Previsão de Preço StakeStone - Projeção STO
$0.08111
5.3276%
Add to portfolio
Add to favorites
Sentiment
Altista 50%
Baixista 50%
SMA 50
$0.112491
SMA 200
$0.110173
RSI (14)
28.81
Momentum (10)
-0.01
MACD (12, 26)
-0
Hull Moving Average (9)
0.077567
Previsão de Preço StakeStone até $0.083659 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.028026 | $0.083659 |
| 2027 | $0.02698 | $0.070877 |
| 2028 | $0.048691 | $0.11926 |
| 2029 | $0.10696 | $0.351852 |
| 2030 | $0.090965 | $0.2630081 |
| 2031 | $0.107549 | $0.240096 |
| 2032 | $0.164166 | $0.445366 |
| 2033 | $0.381486 | $1.18 |
| 2034 | $0.306696 | $0.687038 |
| 2035 | $0.36261 | $0.8095022 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em StakeStone hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.44, com um retorno de 39.54% nos próximos 90 dias.
$
≈ $3,954.44
(39.54% ROI)
Previsão de preço de longo prazo de StakeStone para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'StakeStone'
'name_with_ticker' => 'StakeStone <small>STO</small>'
'name_lang' => 'StakeStone'
'name_lang_with_ticker' => 'StakeStone <small>STO</small>'
'name_with_lang' => 'StakeStone'
'name_with_lang_with_ticker' => 'StakeStone <small>STO</small>'
'image' => '/uploads/coins/stakestone.png?1743498601'
'price_for_sd' => 0.08111
'ticker' => 'STO'
'marketcap' => '$18.28M'
'low24h' => '$0.07648'
'high24h' => '$0.08302'
'volume24h' => '$16.02M'
'current_supply' => '225.33M'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.08111'
'change_24h_pct' => '5.3276%'
'ath_price' => '$0.2335'
'ath_days' => 89
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '9 de out. de 2025'
'ath_pct' => '-65.29%'
'fdv' => '$81.12M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$3.99'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.081812'
'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' => '$0.071693'
'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' => '$0.028026'
'current_year_max_price_prediction' => '$0.083659'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.090965'
'grand_prediction_max_price' => '$0.2630081'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.082655143431932
107 => 0.08296374773369
108 => 0.083659048983276
109 => 0.077717775932713
110 => 0.080385233105803
111 => 0.081952114288057
112 => 0.074872888103009
113 => 0.081812180747826
114 => 0.077614351587042
115 => 0.076189545320593
116 => 0.078107859254414
117 => 0.077360290448783
118 => 0.076717574688414
119 => 0.07635892825087
120 => 0.077767526287285
121 => 0.077701813505247
122 => 0.075397073720575
123 => 0.072390634624681
124 => 0.073399694268262
125 => 0.073033093439764
126 => 0.071704484744841
127 => 0.072599806588394
128 => 0.068657262301402
129 => 0.061874319771254
130 => 0.066355339373818
131 => 0.066182824993531
201 => 0.066095835420086
202 => 0.069463197805128
203 => 0.069139503610075
204 => 0.06855199547643
205 => 0.071693694697237
206 => 0.070546932219824
207 => 0.074080983963989
208 => 0.076408739010831
209 => 0.075818345035964
210 => 0.078007609908536
211 => 0.073422940964436
212 => 0.074945784082674
213 => 0.075259639938774
214 => 0.071654926616525
215 => 0.069192463983579
216 => 0.069028245800091
217 => 0.064758674942815
218 => 0.067039445232
219 => 0.069046428701795
220 => 0.068085239367972
221 => 0.067780955539598
222 => 0.06933547562765
223 => 0.069456275152056
224 => 0.066702033193844
225 => 0.067274727312456
226 => 0.069662956989542
227 => 0.067214550052159
228 => 0.062457695317828
301 => 0.061277929575051
302 => 0.061120527077568
303 => 0.057920908814758
304 => 0.061356767163253
305 => 0.059856922918856
306 => 0.064594912916014
