909917
721 => 0.24387200044391
722 => 0.24021141216495
723 => 0.24055021354701
724 => 0.24123464625861
725 => 0.23901617590786
726 => 0.23943939013875
727 => 0.23942426994831
728 => 0.23929397231569
729 => 0.23871686249607
730 => 0.23787993907992
731 => 0.24121398437841
801 => 0.24178050364275
802 => 0.24303980579051
803 => 0.24678663478944
804 => 0.24641223821613
805 => 0.24702289456076
806 => 0.24568983518913
807 => 0.24061205034795
808 => 0.24088779849479
809 => 0.23744921468518
810 => 0.24295187347151
811 => 0.24164877123936
812 => 0.24080865275311
813 => 0.2405794186405
814 => 0.24433553530379
815 => 0.24545942427936
816 => 0.24475909209117
817 => 0.24332269034123
818 => 0.24608100633517
819 => 0.24681901533114
820 => 0.24698422832861
821 => 0.25187143541524
822 => 0.24725736891466
823 => 0.24836802058122
824 => 0.25703300783428
825 => 0.24917506008226
826 => 0.25333759025965
827 => 0.25313385606823
828 => 0.25526326565464
829 => 0.25295918232934
830 => 0.25298774420357
831 => 0.2548785156576
901 => 0.25222326815284
902 => 0.25156579152984
903 => 0.25065749228409
904 => 0.25264073045772
905 => 0.25382959204866
906 => 0.26341094334905
907 => 0.2696009332518
908 => 0.26933220946519
909 => 0.271787841845
910 => 0.27068155696688
911 => 0.26710907127222
912 => 0.27320686873479
913 => 0.27127727047495
914 => 0.27143634421103
915 => 0.27143042347863
916 => 0.27271343763301
917 => 0.27180430451811
918 => 0.27001230982804
919 => 0.2712019195322
920 => 0.2747346350603
921 => 0.28570029245649
922 => 0.29183681961103
923 => 0.28533086581653
924 => 0.28981858562579
925 => 0.2871275528783
926 => 0.28663851217679
927 => 0.28945713185689
928 => 0.29228068515762
929 => 0.29210083701892
930 => 0.29005108231366
1001 => 0.28889322789126
1002 => 0.29766088948737
1003 => 0.30412075319816
1004 => 0.30368023380056
1005 => 0.30562454315699
1006 => 0.31133309556268
1007 => 0.31185501405275
1008 => 0.31178926431916
1009 => 0.31049563488496
1010 => 0.31611644607757
1011 => 0.3208054256632
1012 => 0.31019619704749
1013 => 0.31423605241935
1014 => 0.31604967365179
1015 => 0.31871260769819
1016 => 0.32320542379402
1017 => 0.32808581373471
1018 => 0.32877595438308
1019 => 0.32828626656679
1020 => 0.32506751820898
1021 => 0.33040769911724
1022 => 0.33353585185065
1023 => 0.3353985952169
1024 => 0.34012220246274
1025 => 0.31606087395909
1026 => 0.29902906971859
1027 => 0.2963693075442
1028 => 0.3017780385158
1029 => 0.30320427773919
1030 => 0.3026293624966
1031 => 0.28345851836002
1101 => 0.29626837701732
1102 => 0.31005070784907
1103 => 0.31058014330663
1104 => 0.31747986629595
1105 => 0.31972669893048
1106 => 0.32528188030425
1107 => 0.3249344021968
1108 => 0.32628700045907
1109 => 0.32597606154232
1110 => 0.33626586525578
1111 => 0.34761704680236
1112 => 0.34722399147995
1113 => 0.34559212483154
1114 => 0.34801572507904
1115 => 0.35973136090166
1116 => 0.35865277289435
1117 => 0.35970052926954
1118 => 0.37351392416871
1119 => 0.39147330247014
1120 => 0.38312936815702
1121 => 0.40123330471406
1122 => 0.41262877312827
1123 => 0.43233605743723
1124 => 0.42986860838133
1125 => 0.43754050954407
1126 => 0.4254513595991
1127 => 0.39769222770515
1128 => 0.39329923882524
1129 => 0.40209411381101
1130 => 0.42371545577217
1201 => 0.40141318080883
1202 => 0.40592490198737
1203 => 0.40462552598443
1204 => 0.40455628775923
1205 => 0.40719882920305
1206 => 0.40336568501309
1207 => 0.38774876601369
1208 => 0.39490590796004
1209 => 0.39214219174037
1210 => 0.39520874093478
1211 => 0.41175764219595
1212 => 0.40444097847185
1213 => 0.39673346759601
1214 => 0.4064003966679
1215 => 0.41870971929364
1216 => 0.4179394240057
1217 => 0.41644472918865
1218 => 0.42487024561271
1219 => 0.43878673030057
1220 => 0.44254830019073
1221 => 0.44532501418174
1222 => 0.44570787612814
1223 => 0.44965159212336
1224 => 0.42844523727266
1225 => 0.46210026703853
1226 => 0.46791156097766
1227 => 0.46681927857056
1228 => 0.47327828720727
1229 => 0.47137788301712
1230 => 0.46862449550987
1231 => 0.47886339806959
]
'min_raw' => 0.17651323527261
'max_raw' => 0.47886339806959
'avg_raw' => 0.3276883166711
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.176513'
'max' => '$0.478863'
'avg' => '$0.327688'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.060874853058153
'max_diff' => 0.22070885593747
'year' => 2032
]
7 => [
'items' => [
101 => 0.4671253225217
102 => 0.45046460206408
103 => 0.44132420130935
104 => 0.45336101835828
105 => 0.46071148250304
106 => 0.4655696717254
107 => 0.46703975684869
108 => 0.43009142623297
109 => 0.41017832527946
110 => 0.42294239468649
111 => 0.43851544029209
112 => 0.42835872821802
113 => 0.42875685210212
114 => 0.41427604982148
115 => 0.43979666997642
116 => 0.43607853028204
117 => 0.45536824559372
118 => 0.45076460022495
119 => 0.4664946142392
120 => 0.46235237437907
121 => 0.47954658044894
122 => 0.48640581476476
123 => 0.49792353673559
124 => 0.5063960199029
125 => 0.51137122407152
126 => 0.51107253147476
127 => 0.53078676902771
128 => 0.51916197190573
129 => 0.50455848696621
130 => 0.50429435599706
131 => 0.51185770778022
201 => 0.52770841821349
202 => 0.53181827681039
203 => 0.53411512708883
204 => 0.53059742093346
205 => 0.51797953681427
206 => 0.51253119842573
207 => 0.51717334058633
208 => 0.51149639962774
209 => 0.52129639239057
210 => 0.53475387561943
211 => 0.53197495854932
212 => 0.54126446167615
213 => 0.55087812012819
214 => 0.56462608349102
215 => 0.56822031019967
216 => 0.57416143027287
217 => 0.58027679438448
218 => 0.58224088452344
219 => 0.5859909420201
220 => 0.58597117736601
221 => 0.59727222804017
222 => 0.60973763689818
223 => 0.6144430401672
224 => 0.62526285552686
225 => 0.60673430089499
226 => 0.62078842242396
227 => 0.63346559184056
228 => 0.61835134784374
301 => 0.63918281202616
302 => 0.63999165057526
303 => 0.65220415236917
304 => 0.63982444216879
305 => 0.63247340976924
306 => 0.65369556486715
307 => 0.66396429722741
308 => 0.66087127147079
309 => 0.63733319274135
310 => 0.62363302132512
311 => 0.58777703016316
312 => 0.63025000055805
313 => 0.65093734548387
314 => 0.63727961751568
315 => 0.64416778108025
316 => 0.68174736799396
317 => 0.69605524159264
318 => 0.6930793039037
319 => 0.69358218838502
320 => 0.70130245727259
321 => 0.73553838114982
322 => 0.71502342198008
323 => 0.73070633958449
324 => 0.7390245025329
325 => 0.74675087585565
326 => 0.72777734492036
327 => 0.70309305995007
328 => 0.69527451072419
329 => 0.63592162563364
330 => 0.63283205020817
331 => 0.63109777789813
401 => 0.62016343630103
402 => 0.61157203897394
403 => 0.60473984084131
404 => 0.58681011267421
405 => 0.59286086959792
406 => 0.56428462512467
407 => 0.58256669365873
408 => 0.53695831748187
409 => 0.57494232842218
410 => 0.55426935818842
411 => 0.56815070170264
412 => 0.56810227100282
413 => 0.54254231650918
414 => 0.52779986817989
415 => 0.53719433003999
416 => 0.54726593888732
417 => 0.54890002353784
418 => 0.56195812730429
419 => 0.56560236338251
420 => 0.5545601579324
421 => 0.53601318525991
422 => 0.54032122400032
423 => 0.52771256591232
424 => 0.50561637759812
425 => 0.52148624580781
426 => 0.52690491656345
427 => 0.529298110264
428 => 0.50756904682137
429 => 0.50074130332678
430 => 0.49710626998057
501 => 0.53320823603136
502 => 0.5351859832272
503 => 0.525067548948
504 => 0.5708038313593
505 => 0.56045230205103
506 => 0.57201749647463
507 => 0.53993031463935
508 => 0.54115608819658
509 => 0.52596550209586
510 => 0.53447121527693
511 => 0.52845965135249