307 => 0.061888598439987
308 => 0.061771934631968
309 => 0.061595580175287
310 => 0.05884153656192
311 => 0.059444497084645
312 => 0.061448829695664
313 => 0.062163998151698
314 => 0.062089400222531
315 => 0.06143900737241
316 => 0.061736753888645
317 => 0.060777608618088
318 => 0.060438914460172
319 => 0.059369902532621
320 => 0.057798750321204
321 => 0.058017228672638
322 => 0.054904365027481
323 => 0.053208311701421
324 => 0.052738866494392
325 => 0.052111104744086
326 => 0.052809773854499
327 => 0.054895546675885
328 => 0.052379662131905
329 => 0.048066354550032
330 => 0.048325591685221
331 => 0.048908020559794
401 => 0.047822668205179
402 => 0.046795473288254
403 => 0.047688535929562
404 => 0.045860930645794
405 => 0.04912887792685
406 => 0.049040489111214
407 => 0.050258577769088
408 => 0.051020273604552
409 => 0.049264811305762
410 => 0.048823317284892
411 => 0.049074812343964
412 => 0.044918159229663
413 => 0.049918890530124
414 => 0.04996213706207
415 => 0.049591833999815
416 => 0.052254569037053
417 => 0.05787377049351
418 => 0.055759600873736
419 => 0.054940930495844
420 => 0.053384637509028
421 => 0.055458305510427
422 => 0.055299080162179
423 => 0.054579002752985
424 => 0.054143497689126
425 => 0.0549459291226
426 => 0.054044067554403
427 => 0.053882068435256
428 => 0.052900530030006
429 => 0.052550165476484
430 => 0.05229076950947
501 => 0.05200520003751
502 => 0.052635095133176
503 => 0.051207669976797
504 => 0.049486335170417
505 => 0.049343224806368
506 => 0.049738365103901
507 => 0.049563544936978
508 => 0.049342387834667
509 => 0.048920138697801
510 => 0.048794866398819
511 => 0.049201940597033
512 => 0.048742377561149
513 => 0.049420487854289
514 => 0.049236079376109
515 => 0.048205988607489
516 => 0.046922114121341
517 => 0.046910684945396
518 => 0.046634076293331
519 => 0.046281773586538
520 => 0.046183771033102
521 => 0.047613324684866
522 => 0.050572457961076
523 => 0.049991509292898
524 => 0.050411304243671
525 => 0.052476279915141
526 => 0.053132673585116
527 => 0.052666780905703
528 => 0.052029038271115
529 => 0.052057095710438
530 => 0.054236455350651
531 => 0.054372379338154
601 => 0.054715815403834
602 => 0.055157227803254
603 => 0.052741955346046
604 => 0.051943336594906
605 => 0.051564906724934
606 => 0.050399489196212
607 => 0.051656292085591
608 => 0.050924006863615
609 => 0.051022817158485
610 => 0.050958466824325
611 => 0.050993606458127
612 => 0.049127964468984
613 => 0.049807706354572
614 => 0.048677503631676
615 => 0.047164289056927
616 => 0.047159216231071
617 => 0.047529573354471
618 => 0.047309270445397
619 => 0.046716440981585
620 => 0.046800649608843
621 => 0.046062893425578
622 => 0.046890226566998
623 => 0.046913951521154
624 => 0.046595383196566
625 => 0.047870004050897
626 => 0.048392217254909
627 => 0.04818252875927
628 => 0.048377504951068
629 => 0.050015650332887
630 => 0.050282739507418
701 => 0.050401362875823
702 => 0.050242423276744
703 => 0.048407447241462
704 => 0.048488836231547
705 => 0.047891657824744
706 => 0.047387105000105
707 => 0.04740728446706
708 => 0.0476666902062
709 => 0.048799530282971
710 => 0.051183525439965
711 => 0.051273996313495
712 => 0.051383649651435
713 => 0.05093763441868
714 => 0.050803111956691
715 => 0.050980581807249
716 => 0.051875885043705
717 => 0.054178848040329
718 => 0.053364827107595
719 => 0.052703015418292
720 => 0.053283602692961
721 => 0.053194225832819
722 => 0.052439795187529
723 => 0.052418620832025
724 => 0.050970627217646
725 => 0.050435336947629
726 => 0.049988008332221
727 => 0.049499537162005
728 => 0.049209955078599
729 => 0.049654884771414
730 => 0.049756645456414
731 => 0.048783798907033
801 => 0.048651203517144
802 => 0.04944565100972
803 => 0.049096044288225
804 => 0.049455623471112
805 => 0.049539048925955
806 => 0.049525615506274
807 => 0.049160585936957
808 => 0.049393244899101
809 => 0.048842937094656
810 => 0.048244560010881
811 => 0.047862832711643
812 => 0.047529725014278
813 => 0.047714552525109
814 => 0.047055676197168
815 => 0.046844888399299
816 => 0.049314425277719
817 => 0.051138698721804
818 => 0.051112173063435
819 => 0.050950704939962
820 => 0.050710796061094
821 => 0.051858334214916
822 => 0.051458554867874
823 => 0.051749427745529
824 => 0.051823467100789
825 => 0.052047561929932
826 => 0.052127656569749
827 => 0.051885554938917
828 => 0.051073032295621
829 => 0.049048303120861
830 => 0.048105786224358
831 => 0.047794739949652
901 => 0.047806045890976
902 => 0.047494177557299
903 => 0.047586036758525
904 => 0.047462232675861
905 => 0.04722777769472
906 => 0.0477000755907
907 => 0.047754503523453
908 => 0.047644263550991
909 => 0.047670229055251
910 => 0.046757489167379
911 => 0.046826882798687
912 => 0.046440490241447
913 => 0.046368046294997
914 => 0.045391279557343
915 => 0.043660795696987
916 => 0.044619651737757
917 => 0.04346148847607
918 => 0.043022874499831
919 => 0.045099204844875
920 => 0.044890798866672
921 => 0.044534098423889
922 => 0.044006464126127
923 => 0.043810759432591
924 => 0.042621719667241
925 => 0.042551464854624
926 => 0.043140785069106
927 => 0.042868834067393
928 => 0.04248691186509
929 => 0.04110362836318
930 => 0.039548359717606
1001 => 0.039595303501946
1002 => 0.040090005521301
1003 => 0.041528418362233
1004 => 0.040966405580486
1005 => 0.040558658858975
1006 => 0.040482300154858
1007 => 0.041438089204664
1008 => 0.042790730954137
1009 => 0.043425360199337
1010 => 0.042796461891321
1011 => 0.042074017377362
1012 => 0.042117989227441
1013 => 0.042410514246282
1014 => 0.042441254489681
1015 => 0.041971017379589
1016 => 0.042103386371651
1017 => 0.041902305768635
1018 => 0.040668274479098
1019 => 0.040645954766225
1020 => 0.04034310358633
1021 => 0.040333933372964
1022 => 0.039818707966195
1023 => 0.039746624370203
1024 => 0.038723613053116
1025 => 0.039396962199986
1026 => 0.038945314944682
1027 => 0.038264575998123
1028 => 0.03814721634715
1029 => 0.038143688374326
1030 => 0.038842655061999
1031 => 0.039388794367282
1101 => 0.038953171542055
1102 => 0.038853988668945
1103 => 0.039913002270209
1104 => 0.039778233136325
1105 => 0.039661523935549
1106 => 0.042669616721377
1107 => 0.040288476556987
1108 => 0.039250163534584
1109 => 0.037965053999065
1110 => 0.038383492143914
1111 => 0.03847166320917
1112 => 0.035381206434652
1113 => 0.034127408506121
1114 => 0.033697152305428
1115 => 0.033449533778999
1116 => 0.033562376650891
1117 => 0.032433811459385
1118 => 0.033192225932822
1119 => 0.032214983872219
1120 => 0.032051146060538
1121 => 0.033798575921958
1122 => 0.034041720578837
1123 => 0.033004389933466
1124 => 0.033670524136371
1125 => 0.033428974614439
1126 => 0.032231735882493
1127 => 0.032186010169225
1128 => 0.03158527785851
1129 => 0.030645248116939
1130 => 0.030215629300676
1201 => 0.029991880091044
1202 => 0.030084203375723
1203 => 0.03003752189785
1204 => 0.029732893678161
1205 => 0.030054982830818
1206 => 0.029232178142207
1207 => 0.028904530685414
1208 => 0.028756539930544
1209 => 0.028026253410531
1210 => 0.029188464023762
1211 => 0.029417434155711
1212 => 0.029646855429554
1213 => 0.031643810985795
1214 => 0.031544048729543
1215 => 0.032445850939871
1216 => 0.032410808564286
1217 => 0.032153599965673
1218 => 0.031068479196886
1219 => 0.031500988994906
1220 => 0.030169791063545
1221 => 0.031167215066381