512 => 0.533784037707
513 => 0.53697545293463
514 => 0.55216354640964
515 => 0.57511575205269
516 => 0.54989495172276
517 => 0.53890588785049
518 => 0.545723441272
519 => 0.56387948444018
520 => 0.59138681923071
521 => 0.57510192339801
522 => 0.58232888363309
523 => 0.58390765293938
524 => 0.57189977365196
525 => 0.59182956686789
526 => 0.60251010496166
527 => 0.61346612701992
528 => 0.62297893399234
529 => 0.60909005088176
530 => 0.62395314670327
531 => 0.61197611516074
601 => 0.60123147970433
602 => 0.60124777488112
603 => 0.59450750810524
604 => 0.58144739189869
605 => 0.57903890609208
606 => 0.59156815341633
607 => 0.60161542324624
608 => 0.60244296451261
609 => 0.60800564933782
610 => 0.61129758891716
611 => 0.64356307196959
612 => 0.65654051616735
613 => 0.67240908928193
614 => 0.67859079281383
615 => 0.69719550418149
616 => 0.68217068875133
617 => 0.67891997542249
618 => 0.63379103119926
619 => 0.64118089328764
620 => 0.65301277550678
621 => 0.6339861345791
622 => 0.64605415891867
623 => 0.648436642559
624 => 0.63333961660101
625 => 0.64140359046916
626 => 0.61998806667699
627 => 0.57558255194949
628 => 0.59187900289977
629 => 0.60387867612526
630 => 0.58675366288345
701 => 0.61744958628986
702 => 0.59951766152831
703 => 0.59383410226309
704 => 0.57166051123428
705 => 0.58212559266009
706 => 0.59627976513403
707 => 0.5875341321443
708 => 0.60568263376139
709 => 0.63138575207978
710 => 0.64970332484062
711 => 0.65110952062699
712 => 0.63933254852383
713 => 0.65820522147878
714 => 0.65834268829749
715 => 0.63705423610718
716 => 0.62401517767521
717 => 0.62105267616505
718 => 0.62845358577006
719 => 0.63743965631382
720 => 0.6516081850023
721 => 0.66016993014958
722 => 0.68249442069492
723 => 0.68853478774319
724 => 0.69517131980438
725 => 0.70403977326881
726 => 0.71468862547766
727 => 0.69138954308419
728 => 0.69231525906261
729 => 0.67061947613556
730 => 0.64743442058801
731 => 0.66502898769063
801 => 0.68803154367012
802 => 0.68275473191286
803 => 0.68216098279468
804 => 0.68315950411918
805 => 0.67918096037877
806 => 0.66118615449259
807 => 0.65214927562999
808 => 0.66380915491642
809 => 0.67000586183563
810 => 0.67961641385769
811 => 0.67843171046683
812 => 0.70318746037773
813 => 0.71280679621809
814 => 0.71034575847554
815 => 0.71079864864835
816 => 0.72821399670795
817 => 0.74758344548972
818 => 0.76572549029774
819 => 0.7841803574954
820 => 0.76193229478289
821 => 0.75063610060722
822 => 0.7622908895551
823 => 0.75610669448633
824 => 0.79164291370294
825 => 0.79410336441966
826 => 0.82963701396315
827 => 0.8633626786482
828 => 0.84218019291756
829 => 0.86215432288144
830 => 0.88375797295209
831 => 0.92543491900426
901 => 0.91139958978653
902 => 0.9006487475674
903 => 0.89048925361801
904 => 0.91162954775244
905 => 0.93882619843195
906 => 0.94468409650203
907 => 0.95417612926486
908 => 0.94419641744529
909 => 0.95621588110276
910 => 0.9986498694336
911 => 0.98718383121143
912 => 0.97090021367833
913 => 1.004397772062
914 => 1.0165204082225
915 => 1.1016034174713
916 => 1.2090242312517
917 => 1.1645513089835
918 => 1.1369455309994
919 => 1.1434335436435
920 => 1.1826599884121
921 => 1.1952582774866
922 => 1.1610117848913
923 => 1.1731082250347
924 => 1.2397607995203
925 => 1.2755177672612
926 => 1.2269550022676
927 => 1.0929722596774
928 => 0.96943405208239
929 => 1.0022019477346
930 => 0.9984870852738
1001 => 1.0700969614806
1002 => 0.9869103699919
1003 => 0.98831101884867
1004 => 1.0614017114592
1005 => 1.0419023677624
1006 => 1.0103159282609
1007 => 0.9696646680464
1008 => 0.89451705375352
1009 => 0.82795671612807
1010 => 0.95849686614188
1011 => 0.95286773750142
1012 => 0.94471592503992
1013 => 0.96285690155476
1014 => 1.0509443341048
1015 => 1.0489136336733
1016 => 1.0359953536008
1017 => 1.0457937551793
1018 => 1.0085982210896
1019 => 1.0181843571511
1020 => 0.96941448299913
1021 => 0.99146050292566
1022 => 1.0102481579479
1023 => 1.0140200578496
1024 => 1.0225183409261
1025 => 0.94990144249748
1026 => 0.9825042979718
1027 => 1.0016554210885
1028 => 0.91512995012335
1029 => 0.99994509072814
1030 => 0.94863734385386
1031 => 0.93122272394823
1101 => 0.95466921544945
1102 => 0.94553209490896
1103 => 0.93767653521798
1104 => 0.93329299793476
1105 => 0.95050951359841
1106 => 0.94970634256452
1107 => 0.92153678135708
1108 => 0.8847907371002
1109 => 0.89712391570059
1110 => 0.8926431562909
1111 => 0.87640430616072
1112 => 0.88734733046222
1113 => 0.83915978957626
1114 => 0.7562556300524
1115 => 0.81102465725695
1116 => 0.80891610928681
1117 => 0.80785288378523
1118 => 0.84901029402472
1119 => 0.8450539586932
1120 => 0.83787317132595
1121 => 0.87627242536948
1122 => 0.86225618110074
1123 => 0.90545094329451
1124 => 0.93390180733738
1125 => 0.92668574792707
1126 => 0.95344392307436
1127 => 0.89740804722603
1128 => 0.91602091741372
1129 => 0.91985700416308
1130 => 0.87579858453514
1201 => 0.84570126408226
1202 => 0.84369411594263
1203 => 0.79150950994358
1204 => 0.81938610524885
1205 => 0.84391635550559
1206 => 0.83216826925693
1207 => 0.8284491761147
1208 => 0.84744921640548
1209 => 0.84892568226041
1210 => 0.81526210429908
1211 => 0.82226182814411
1212 => 0.85145184018516
1213 => 0.82152631473453
1214 => 0.7633859070908
1215 => 0.74896628214112
1216 => 0.74704243836642
1217 => 0.70793527186804
1218 => 0.74992987043038
1219 => 0.73159810277265
1220 => 0.78950793715513
1221 => 0.75643015033253
1222 => 0.75500423305434
1223 => 0.75284874995177
1224 => 0.71918759624991
1225 => 0.7265572496327
1226 => 0.751055099907
1227 => 0.75979620887291
1228 => 0.75888443959397
1229 => 0.7509350470759
1230 => 0.7545742382632
1231 => 0.74285113547066
]
'min_raw' => 0.41017832527946
'max_raw' => 1.2755177672612
'avg_raw' => 0.84284804627032
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.410178'
'max' => '$1.27'
'avg' => '$0.842848'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.23366509000685
'max_diff' => 0.79665436919158
'year' => 2033
]
8 => [
'items' => [
101 => 0.73871146387933
102 => 0.72564552163071
103 => 0.70644219608392
104 => 0.70911253628204
105 => 0.67106572355039
106 => 0.650335800677
107 => 0.64459803124163
108 => 0.63692524615478
109 => 0.6454646927337
110 => 0.67095794171025
111 => 0.64020767475005
112 => 0.58748849892721
113 => 0.59065701122327
114 => 0.59777571761276
115 => 0.58451005535089
116 => 0.57195521932267
117 => 0.58287063064317
118 => 0.56053282086242
119 => 0.60047513520462
120 => 0.5993948075387
121 => 0.61428283230933
122 => 0.62359261973142
123 => 0.60213657380296
124 => 0.59674043627528
125 => 0.59981432145182
126 => 0.54900984664732
127 => 0.61013102283695
128 => 0.61065960130675
129 => 0.60613359153902
130 => 0.6386787309554
131 => 0.70735912620749
201 => 0.68151879885116
202 => 0.67151264307076
203 => 0.65249093361776
204 => 0.67783623206653
205 => 0.67589010859391
206 => 0.66708900020532
207 => 0.66176606239077
208 => 0.67157373852426
209 => 0.66055078278109
210 => 0.65857075703905
211 => 0.64657395533154
212 => 0.64229164294165
213 => 0.63912118933195
214 => 0.63563083143001
215 => 0.6433296912187
216 => 0.62588306206818
217 => 0.60484413762679
218 => 0.6030949787038
219 => 0.60792456027779
220 => 0.60578782995136
221 => 0.60308474886106
222 => 0.59792383091934
223 => 0.5963926968116
224 => 0.6013681398611
225 => 0.59575115474457
226 => 0.60403932225702
227 => 0.60178539929886
228 => 0.5891951688751
301 => 0.57350308026677
302 => 0.57336338776288
303 => 0.5699825530124
304 => 0.56567655164575