1222 => 0.030712032404909
1223 => 0.031013317350665
1224 => 0.030471579852427
1225 => 0.030771399751745
1226 => 0.029471731468229
1227 => 0.028258119511907
1228 => 0.028746512390673
1229 => 0.029277451304391
1230 => 0.030428662150051
1231 => 0.029743010467659
]
'min_raw' => 0.028026253410531
'max_raw' => 0.083659048983276
'avg_raw' => 0.055842651196904
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.028026'
'max' => '$0.083659'
'avg' => '$0.055842'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.053091746589469
'max_diff' => 0.0025410489832763
'year' => 2026
]
1 => [
'items' => [
101 => 0.029989596740008
102 => 0.029163574005683
103 => 0.027459253163042
104 => 0.027468899433922
105 => 0.02720672680293
106 => 0.026980171371921
107 => 0.029821765811364
108 => 0.029468368623859
109 => 0.02890527645705
110 => 0.029658997698717
111 => 0.029858293558178
112 => 0.02986396723112
113 => 0.030413862792679
114 => 0.030707342152458
115 => 0.030759069161631
116 => 0.031624341709025
117 => 0.03191436965369
118 => 0.033108953711476
119 => 0.030682442479207
120 => 0.030632470077188
121 => 0.029669604102276
122 => 0.029058939278678
123 => 0.029711416845195
124 => 0.030289422897058
125 => 0.029687564361493
126 => 0.029766154380311
127 => 0.028958208469964
128 => 0.029247011115525
129 => 0.029495766859799
130 => 0.029358418558998
131 => 0.029152801504965
201 => 0.0302420329923
202 => 0.030180574283051
203 => 0.031194891685381
204 => 0.03198562463503
205 => 0.033402759441224
206 => 0.031923905394053
207 => 0.031870010074661
208 => 0.032396845466793
209 => 0.031914288997936
210 => 0.032219248028971
211 => 0.033353625826676
212 => 0.033377593442012
213 => 0.0329761050046
214 => 0.032951674396696
215 => 0.033028784642903
216 => 0.033480421763434
217 => 0.033322605876114
218 => 0.033505234416331
219 => 0.033733614202379
220 => 0.034678289828498
221 => 0.034906047923771
222 => 0.034352713831291
223 => 0.034402673704423
224 => 0.034195711564475
225 => 0.033995788730513
226 => 0.034445186064874
227 => 0.035266468526346
228 => 0.035261359370777
301 => 0.035451880938389
302 => 0.035570574296645
303 => 0.035061055514161
304 => 0.034729377522289
305 => 0.034856563969592
306 => 0.035059937868589
307 => 0.034790612555152
308 => 0.033128211956994
309 => 0.033632478103913
310 => 0.033548543559711
311 => 0.033429010561978
312 => 0.03393605407208
313 => 0.03388714848859
314 => 0.032422236392144
315 => 0.032516015311663
316 => 0.032427939398846
317 => 0.032712530691795
318 => 0.031898920134168
319 => 0.032149181261943
320 => 0.032306142695232
321 => 0.032398594185273
322 => 0.032732592361883
323 => 0.03269340153085
324 => 0.032730156204799
325 => 0.033225387328462
326 => 0.035730096409147
327 => 0.03586642219808
328 => 0.035195104154561
329 => 0.035463282471784
330 => 0.034948438746867
331 => 0.035294056788557
401 => 0.035530519874935
402 => 0.034461988656829
403 => 0.034398717172803
404 => 0.033881748504693
405 => 0.034159538184334
406 => 0.033717554830241
407 => 0.033826002085414
408 => 0.033522774105689
409 => 0.034068524097106
410 => 0.034678757388485
411 => 0.03483292641673
412 => 0.034427374077356
413 => 0.034133727456449
414 => 0.033618180723345
415 => 0.034475546430205
416 => 0.034726266290637
417 => 0.034474229505513
418 => 0.034415827075287
419 => 0.03430515457554
420 => 0.034439306769291
421 => 0.034724900816432
422 => 0.034590219937894
423 => 0.03467917903094
424 => 0.034340158702467
425 => 0.035061224186079
426 => 0.036206449707914
427 => 0.03621013179523
428 => 0.036075450190712
429 => 0.036020341379898
430 => 0.036158532879297
501 => 0.036233496098809
502 => 0.036680382067878