305 => 0.56447872057352
306 => 0.58195136514731
307 => 0.61811921650282
308 => 0.6110186018584
309 => 0.61614952363925
310 => 0.6413885805411
311 => 0.64941131776528
312 => 0.6437169689125
313 => 0.63592219299068
314 => 0.63626512357209
315 => 0.66290223253608
316 => 0.66456355634842
317 => 0.66876118565883
318 => 0.67415632557262
319 => 0.64463578456906
320 => 0.63487470874556
321 => 0.63024936949651
322 => 0.61600511484101
323 => 0.63136632227687
324 => 0.62241600453648
325 => 0.62362370818605
326 => 0.62283718959992
327 => 0.6232666819321
328 => 0.60046397051373
329 => 0.60877208007936
330 => 0.59495823654216
331 => 0.57646305072256
401 => 0.57640104837444
402 => 0.58092771890168
403 => 0.57823507814344
404 => 0.57098925109715
405 => 0.57201848662974
406 => 0.56300130035176
407 => 0.57311333630531
408 => 0.57340331331386
409 => 0.56950962866542
410 => 0.58508861524392
411 => 0.59147133875637
412 => 0.58890843210997
413 => 0.59129151839388
414 => 0.61131366445423
415 => 0.61457814788955
416 => 0.61602801579184
417 => 0.61408538487345
418 => 0.59165748646869
419 => 0.59265225913373
420 => 0.5853532773597
421 => 0.5791864069084
422 => 0.57943304938548
423 => 0.58260362243449
424 => 0.59644970089117
425 => 0.62558795673236
426 => 0.62669373224175
427 => 0.62803396441687
428 => 0.62258256661392
429 => 0.62093837287371
430 => 0.62310748881947
501 => 0.63405028569671
502 => 0.66219813020535
503 => 0.65224880202467
504 => 0.64415984334326
505 => 0.65125604087446
506 => 0.65016363688636
507 => 0.64094264787034
508 => 0.64068384542012
509 => 0.62298581936985
510 => 0.61644326210362
511 => 0.61097581155004
512 => 0.60500549827694
513 => 0.60146609644193
514 => 0.60690422628987
515 => 0.60814799092815
516 => 0.59625742497339
517 => 0.59463678477091
518 => 0.60434687760526
519 => 0.60007382777761
520 => 0.60446876549188
521 => 0.60548842874067
522 => 0.60532423947278
523 => 0.60086268469607
524 => 0.60370634666527
525 => 0.59698023837168
526 => 0.5896666058312
527 => 0.58500096392579
528 => 0.58092957255572
529 => 0.58318861711849
530 => 0.57513553573746
531 => 0.57255919292716
601 => 0.60274297797452
602 => 0.62504006451938
603 => 0.6247158560504
604 => 0.62274232037515
605 => 0.61981004667882
606 => 0.63383577161182
607 => 0.62894948949838
608 => 0.63250466799844
609 => 0.63340961013707
610 => 0.63614859743959
611 => 0.63712754997633
612 => 0.63416847548406
613 => 0.62423746006749
614 => 0.59949031386202
615 => 0.58797045049972
616 => 0.58416870371167
617 => 0.58430688998687
618 => 0.58049509562613
619 => 0.58161783989801
620 => 0.58010465098726
621 => 0.57723903727001
622 => 0.58301167354654
623 => 0.58367691610158
624 => 0.58232951381677
625 => 0.58264687583152
626 => 0.57149096039634
627 => 0.57233912041751
628 => 0.56761645764072
629 => 0.56673101530262
630 => 0.55479253505218
701 => 0.53364178677815
702 => 0.54536135447477
703 => 0.53120576471784
704 => 0.5258448283847
705 => 0.55122266718912
706 => 0.54867543604483
707 => 0.54431568358058
708 => 0.53786670103393
709 => 0.5354747106757
710 => 0.52094173447126
711 => 0.52008304870669
712 => 0.52728598413698
713 => 0.52396207727377
714 => 0.51929405317587
715 => 0.50238694308326
716 => 0.4833777535874
717 => 0.48395152153078
718 => 0.48999799103087
719 => 0.50757891657988
720 => 0.50070974481478
721 => 0.49572608188454
722 => 0.49479279162606
723 => 0.50647487318641
724 => 0.52300746606605
725 => 0.53076418874926
726 => 0.52307751214537
727 => 0.51424747194288
728 => 0.51478491557553
729 => 0.51836028728463
730 => 0.51873600829822
731 => 0.5129885598692
801 => 0.51460643293609
802 => 0.51214873580606
803 => 0.49706585305561
804 => 0.49679305153499
805 => 0.49309146886369
806 => 0.49297938641151
807 => 0.48668207088456
808 => 0.48580103291105
809 => 0.47329733071255
810 => 0.4815273053643
811 => 0.47600707046097
812 => 0.46768677436988
813 => 0.46625235218767
814 => 0.46620923172475
815 => 0.47475231542614
816 => 0.48142747445722
817 => 0.47610309731053
818 => 0.47489083984294
819 => 0.48783457807261
820 => 0.4861873693981
821 => 0.48476089730932
822 => 0.52152715370474
823 => 0.492423792861
824 => 0.47973306637137
825 => 0.46402588243685
826 => 0.46914022072843
827 => 0.47021788695172
828 => 0.43244494102192
829 => 0.41712046156252
830 => 0.41186167770288
831 => 0.40883517324337
901 => 0.41021438933002
902 => 0.3964205604344
903 => 0.40569024158113
904 => 0.39374595172085
905 => 0.39174345265569
906 => 0.41310132253945
907 => 0.41607314536291
908 => 0.40339442592505
909 => 0.41153621630238
910 => 0.40858388993221
911 => 0.39395070228831
912 => 0.39339182215476
913 => 0.38604940297647
914 => 0.37455993873495
915 => 0.3693089452731
916 => 0.36657418228695
917 => 0.3677025987945
918 => 0.36713203687817
919 => 0.36340873443114
920 => 0.36734545221609
921 => 0.35728876503964
922 => 0.35328411117374
923 => 0.35147530192977
924 => 0.34254941321935
925 => 0.35675447151836
926 => 0.35955304695387
927 => 0.36235713644752
928 => 0.38676482105649
929 => 0.38554548210883
930 => 0.39656771235355
1001 => 0.39613940875482
1002 => 0.39299569014074
1003 => 0.37973285842451
1004 => 0.38501918675936
1005 => 0.36874868982253
1006 => 0.38093965241385
1007 => 0.37537620619394
1008 => 0.37905864565057
1009 => 0.37243728747537
1010 => 0.37610182047871
1011 => 0.36021669300994
1012 => 0.34538338448937
1013 => 0.35135274084932
1014 => 0.35784211389128
1015 => 0.37191272810776
1016 => 0.36353238636047
1017 => 0.3665462741486
1018 => 0.35645025457709
1019 => 0.33561928241564
1020 => 0.33573718345584
1021 => 0.3325327922162
1022 => 0.32976373033637
1023 => 0.36449496942067
1024 => 0.3601755908209
1025 => 0.35329322632846
1026 => 0.36250554469588
1027 => 0.36494142789138
1028 => 0.36501077406151
1029 => 0.37173184373804
1030 => 0.37531887982921
1031 => 0.37595111048739
1101 => 0.38652685884172
1102 => 0.39007171019259
1103 => 0.40467245122072
1104 => 0.3750145448781
1105 => 0.3744037598139
1106 => 0.36263518090742
1107 => 0.35517136211106
1108 => 0.36314623496598
1109 => 0.37021088363674
1110 => 0.36285469923425
1111 => 0.36381526161969
1112 => 0.3539401850817
1113 => 0.35747006027849
1114 => 0.36051046432351
1115 => 0.35883173191654
1116 => 0.35631858825174
1117 => 0.36963166300993
1118 => 0.36888048715771
1119 => 0.38127792843881
1120 => 0.39094262046696
1121 => 0.40826347635174
1122 => 0.39018826027933
1123 => 0.38952952756317
1124 => 0.39596874552765
1125 => 0.39007072438187
1126 => 0.39379807015323
1127 => 0.40766294332344
1128 => 0.40795588624554
1129 => 0.40304871486464
1130 => 0.40275011304015
1201 => 0.40369258898242
1202 => 0.40921270001403
1203 => 0.40728380360371
1204 => 0.40951597136341
1205 => 0.41230733132709
1206 => 0.42385357964896
1207 => 0.42663734102973
1208 => 0.41987424408927
1209 => 0.4204848760198
1210 => 0.41795529211291
1211 => 0.41551174575444
1212 => 0.42100448111699
1213 => 0.43104256295203
1214 => 0.43098011656591
1215 => 0.43330875643921
1216 => 0.43475947978878
1217 => 0.42853191317802
1218 => 0.42447799630839
1219 => 0.42603252599364
1220 => 0.42851825281361
1221 => 0.42522643828771
1222 => 0.40490783411707
1223 => 0.41107120066498
1224 => 0.41004531509819
1225 => 0.40858432929912
1226 => 0.41478164202295
1227 => 0.41418389609229
1228 => 0.3962790847818
1229 => 0.39742529270988
1230 => 0.39634878948226
1231 => 0.39982719164252
]
'min_raw' => 0.32976373033637
'max_raw' => 0.73871146387933
'avg_raw' => 0.53423759710785
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.329763'
'max' => '$0.738711'
'avg' => '$0.534237'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.080414594943091
'max_diff' => -0.53680630338185
'year' => 2034
]
9 => [
'items' => [
101 => 0.38988287925008
102 => 0.39294168276603
103 => 0.39486013565673
104 => 0.3959901191476
105 => 0.40007239435357
106 => 0.39959338647559
107 => 0.40004261855132
108 => 0.40609555500107
109 => 0.43670923044695
110 => 0.4383754652562
111 => 0.43017031565869
112 => 0.43344811108348
113 => 0.42715546064295
114 => 0.43137975904077
115 => 0.43426991671901
116 => 0.4212098499164
117 => 0.42043651751948
118 => 0.41411789507217
119 => 0.41751316487029
120 => 0.41211104649294
121 => 0.41343653738466
122 => 0.40973034929719
123 => 0.41640074995995
124 => 0.42385929437639
125 => 0.42574361724283
126 => 0.42078677503323
127 => 0.41719769460167
128 => 0.41089645168043
129 => 0.4213755590908
130 => 0.42443996944261
131 => 0.42135946304778
201 => 0.42064564240571
202 => 0.41929295357882
203 => 0.42093262173491
204 => 0.42442328000572
205 => 0.42277715002754
206 => 0.4238644478792
207 => 0.41972078968534
208 => 0.4285339747617
209 => 0.44253143367145
210 => 0.44257643779066
211 => 0.44093029893923
212 => 0.44025673438778
213 => 0.44194577274541
214 => 0.44286200676644
215 => 0.44832404709834
216 => 0.45418503399176
217 => 0.48153570247442
218 => 0.47385574420996
219 => 0.49812288438632
220 => 0.51731504157205
221 => 0.52306993034073
222 => 0.51777570346198
223 => 0.49966443929831
224 => 0.4987758142741
225 => 0.52584168931311
226 => 0.51819433991898
227 => 0.51728471204221
228 => 0.50760780827395
301 => 0.51332805690884
302 => 0.51207695462141
303 => 0.51010202845467
304 => 0.52101586437407
305 => 0.54144559093032
306 => 0.53826142645777
307 => 0.53588459538814
308 => 0.52547001352618
309 => 0.53174191798815
310 => 0.52950861293966
311 => 0.53910430871839
312 => 0.53342003110976
313 => 0.51813640372594
314 => 0.52057037176231
315 => 0.52020248239008
316 => 0.52777361960171
317 => 0.52550095213795
318 => 0.51975870759277
319 => 0.54137576434595
320 => 0.53997207292078
321 => 0.54196218643313
322 => 0.54283829594757
323 => 0.55599621745796
324 => 0.56138659689424
325 => 0.56261030739815
326 => 0.56773075095571
327 => 0.56248290609783
328 => 0.58347802717935
329 => 0.59743855759929
330 => 0.61365443208438
331 => 0.63735018312325
401 => 0.64626000471181
402 => 0.64465052519056
403 => 0.66261637319236
404 => 0.69490060269324
405 => 0.65117609101413
406 => 0.69721810798364
407 => 0.68264173699174
408 => 0.64808142358767
409 => 0.64585614684378
410 => 0.6692607923345
411 => 0.72117004341928
412 => 0.7081673647724
413 => 0.72119131114347
414 => 0.70599818589397
415 => 0.70524371916762
416 => 0.72045341496179
417 => 0.75599169822223
418 => 0.73910879197782
419 => 0.71490300601802
420 => 0.73277618168699
421 => 0.71729278283821
422 => 0.68240435170143
423 => 0.70815742186909
424 => 0.69093707725318
425 => 0.69596288929598
426 => 0.73215749234566
427 => 0.72780246194768
428 => 0.73343827454763
429 => 0.72349121282362
430 => 0.71419908866575
501 => 0.69685464888287
502 => 0.6917198153337
503 => 0.69313889859473
504 => 0.69171911210651
505 => 0.68201505745162
506 => 0.67991946777283
507 => 0.67642672649828
508 => 0.6775092730671
509 => 0.67094189763346
510 => 0.68333589196575
511 => 0.68563632652933
512 => 0.69465564203101
513 => 0.69559205728683
514 => 0.72071072257711
515 => 0.70687578383725
516 => 0.71615745519509
517 => 0.71532721514637
518 => 0.64883045037517
519 => 0.65799311785472
520 => 0.67224735304944
521 => 0.66582583941538
522 => 0.65674732153959
523 => 0.64941593159555
524 => 0.63830812615723
525 => 0.65394214900516
526 => 0.67449922655721
527 => 0.69611341869789
528 => 0.72208145433695
529 => 0.71628569108357
530 => 0.69562796433461
531 => 0.69655465486609
601 => 0.70228309109241
602 => 0.69486424569601
603 => 0.69267628335555
604 => 0.70198249866528
605 => 0.70204658545551
606 => 0.69351030722954
607 => 0.68402379610379
608 => 0.68398404727579
609 => 0.68229601424979
610 => 0.70629848321931
611 => 0.71949741422922
612 => 0.72101065039837
613 => 0.7193955613782
614 => 0.72001714504147
615 => 0.71233697790541
616 => 0.72989156249564
617 => 0.74600138528412
618 => 0.74168360864064
619 => 0.73521064764395
620 => 0.73005462243005
621 => 0.74046901296108
622 => 0.74000527654451
623 => 0.74586068003596
624 => 0.74559504511114
625 => 0.74362609314983
626 => 0.74168367895811
627 => 0.74938513166771
628 => 0.74716723696889
629 => 0.74494589726701
630 => 0.74049066042479
701 => 0.74109620110529
702 => 0.73462435775658
703 => 0.73163018689207
704 => 0.68660504111018
705 => 0.67457285091818
706 => 0.6783584228904
707 => 0.67960473147599
708 => 0.67436830688476
709 => 0.68187599462147
710 => 0.68070592944031
711 => 0.68525796859496
712 => 0.6824140521577
713 => 0.68253076748029
714 => 0.69089411933535
715 => 0.69332203595912
716 => 0.69208717796858
717 => 0.6929520301767
718 => 0.71288218428148
719 => 0.71004875369823
720 => 0.70854355017325
721 => 0.70896050183641
722 => 0.71405308351751
723 => 0.71547872834356
724 => 0.70943817103728
725 => 0.71228693278297
726 => 0.72441659873441
727 => 0.72866129533778
728 => 0.74220832932578
729 => 0.73645330850835
730 => 0.74701689829021
731 => 0.77948577188651
801 => 0.8054241547904
802 => 0.78157014592298
803 => 0.82920268289282
804 => 0.86629144540544
805 => 0.86486791692564
806 => 0.85840063330303
807 => 0.81617606323817
808 => 0.77732038433161
809 => 0.80982480963622
810 => 0.80990767010092
811 => 0.80711551114051
812 => 0.78977365163981
813 => 0.80651205202054
814 => 0.80784068545782
815 => 0.80709700404509
816 => 0.79380104102605
817 => 0.77350056300068
818 => 0.77746722781436
819 => 0.78396470569693
820 => 0.77166362454933
821 => 0.76773268377389
822 => 0.77504105056753
823 => 0.79859013113533
824 => 0.79413831386452
825 => 0.79402205892437
826 => 0.81306882107321
827 => 0.79943544992318
828 => 0.77751726016068
829 => 0.77198262818024
830 => 0.75233841322453
831 => 0.76590674246473
901 => 0.76639504247885
902 => 0.75896380721896
903 => 0.77812026394614
904 => 0.77794373382497
905 => 0.79612993842512
906 => 0.8308951311941
907 => 0.82061335300108
908 => 0.80865676361688
909 => 0.8099567764032
910 => 0.82421470796422
911 => 0.81559403706551
912 => 0.81869409042614
913 => 0.82421001566217
914 => 0.82753791030979
915 => 0.8094779435768
916 => 0.80526730142327
917 => 0.79665380531173
918 => 0.79440670495474
919 => 0.8014222178111
920 => 0.79957387803518
921 => 0.76635400275346
922 => 0.76288234095288
923 => 0.76298881186391
924 => 0.75425915319783
925 => 0.74094432837391
926 => 0.77593489302429
927 => 0.77312466099022
928 => 0.7700223823193
929 => 0.77040239375513
930 => 0.78559061192959
1001 => 0.776780678365
1002 => 0.80020333066618
1003 => 0.79538833750243
1004 => 0.79044985793267
1005 => 0.78976720962636
1006 => 0.78786631632328
1007 => 0.78134744589577
1008 => 0.77347551813117
1009 => 0.76827778956628
1010 => 0.70869564986459
1011 => 0.71975374841986
1012 => 0.7324750828303
1013 => 0.73686643649124
1014 => 0.72935472218178
1015 => 0.78164405416115
1016 => 0.79119781898631
1017 => 0.76225884215422
1018 => 0.75684554115957
1019 => 0.78199894927314
1020 => 0.76682836930157
1021 => 0.77365968053386
1022 => 0.75889412217712
1023 => 0.78889659680682
1024 => 0.78866802821804
1025 => 0.77699638795046
1026 => 0.78686117838067
1027 => 0.78514692828285
1028 => 0.77196967516674
1029 => 0.78931433923444
1030 => 0.78932294197143
1031 => 0.77808924197723