503 => 0.037159908517411
504 => 0.039397649223601
505 => 0.038769300587767
506 => 0.040754757266089
507 => 0.042324995719358
508 => 0.042795841573288
509 => 0.042362685542682
510 => 0.040880882160608
511 => 0.040808177817367
512 => 0.043022617671437
513 => 0.042396936984891
514 => 0.042322514258126
515 => 0.041530782184526
516 => 0.041998793897949
517 => 0.041896432870906
518 => 0.041734850982045
519 => 0.042627784729277
520 => 0.044299276991349
521 => 0.04403875924715
522 => 0.043844294836175
523 => 0.042992208395025
524 => 0.043505354752994
525 => 0.043322633163593
526 => 0.044107721069648
527 => 0.043642652385927
528 => 0.042392196838317
529 => 0.042591336005829
530 => 0.042561236521272
531 => 0.043180681780585
601 => 0.042994739689315
602 => 0.042524928343688
603 => 0.044293564012511
604 => 0.044178718649847
605 => 0.0443415431168
606 => 0.044413223482667
607 => 0.045489760847424
608 => 0.045930783760412
609 => 0.046030903682852
610 => 0.046449841340254
611 => 0.046020480132293
612 => 0.047738231093492
613 => 0.048880435249142
614 => 0.050207164153218
615 => 0.052145871673184
616 => 0.052874843634738
617 => 0.052743161374658
618 => 0.054213067290133
619 => 0.056854455546069
620 => 0.053277061461363
621 => 0.05704406611915
622 => 0.055851475936655
623 => 0.05302386606774
624 => 0.052841801327513
625 => 0.054756691559967
626 => 0.059003733794196
627 => 0.057939897884076
628 => 0.059005473848636
629 => 0.057762422884577
630 => 0.057700694926955
701 => 0.058945101637854
702 => 0.061852725746947
703 => 0.060471422523377
704 => 0.058490985642943
705 => 0.059953309416444
706 => 0.058686509232161
707 => 0.055832053861925
708 => 0.057939084388805
709 => 0.056530173080255
710 => 0.056941368301934
711 => 0.059902690312767
712 => 0.059546376213737
713 => 0.060007479651678
714 => 0.05919364415289
715 => 0.058433393466943
716 => 0.057014329104665
717 => 0.056594214106022
718 => 0.056710318777493
719 => 0.056594156570313
720 => 0.055800203101493
721 => 0.055628748925495
722 => 0.055342984453917
723 => 0.055431554812807
724 => 0.054894234002897
725 => 0.055908269387342
726 => 0.056096483290345
727 => 0.056834413679611
728 => 0.056911028060614
729 => 0.058966153690939
730 => 0.057834225028739
731 => 0.058593620501362
801 => 0.058525693022583
802 => 0.053085148947663
803 => 0.05383480791886
804 => 0.055001042022098
805 => 0.054475655139382
806 => 0.053732881008819
807 => 0.05313305107336
808 => 0.052224247385379
809 => 0.053503371124183
810 => 0.055185282821065
811 => 0.056953684116824
812 => 0.059078302403436
813 => 0.058604112335148
814 => 0.05691396585581
815 => 0.05698978459222
816 => 0.057458466187136
817 => 0.056851480937507
818 => 0.056672469137632
819 => 0.057433872714746
820 => 0.057439116082721
821 => 0.056740706196406
822 => 0.055964551415426
823 => 0.055961299298554
824 => 0.055823190052044
825 => 0.05778699221272
826 => 0.058866884838298
827 => 0.058990692787487
828 => 0.058858551576868
829 => 0.058909407484338
830 => 0.058281041759324
831 => 0.059717299470638
901 => 0.061035351577706
902 => 0.060682085456936
903 => 0.060152489322163
904 => 0.05973064049201
905 => 0.0605827112791
906 => 0.060544769908235
907 => 0.061023839542394
908 => 0.061002106176549
909 => 0.060841013077301
910 => 0.060682091210078
911 => 0.061312198449906
912 => 0.061130737684048
913 => 0.0609489950595
914 => 0.060584482402565
915 => 0.060634025726557
916 => 0.060104521034023
917 => 0.059859547934771
918 => 0.056175740294671
919 => 0.055191306521349
920 => 0.055501029426433
921 => 0.055602998248739
922 => 0.055174571409003
923 => 0.055788825443359
924 => 0.055693094602761
925 => 0.05606552730286
926 => 0.055832847520986