1101 => 0.76497073975714
1102 => 0.76262546140538
1103 => 0.76085860921115
1104 => 0.77322514320409
1105 => 0.78431293891301
1106 => 0.80494457782965
1107 => 0.81013186204895
1108 => 0.83037817769392
1109 => 0.81832248250256
1110 => 0.8236666160335
1111 => 0.82946842895518
1112 => 0.83225003142443
1113 => 0.8277175594698
1114 => 0.85916842138242
1115 => 0.86182383775736
1116 => 0.86271417589861
1117 => 0.85210912221795
1118 => 0.86152889203009
1119 => 0.85712169368498
1120 => 0.86858799942401
1121 => 0.87038606257303
1122 => 0.86886316705376
1123 => 0.86943390067775
1124 => 0.84259613834756
1125 => 0.84120445879027
1126 => 0.82222880927747
1127 => 0.82996152671485
1128 => 0.81550558210446
1129 => 0.82008971105314
1130 => 0.82211035141454
1201 => 0.82105488356008
1202 => 0.83039872295669
1203 => 0.82245455064929
1204 => 0.80148857378723
1205 => 0.7805168847588
1206 => 0.78025360228621
1207 => 0.77473212674608
1208 => 0.77074111123926
1209 => 0.77150992241476
1210 => 0.77421931327482
1211 => 0.77058363651707
1212 => 0.77135949248683
1213 => 0.78424387108608
1214 => 0.78682774132697
1215 => 0.77804674066513
1216 => 0.74278975591551
1217 => 0.7341376034225
1218 => 0.74035659905483
1219 => 0.73738431969719
1220 => 0.59512669648216
1221 => 0.62854801491938
1222 => 0.60869020238471
1223 => 0.61784159601471
1224 => 0.59757191157245
1225 => 0.60724566741348
1226 => 0.60545927793864
1227 => 0.65919976897698
1228 => 0.65836068512705
1229 => 0.65876231016268
1230 => 0.63959170078337
1231 => 0.67013100206338
]
'min_raw' => 0.38988287925008
'max_raw' => 0.87038606257303
'avg_raw' => 0.63013447091155
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.389882'
'max' => '$0.870386'
'avg' => '$0.630134'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.060119148913709
'max_diff' => 0.1316745986937
'year' => 2035
]
10 => [
'items' => [
101 => 0.68517576003167
102 => 0.68239137573501
103 => 0.68309214527527
104 => 0.67105060281295
105 => 0.65887889861523
106 => 0.6453786054481
107 => 0.67046048146595
108 => 0.66767180501467
109 => 0.6740680254598
110 => 0.6903354149469
111 => 0.69273084984268
112 => 0.69595033863471
113 => 0.69479638108158
114 => 0.72228833163573
115 => 0.71895887502589
116 => 0.72698190750556
117 => 0.71047792098594
118 => 0.69180209366622
119 => 0.6953517578809
120 => 0.69500989667243
121 => 0.69065761111857
122 => 0.68672856232437
123 => 0.68018780308467
124 => 0.70088373316931
125 => 0.70004351620308
126 => 0.71364565224097
127 => 0.71124134257217
128 => 0.69518477416957
129 => 0.69575823765126
130 => 0.69961505516278
131 => 0.71296354460652
201 => 0.71692628510789
202 => 0.71509058581975
203 => 0.71943554987352
204 => 0.72286963230316
205 => 0.71986681775462
206 => 0.76238033938656
207 => 0.74472576117259
208 => 0.75333047975431
209 => 0.75538265443411
210 => 0.7501260521444
211 => 0.75126602095622
212 => 0.75299276308323
213 => 0.76347720314762
214 => 0.79099140757376
215 => 0.80317726141858
216 => 0.83983900395015
217 => 0.80216539589204
218 => 0.79992999989876
219 => 0.80653388680726
220 => 0.82805821071286
221 => 0.84550165356141
222 => 0.85128864989063
223 => 0.85205349698844
224 => 0.8629102868143
225 => 0.86913319627534
226 => 0.86159198696752
227 => 0.85520160167667
228 => 0.83231203476865
229 => 0.83496156446448
301 => 0.85321419665653
302 => 0.87899711470247
303 => 0.90112154064131
304 => 0.89337433779162
305 => 0.95248002686188
306 => 0.95834011450811
307 => 0.95753043987472
308 => 0.97088059163079
309 => 0.94438325910611
310 => 0.93305513609017
311 => 0.85658327551051
312 => 0.87806874908673
313 => 0.9092991467274
314 => 0.90516568649168
315 => 0.8824853369341
316 => 0.90110433556237
317 => 0.89494831234595
318 => 0.89009280142152
319 => 0.91233683825344
320 => 0.88787860602207
321 => 0.90905515715132
322 => 0.88189601128468
323 => 0.89340972636166
324 => 0.88687398482823
325 => 0.89110341059072
326 => 0.8663782740046
327 => 0.87971935753771
328 => 0.86582324106821
329 => 0.86581665249968
330 => 0.86550989495842
331 => 0.88185861435997
401 => 0.88239174551271
402 => 0.87031001717343
403 => 0.86856885136767
404 => 0.8750068539335
405 => 0.86746963904445
406 => 0.87099625445237
407 => 0.86757645663254
408 => 0.86680658811133
409 => 0.86067214475202
410 => 0.8580292578828
411 => 0.85906560192303
412 => 0.85552802544176
413 => 0.85339650765206
414 => 0.86508588242053
415 => 0.85884072102977
416 => 0.86412872186917
417 => 0.85810237751376
418 => 0.83721244242467
419 => 0.82519841984788
420 => 0.7857392689626
421 => 0.79692983520474
422 => 0.80434919220076
423 => 0.80189709475783
424 => 0.80716514890098
425 => 0.80748856464
426 => 0.80577586653661
427 => 0.8037927815431
428 => 0.80282752543974
429 => 0.81002175361471
430 => 0.81419824521687
501 => 0.8050938239335
502 => 0.8029607854112
503 => 0.81216585799756
504 => 0.81778094695765
505 => 0.85923960899298
506 => 0.85616821739969
507 => 0.86387680756869
508 => 0.86300893861362
509 => 0.87108876918545
510 => 0.88429587737922
511 => 0.85744213365576
512 => 0.86210301503356
513 => 0.86096027455519
514 => 0.87343641545536
515 => 0.87347536460543
516 => 0.86599529490632
517 => 0.87005036204048
518 => 0.86778693481114
519 => 0.8718772537351
520 => 0.85612719709242
521 => 0.87530906596965
522 => 0.88618394957071
523 => 0.88633494734006
524 => 0.89148955585855
525 => 0.89672693664813
526 => 0.90677963299399
527 => 0.89644657240315
528 => 0.87785840230341
529 => 0.87920040814518
530 => 0.86830217081685
531 => 0.86848537215527
601 => 0.86750742905305
602 => 0.87044230991892
603 => 0.85677123839981
604 => 0.85997981156
605 => 0.85548779034636
606 => 0.86209325025672
607 => 0.85498686731481
608 => 0.86095972349113
609 => 0.86353741021351
610 => 0.87304912971273
611 => 0.85358197861103
612 => 0.8138871397044
613 => 0.82223147609598
614 => 0.80988954713936
615 => 0.81103183965333
616 => 0.81333945232606
617 => 0.80585972464986
618 => 0.80728662097717
619 => 0.80723564219945
620 => 0.80679633463396
621 => 0.8048505685846
622 => 0.80202882285493
623 => 0.81326978935438
624 => 0.81517984860725
625 => 0.81942567372008
626 => 0.83205836928521
627 => 0.83079606509878
628 => 0.83285493559934
629 => 0.82836043285667
630 => 0.81124032674502
701 => 0.8121700308742
702 => 0.80057660548585
703 => 0.81912920376733
704 => 0.81473570361195
705 => 0.81190318548036
706 => 0.81113030666506
707 => 0.82379431623905
708 => 0.82758358638761
709 => 0.82522236751949
710 => 0.8203794387332
711 => 0.82967929368624
712 => 0.83216754254229
713 => 0.83272456969807
714 => 0.84920212960454
715 => 0.83364548225399
716 => 0.83739012189104
717 => 0.86660473138481
718 => 0.8401111119145
719 => 0.85414537302614
720 => 0.85345846897549
721 => 0.86063792206671
722 => 0.85286954426948
723 => 0.85296584262259
724 => 0.85934071058931
725 => 0.85038835824355
726 => 0.84817162990553
727 => 0.84510923558306
728 => 0.85179586155072
729 => 0.85580419140825
730 => 0.88810838626609
731 => 0.90897836939452
801 => 0.90807234838625
802 => 0.91635168440158
803 => 0.91262176769665
804 => 0.90057688275411
805 => 0.92113603263378
806 => 0.91463025738049
807 => 0.91516658558785
808 => 0.91514662342519
809 => 0.91947239522388
810 => 0.91640718945335
811 => 0.91036535424269
812 => 0.91437620641617
813 => 0.92628700346549
814 => 0.96325848297448
815 => 0.98394821271467
816 => 0.96201293526533
817 => 0.97714359592482
818 => 0.96807059113477
819 => 0.96642175626591
820 => 0.9759249293071
821 => 0.98544473639469
822 => 0.98483836583847
823 => 0.97792747474038