927 => 0.055842396780396
928 => 0.056526658406328
929 => 0.056725302467393
930 => 0.056624270494681
1001 => 0.056695029825195
1002 => 0.058325648731245
1003 => 0.058093826867062
1004 => 0.057970676122096
1005 => 0.058004789720079
1006 => 0.058421447811438
1007 => 0.05853808932833
1008 => 0.058043871025004
1009 => 0.058276947233894
1010 => 0.059269356149576
1011 => 0.059616643104584
1012 => 0.060725016357775
1013 => 0.060254159700056
1014 => 0.061118437473499
1015 => 0.063774932695056
1016 => 0.065897124893523
1017 => 0.063945469244511
1018 => 0.067842604957449
1019 => 0.070877084120887
1020 => 0.070760615756405
1021 => 0.070231484125492
1022 => 0.06677681027372
1023 => 0.063597767889035
1024 => 0.066257171833094
1025 => 0.066263951200659
1026 => 0.066035506043355
1027 => 0.064616652791182
1028 => 0.065986133025723
1029 => 0.066094837393519
1030 => 0.066033991854377
1031 => 0.064946160392613
1101 => 0.063285242815359
1102 => 0.06360978213428
1103 => 0.064141384159095
1104 => 0.063134950622321
1105 => 0.062813334125363
1106 => 0.063411280383249
1107 => 0.065337987813209
1108 => 0.064973754934232
1109 => 0.064964243341781
1110 => 0.066522586056826
1111 => 0.06540714898426
1112 => 0.06361387561441
1113 => 0.063161050438153
1114 => 0.061553826122031
1115 => 0.062663941681913
1116 => 0.062703892764613
1117 => 0.062095893817571
1118 => 0.063663211378089
1119 => 0.063648768270848
1120 => 0.065136703030127
1121 => 0.067981075447094
1122 => 0.067139854560331
1123 => 0.066161606193598
1124 => 0.066267968914947
1125 => 0.067434505442578
1126 => 0.066729190828533
1127 => 0.066982826881372
1128 => 0.067434121534035
1129 => 0.067706398803002
1130 => 0.066228792406051
1201 => 0.065884291672838
1202 => 0.06517956407601
1203 => 0.064995713800362
1204 => 0.065569699723354
1205 => 0.065418474711868
1206 => 0.06270053503081
1207 => 0.062416495211666
1208 => 0.062425206307404
1209 => 0.061710974676809
1210 => 0.060621600004919
1211 => 0.063484411599464
1212 => 0.063254487763399
1213 => 0.063000669643075
1214 => 0.063031760914549
1215 => 0.064274410398054
1216 => 0.063553610942318
1217 => 0.065469974432099
1218 => 0.065076027709759
1219 => 0.064671977740489
1220 => 0.064616125727073
1221 => 0.064460600960827
1222 => 0.063927248669154
1223 => 0.063283193727455
1224 => 0.062857932867862
1225 => 0.057983120412842
1226 => 0.058887857249014
1227 => 0.059928674509673
1228 => 0.060287960457239
1229 => 0.059673376982097
1230 => 0.063951516170683
1231 => 0.064733173425613
]
'min_raw' => 0.026980171371921
'max_raw' => 0.070877084120887
'avg_raw' => 0.048928627746404
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.02698'
'max' => '$0.070877'
'avg' => '$0.048928'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0010460820386102
'max_diff' => -0.012781964862389
'year' => 2027
]
2 => [
'items' => [
101 => 0.062365482614189
102 => 0.061922584335551
103 => 0.063980552508096
104 => 0.062739346123674
105 => 0.063298261282579
106 => 0.062090192419273
107 => 0.064544895082496
108 => 0.064526194360954
109 => 0.063571259582986
110 => 0.064378363918214
111 => 0.064238109678106
112 => 0.06315999066568
113 => 0.064579073378196
114 => 0.064579777225517
115 => 0.063660673263795
116 => 0.062587361054233
117 => 0.062395478181666
118 => 0.062250920213024
119 => 0.063262708883858
120 => 0.064169875442346
121 => 0.065857887502032
122 => 0.066282293840014
123 => 0.067938780031488
124 => 0.066952423157314
125 => 0.067389662384176
126 => 0.067864347416199
127 => 0.068091928876514
128 => 0.067721097099624
129 => 0.070294301991902
130 => 0.070511559325771
131 => 0.070584403830548
201 => 0.069716733618846
202 => 0.070487427847579