824 => 0.97402368771644
825 => 1.0035844709263
826 => 1.0253643524405
827 => 1.0238791105354
828 => 1.030434485278
829 => 1.0496812682722
830 => 1.0514409529006
831 => 1.0512192730833
901 => 1.0468577111276
902 => 1.065808668496
903 => 1.0816178905431
904 => 1.0458481355525
905 => 1.0594687899924
906 => 1.0655835406006
907 => 1.0745618086581
908 => 1.0897096518036
909 => 1.1061642272266
910 => 1.1084910846067
911 => 1.1068400679451
912 => 1.0959878331309
913 => 1.1139926259027
914 => 1.124539411244
915 => 1.1308197805559
916 => 1.146745752177
917 => 1.0656213032186
918 => 1.0081973860992
919 => 0.99922981222956
920 => 1.0174657263259
921 => 1.0222743914444
922 => 1.0203360245646
923 => 0.95570018509256
924 => 0.99888951791143
925 => 1.0453576085623
926 => 1.0471426371715
927 => 1.0704055349532
928 => 1.0779808880494
929 => 1.0967105699014
930 => 1.095539023202
1001 => 1.1000994026787
1002 => 1.0990510504118
1003 => 1.1337438420428
1004 => 1.1720151431413
1005 => 1.1706899296796
1006 => 1.1651879773412
1007 => 1.173359314786
1008 => 1.2128593989215
1009 => 1.2092228641503
1010 => 1.2127554479212
1011 => 1.2593282732442
1012 => 1.3198795710712
1013 => 1.2917474139797
1014 => 1.3527861000582
1015 => 1.3912067174229
1016 => 1.4576512023892
1017 => 1.4493320256255
1018 => 1.4751983760307
1019 => 1.4344389629537
1020 => 1.3408471116926
1021 => 1.3260358429753
1022 => 1.3556883780284
1023 => 1.4285862420043
1024 => 1.3533925648703
1025 => 1.368604147822
1026 => 1.3642232109086
1027 => 1.3639897693983
1028 => 1.3728992823725
1029 => 1.3599755691144
1030 => 1.3073220363695
1031 => 1.3314528401373
1101 => 1.3221347779462
1102 => 1.3324738626548
1103 => 1.3882696386642
1104 => 1.3636009960852
1105 => 1.3376145850461
1106 => 1.3702073113354
1107 => 1.4117090519776
1108 => 1.409111947634
1109 => 1.404072479702
1110 => 1.4324796965765
1111 => 1.4794000963196
1112 => 1.4920824918287
1113 => 1.5014443769134
1114 => 1.5027352226962
1115 => 1.5160317365155
1116 => 1.444533030556
1117 => 1.5580033131308
1118 => 1.5775964963781
1119 => 1.5739137899819
1120 => 1.5956907885541
1121 => 1.589283443145
1122 => 1.580000204929
1123 => 1.6145213797664
1124 => 1.5749456385304
1125 => 1.5187728562932
1126 => 1.4879553569862
1127 => 1.5285383260504
1128 => 1.5533209291075
1129 => 1.5697006532586
1130 => 1.5746571478899
1201 => 1.4500832715689
1202 => 1.3829448614159
1203 => 1.4259798125805
1204 => 1.4784854231151
1205 => 1.4442413592384
1206 => 1.4455836617098
1207 => 1.3967606258033
1208 => 1.4828051784484
1209 => 1.4702692108766
1210 => 1.5353058328149
1211 => 1.5197843210378
1212 => 1.5728191615213
1213 => 1.558853310631
1214 => 1.6168247768567
1215 => 1.6399511642489
1216 => 1.6787839680152
1217 => 1.7073495365437
1218 => 1.7241237847559
1219 => 1.7231167218118
1220 => 1.7895846501257
1221 => 1.7503908350116
1222 => 1.7011541659552
1223 => 1.7002636299517
1224 => 1.725763998545
1225 => 1.779205775432
1226 => 1.7930624506326
1227 => 1.8008064417073
1228 => 1.7889462498061
1229 => 1.7464041725457
1230 => 1.7280347192779
1231 => 1.7436860256764
]
'min_raw' => 0.6453786054481
'max_raw' => 1.8008064417073
'avg_raw' => 1.2230925235777
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.645378'
'max' => '$1.80'
'avg' => '$1.22'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.25549572619802
'max_diff' => 0.93042037913428
'year' => 2036
]
11 => [
'items' => [
101 => 1.7245458228831
102 => 1.7575871826967
103 => 1.8029600269742
104 => 1.7935907140546
105 => 1.8249109224191
106 => 1.8573240430943
107 => 1.9036762614242
108 => 1.9157944477134
109 => 1.9358253488359
110 => 1.9564437258993
111 => 1.9630657929312
112 => 1.9757093736018
113 => 1.9756427356907
114 => 2.0137450170528
115 => 2.0557730133246
116 => 2.0716376089668
117 => 2.1081173718673
118 => 2.0456470563036
119 => 2.0930315082659
120 => 2.1357734700457
121 => 2.0848147411676
122 => 2.1550494770651
123 => 2.1577765327046
124 => 2.1989518351525
125 => 2.1572127778881
126 => 2.1324282589203
127 => 2.2039802365165
128 => 2.2386019846091
129 => 2.2281736323225
130 => 2.14881335651
131 => 2.1026222720648
201 => 1.9817312944769
202 => 2.1249318795313
203 => 2.194680707293
204 => 2.1486327238962
205 => 2.1718566482703
206 => 2.2985588492729
207 => 2.3467988440547
208 => 2.3367652623631
209 => 2.3384607725021
210 => 2.3644901980685
211 => 2.4799190056965
212 => 2.410751388547
213 => 2.4636274401966
214 => 2.4916727073328
215 => 2.5177227144285
216 => 2.4537521301906
217 => 2.3705273400115
218 => 2.3441665554228
219 => 2.1440541594539
220 => 2.1336374401996
221 => 2.1277902200233
222 => 2.0909243239174
223 => 2.0619578279969
224 => 2.0389225949839
225 => 1.9784712646549
226 => 1.9988718140735
227 => 1.9025250107022
228 => 1.9641642811781
301 => 1.8103924566227
302 => 1.9384582014669
303 => 1.8687578389831
304 => 1.9155597578057
305 => 1.9153964703199
306 => 1.8292192992056
307 => 1.7795141053785
308 => 1.8111881894402
309 => 1.8451453218463
310 => 1.8506547523337
311 => 1.89468106087
312 => 1.9069678572401
313 => 1.8697382906229
314 => 1.8072058773493
315 => 1.8217307307403
316 => 1.7792197596882
317 => 1.7047209180803
318 => 1.758227286748
319 => 1.7764967135202
320 => 1.7845655331691
321 => 1.7113044786974
322 => 1.6882842648076
323 => 1.6760284960909
324 => 1.7977487951899
325 => 1.8044169079426
326 => 1.7703019003238
327 => 1.9245049696788
328 => 1.8896040658952
329 => 1.9285969263505
330 => 1.8204127525373
331 => 1.8245455336663
401 => 1.7733294120549
402 => 1.8020070178948
403 => 1.7817386104095
404 => 1.7996901507406
405 => 1.810450229998
406 => 1.8616579475478
407 => 1.9390429113452
408 => 1.8540092221728
409 => 1.8169588260955
410 => 1.8399446834425
411 => 1.9011590505985
412 => 1.9939019503455
413 => 1.9389962870705
414 => 1.9633624880733
415 => 1.9686854190156
416 => 1.9282000156347
417 => 1.9953947049159
418 => 2.0314048847904
419 => 2.0683438780849
420 => 2.1004169709554
421 => 2.0535896318572
422 => 2.1037015971276
423 => 2.0633201990724
424 => 2.0270939104646
425 => 2.0271488507908
426 => 2.0044235707655
427 => 1.960390477147
428 => 1.9522700990949
429 => 1.9945133312127
430 => 2.0283884029222
501 => 2.0311785160789
502 => 2.0499334963413
503 => 2.0610325004689
504 => 2.1698178292843
505 => 2.2135721884533
506 => 2.2670741906175
507 => 2.287916235668
508 => 2.3506433189836
509 => 2.2999861047617
510 => 2.2890260978159
511 => 2.136870711565
512 => 2.1617861475397
513 => 2.2016781645172
514 => 2.1375285162319
515 => 2.1782167028552
516 => 2.1862494127883
517 => 2.1353487357303
518 => 2.1625369866354
519 => 2.090333052986
520 => 1.9406167597882
521 => 1.9955613819489
522 => 2.0360191180191
523 => 1.9782809402441
524 => 2.0817743891297
525 => 2.0213156528292
526 => 2.002153135953
527 => 1.9273933256887
528 => 1.9626770783645
529 => 2.0103988590731
530 => 1.9809123468477
531 => 2.0421012871376
601 => 2.1287611450825
602 => 2.1905201205377
603 => 2.1952612078089
604 => 2.1555543241212
605 => 2.2191848586368
606 => 2.2196483376137
607 => 2.1478728347418
608 => 2.1039107388804
609 => 2.0939224582037
610 => 2.1188751416519
611 => 2.1491723058776
612 => 2.1969424895659
613 => 2.2258090110919
614 => 2.3010775896117
615 => 2.3214431088399
616 => 2.3438186400321
617 => 2.3737192500631
618 => 2.4096225987643
619 => 2.3310681157848
620 => 2.3341892318374
621 => 2.2610403849477
622 => 2.1828703514402
623 => 2.2421916628402
624 => 2.3197463863122
625 => 2.3019552470573
626 => 2.2999533804512
627 => 2.3033199648113
628 => 2.2899060268174
629 => 2.2292352824149
630 => 2.1987668143949
701 => 2.2380789114759
702 => 2.2589715414943
703 => 2.291374188624
704 => 2.2873798784283
705 => 2.3708456176442
706 => 2.4032778800306
707 => 2.3949803194574
708 => 2.3965072702948
709 => 2.4552243321785
710 => 2.520529781078
711 => 2.5816969517853
712 => 2.6439188250199
713 => 2.5689079282746
714 => 2.5308220209362
715 => 2.5701169555854
716 => 2.5492665101443
717 => 2.6690793542927
718 => 2.6773749356673
719 => 2.7971791159834
720 => 2.9108875491197
721 => 2.8394693195649
722 => 2.9068134932874
723 => 2.9796517078192
724 => 3.1201684412256
725 => 3.0728473488526
726 => 3.036600133711
727 => 3.0023466905474
728 => 3.0736226681899
729 => 3.1653180747653
730 => 3.185068387094
731 => 3.2170714382664
801 => 3.1834241431055
802 => 3.2239486039989
803 => 3.3670177583027
804 => 3.3283592099035
805 => 3.2734578565047
806 => 3.38639721332
807 => 3.4272695275108
808 => 3.714132833499
809 => 4.0763096070413
810 => 3.9263660446139
811 => 3.8332912367667
812 => 3.8551660243747
813 => 3.9874207216149
814 => 4.0298967328141
815 => 3.9144322920154
816 => 3.9552162845052
817 => 4.1799400929175
818 => 4.3004972061277
819 => 4.1367644534078
820 => 3.6850322823886
821 => 3.2685145903199
822 => 3.3789938382926
823 => 3.3664689201427
824 => 3.6079066174157
825 => 3.3274372163094
826 => 3.3321596017201
827 => 3.5785899748858
828 => 3.5128465762113
829 => 3.406350690137
830 => 3.2692921281436
831 => 3.0159266999163
901 => 2.7915138745177
902 => 3.2316391043115
903 => 3.212660104087
904 => 3.1851756992317
905 => 3.246339268114
906 => 3.5433321970246
907 => 3.5364855487409
908 => 3.4929306655508
909 => 3.5259666605754
910 => 3.4005593204825
911 => 3.4328796474965
912 => 3.2684486117894
913 => 3.3427783071757
914 => 3.4061221977953
915 => 3.4188394216595
916 => 3.4474919763831
917 => 3.2026590333811
918 => 3.3125818368715
919 => 3.3771511855482
920 => 3.0854245191737
921 => 3.3713846873267
922 => 3.1983970365476
923 => 3.1396824296858
924 => 3.2187339127639
925 => 3.1879274729283
926 => 3.1614419049725
927 => 3.1466625029733
928 => 3.2047091875521
929 => 3.2020012403357
930 => 3.1070255979889
1001 => 2.9831337442499
1002 => 3.0247159169762
1003 => 3.0096087237898
1004 => 2.9548583068155
1005 => 2.9917534772656
1006 => 2.8292858188219
1007 => 2.5497686568036
1008 => 2.7344262558751
1009 => 2.7273171391797
1010 => 2.7237324001691
1011 => 2.8624974823101
1012 => 2.8491584215174
1013 => 2.8249478955622
1014 => 2.9544136615202
1015 => 2.9071569153853
1016 => 3.0527910718835
1017 => 3.14871514638
1018 => 3.124385698269
1019 => 3.2146027539742
1020 => 3.0256738862516
1021 => 3.0884284775985
1022 => 3.101362111901
1023 => 2.9528160740648
1024 => 2.8513408568301
1025 => 2.8445736167427
1026 => 2.668629574204
1027 => 2.7626174615575
1028 => 2.8453229129455
1029 => 2.8057134199329
1030 => 2.7931742377451
1031 => 2.8572342001259
1101 => 2.8622122078394
1102 => 2.7487131044268
1103 => 2.7723131620754
1104 => 2.8707293256534
1105 => 2.7698333272631
1106 => 2.5738088836586
1107 => 2.5251921113948
1108 => 2.5187057377899
1109 => 2.3868531955654
1110 => 2.5284409165876
1111 => 2.4666340820464
1112 => 2.6618811318025
1113 => 2.5503570641127
1114 => 2.5455494844549
1115 => 2.5382821226836
1116 => 2.4247911928311
1117 => 2.4496384937439
1118 => 2.532234706329
1119 => 2.5617059654923
1120 => 2.5586318717107
1121 => 2.5318299398271
1122 => 2.5440997269953
1123 => 2.5045744674494
1124 => 2.4906172756566
1125 => 2.4465645391304
1126 => 2.381819186316
1127 => 2.3908224247312
1128 => 2.2625449392628
1129 => 2.1926525569781
1130 => 2.1733072667285
1201 => 2.1474379361115
1202 => 2.1762292764574
1203 => 2.2621815452637
1204 => 2.1585048732923
1205 => 1.9807584912702
1206 => 1.9914413516949
1207 => 2.0154425672993
1208 => 1.9707164608044
1209 => 1.9283869545846
1210 => 1.9651890259413
1211 => 1.8898755406895
1212 => 2.0245438421775
1213 => 2.0209014420258
1214 => 2.0710974569887
1215 => 2.1024860552709
1216 => 2.0301454984098
1217 => 2.0119520439889
1218 => 2.0223158624734
1219 => 1.8510250286149
1220 => 2.0570993414825
1221 => 2.0588814806976
1222 => 2.0436217227698
1223 => 2.1533499325412
1224 => 2.3849106802457
1225 => 2.2977882124497
1226 => 2.2640517596286
1227 => 2.1999187381545
1228 => 2.2853721814268
1229 => 2.2788106902648
1230 => 2.2491371388589
1231 => 2.2311904823815
]
'min_raw' => 1.6760284960909
'max_raw' => 4.3004972061277
'avg_raw' => 2.9882628511093
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.67'
'max' => '$4.30'
'avg' => '$2.98'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.0306498906428
'max_diff' => 2.4996907644204
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.05260861933743
]
1 => [
'year' => 2028
'avg' => 0.090291663174347
]
2 => [
'year' => 2029
'avg' => 0.24666055030335
]
3 => [
'year' => 2030
'avg' => 0.19029824722113
]
4 => [
'year' => 2031
'avg' => 0.18689646217329
]
5 => [
'year' => 2032
'avg' => 0.3276883166711
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.05260861933743
'min' => '$0.0526086'
'max_raw' => 0.3276883166711
'max' => '$0.327688'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.3276883166711
]
1 => [
'year' => 2033
'avg' => 0.84284804627032
]
2 => [
'year' => 2034
'avg' => 0.53423759710785
]
3 => [
'year' => 2035
'avg' => 0.63013447091155
]
4 => [
'year' => 2036
'avg' => 1.2230925235777
]
5 => [
'year' => 2037
'avg' => 2.9882628511093
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.3276883166711
'min' => '$0.327688'
'max_raw' => 2.9882628511093
'max' => '$2.98'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 2.9882628511093
]
]
]
]
'prediction_2025_max_price' => '$0.089951'
'last_price' => 0.087219
'sma_50day_nextmonth' => '$0.079537'
'sma_200day_nextmonth' => '$0.214926'
'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' => '$0.085078'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.082932'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.080244'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.078918'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.099347'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.14439'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.264576'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.0851059'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.083523'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.081637'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.083797'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.103157'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.151129'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.229512'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.196954'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.331843'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.43345'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.907918'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.085963'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.090378'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.114765'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.180737'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.294711'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.483659'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$1.01'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '50.69'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 116.12
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.080163'
'vwma_10_action' => 'BUY'
'hma_9' => '0.086268'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 232.86
'cci_20_action' => 'SELL'
'adx_14' => 26.14
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.005714'
'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' => 71.29
'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' => 1767692347
'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 $0.030134 na extremidade inferior e $0.089951 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 $0.0526086 na extremidade inferior e $0.327688 na extremidade superior. Considerando a volatilidade de preços no mercado, se Kava atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Kava | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.0290093 | $0.0526086 | $0.0762078 |
| 2028 | $0.052353 | $0.090291 | $0.128229 |
| 2029 | $0.1150054 | $0.24666 | $0.378315 |
| 2030 | $0.0978071 | $0.190298 | $0.282789 |
| 2031 | $0.115638 | $0.186896 | $0.258154 |
| 2032 | $0.176513 | $0.327688 | $0.478863 |
Previsão de preço de Kava 2032-2037
A previsão de preço de Kava para 2032-2037 é atualmente estimada entre $0.327688 na extremidade inferior e $2.98 na extremidade superior. Comparado ao preço atual, Kava poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Kava | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.176513 | $0.327688 | $0.478863 |
| 2033 | $0.410178 | $0.842848 | $1.27 |
| 2034 | $0.329763 | $0.534237 | $0.738711 |
| 2035 | $0.389882 | $0.630134 | $0.870386 |
| 2036 | $0.645378 | $1.22 | $1.80 |
| 2037 | $1.67 | $2.98 | $4.30 |
Kava Histograma de preços potenciais
Previsão de preço de Kava baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 50%
Baixista 50%
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 $0.214926 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Kava é esperado para alcançar $0.079537 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 50.69, 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 | $0.085078 | BUY |
| SMA 5 | $0.082932 | BUY |
| SMA 10 | $0.080244 | BUY |
| SMA 21 | $0.078918 | BUY |
| SMA 50 | $0.099347 | SELL |
| SMA 100 | $0.14439 | SELL |
| SMA 200 | $0.264576 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.0851059 | BUY |
| EMA 5 | $0.083523 | BUY |
| EMA 10 | $0.081637 | BUY |
| EMA 21 | $0.083797 | BUY |
| EMA 50 | $0.103157 | SELL |
| EMA 100 | $0.151129 | SELL |
| EMA 200 | $0.229512 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.196954 | SELL |
| SMA 50 | $0.331843 | SELL |
| SMA 100 | $0.43345 | SELL |
| SMA 200 | $0.907918 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.180737 | SELL |
| EMA 50 | $0.294711 | SELL |
| EMA 100 | $0.483659 | SELL |
| EMA 200 | $1.01 | SELL |
Osciladores de Kava
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 50.69 | NEUTRAL |
| Stoch RSI (14) | 116.12 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 232.86 | SELL |
| Índice Direcional Médio (14) | 26.14 | SELL |
| Oscilador Impressionante (5, 34) | -0.005714 | NEUTRAL |
| Momentum (10) | 0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 71.29 | SELL |
| VWMA (10) | 0.080163 | BUY |
| Média Móvel de Hull (9) | 0.086268 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.017847 | SELL |
Previsão do preço de Kava com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Kava
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Kava por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.122557 | $0.172213 | $0.241988 | $0.340034 | $0.4778051 | $0.671396 |
| Amazon.com stock | $0.181987 | $0.379728 | $0.792325 | $1.65 | $3.44 | $7.19 |
| Apple stock | $0.123713 | $0.175478 | $0.2489023 | $0.353049 | $0.500773 | $0.7103083 |
| Netflix stock | $0.137617 | $0.217139 | $0.342612 | $0.540588 | $0.852963 | $1.34 |
| Google stock | $0.112948 | $0.146267 | $0.189415 | $0.245292 | $0.317652 | $0.411358 |
| Tesla stock | $0.197718 | $0.448213 | $1.01 | $2.30 | $5.22 | $11.83 |
| Kodak stock | $0.0654049 | $0.049046 | $0.036779 | $0.02758 | $0.020682 | $0.0155099 |
| Nokia stock | $0.057778 | $0.038276 | $0.025356 | $0.016797 | $0.011127 | $0.007371 |
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 $0.08721 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 | $0.089486 | $0.091812 | $0.094198 | $0.096647 |
| Se Kava tiver 2% da média anterior do crescimento anual do Bitcoin | $0.091753 | $0.096523 | $0.101541 | $0.106819 |
| Se Kava tiver 5% da média anterior do crescimento anual do Bitcoin | $0.098554 | $0.111363 | $0.125836 | $0.142191 |
| Se Kava tiver 10% da média anterior do crescimento anual do Bitcoin | $0.10989 | $0.138453 | $0.174442 | $0.219785 |
| Se Kava tiver 20% da média anterior do crescimento anual do Bitcoin | $0.132561 | $0.201474 | $0.306214 | $0.4654042 |
| Se Kava tiver 50% da média anterior do crescimento anual do Bitcoin | $0.200574 | $0.461252 | $1.06 | $2.43 |
| Se Kava tiver 100% da média anterior do crescimento anual do Bitcoin | $0.313929 | $1.12 | $4.06 | $14.63 |
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 4.1756% nas últimas 24 horas, e Kava registrou um declínio de -72.79% 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 $0.089951 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 $0.282789. 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 $0.087965 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 $0.0770858 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 $0.030134 e $0.089951. 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 $0.282789 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 $0.282789, enquanto seu pico mais baixo está previsto para cerca de $0.0978071.
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 $0.089951 se o melhor cenário ocorrer. O preço ficará entre $0.089951 e $0.030134 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 $0.0762078 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.0762078 e $0.0290093 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 $0.128229 no melhor cenário. O preço é esperado para variar entre $0.128229 e $0.052353 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 $0.378315 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.378315 e $0.1150054.
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 $0.282789 no melhor cenário. O preço está previsto para variar entre $0.282789 e $0.0978071 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 $0.258154 sob condições ideais. O preço provavelmente oscilará entre $0.258154 e $0.115638 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 $0.478863 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.478863 e $0.176513 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 $1.27. Ao longo do ano, o preço de KAVA poderia variar entre $1.27 e $0.410178.
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 $0.738711 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.738711 e $0.329763.
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 $0.870386 em 2035. A faixa de preço esperada para o ano está entre $0.870386 e $0.389882.
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 $1.80 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $1.80 e $0.645378.
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 $4.30 sob condições favoráveis. O preço é esperado para cair entre $4.30 e $1.67 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
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 NEXOComo 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