203 => 0.070126845540665
204 => 0.071064980530606
205 => 0.071212092075737
206 => 0.071087493830656
207 => 0.071134189357078
208 => 0.068938412925969
209 => 0.068824550334372
210 => 0.067272025818633
211 => 0.067904691034479
212 => 0.066721953737888
213 => 0.067097011918181
214 => 0.067262333990369
215 => 0.067175979121803
216 => 0.067940460976539
217 => 0.067290495226689
218 => 0.065575128748571
219 => 0.063859294920003
220 => 0.063837754023973
221 => 0.063386005263894
222 => 0.063059473652269
223 => 0.063122375224999
224 => 0.063344048571682
225 => 0.06304658959438
226 => 0.06311006754874
227 => 0.064164224542518
228 => 0.064375628209717
229 => 0.063657195947832
301 => 0.060772586747081
302 => 0.060064696413722
303 => 0.060573513947265
304 => 0.060330331938278
305 => 0.048691286463541
306 => 0.051425707553428
307 => 0.049801007393983
308 => 0.050549743976316
309 => 0.048891345827589
310 => 0.049682820348256
311 => 0.04953666390431
312 => 0.053933532099447
313 => 0.053864881050274
314 => 0.053897740674581
315 => 0.052329265191148
316 => 0.054827889225007
317 => 0.0560588012717
318 => 0.05583099221152
319 => 0.055888326844014
320 => 0.054903127899047
321 => 0.053907279553906
322 => 0.052802730479183
323 => 0.054854846133627
324 => 0.054626685903635
325 => 0.055150003381776
326 => 0.056480947071939
327 => 0.056676933586079
328 => 0.056940341448582
329 => 0.056845928480523
330 => 0.059095228415791
331 => 0.058822823352271
401 => 0.059479241179068
402 => 0.058128939906806
403 => 0.056600945845468
404 => 0.056891367562639
405 => 0.056863397615852
406 => 0.056507308090836
407 => 0.056185846389491
408 => 0.055650703228023
409 => 0.057343975377193
410 => 0.057275231620215
411 => 0.058388113139817
412 => 0.058191400521273
413 => 0.056877705510893
414 => 0.05692462438519
415 => 0.057240176363283
416 => 0.058332305362373
417 => 0.058656523607115
418 => 0.058506332798288
419 => 0.058861823302522
420 => 0.059142788502554
421 => 0.05889710820583
422 => 0.062375423113548
423 => 0.060930984256594
424 => 0.061634993705132
425 => 0.061802895810344
426 => 0.061372818098445
427 => 0.061466086554228
428 => 0.061607362850606
429 => 0.062465164857477
430 => 0.064716285530519
501 => 0.065713291552712
502 => 0.068712833361892
503 => 0.065630504081563
504 => 0.065447611418015
505 => 0.065987919475333
506 => 0.067748968051067
507 => 0.069176132514819
508 => 0.069649605302538
509 => 0.069712182547619
510 => 0.070600448973257
511 => 0.071109586723244
512 => 0.070492590065458
513 => 0.069969750000227
514 => 0.068097001783868
515 => 0.068313777489236
516 => 0.069807147133095
517 => 0.07191661971408
518 => 0.07372676664178
519 => 0.073092916277689
520 => 0.077928747127081
521 => 0.0784082000032
522 => 0.078341955118288
523 => 0.079434220122243
524 => 0.077266296525292
525 => 0.076339467186054
526 => 0.070082793956817
527 => 0.071840663927848
528 => 0.074395831166825
529 => 0.074057645201361
530 => 0.0722020144526
531 => 0.073725358979458
601 => 0.073221693639491
602 => 0.072824431888765
603 => 0.074644364981821
604 => 0.072643273787275
605 => 0.074375868751405
606 => 0.072153797788508
607 => 0.07309581165276
608 => 0.072561079023327
609 => 0.072907116568937
610 => 0.070884188148012
611 => 0.071975711220131
612 => 0.070838777199617
613 => 0.070838238144858
614 => 0.070813140263341
615 => 0.072150738096539
616 => 0.072194357113858
617 => 0.071205870294126
618 => 0.071063413900337
619 => 0.071590149852595
620 => 0.070973480004865
621 => 0.071262015945344
622 => 0.070982219464566
623 => 0.070919231383327
624 => 0.070417331635479
625 => 0.070201099424084
626 => 0.07028588964579
627 => 0.069996456906754
628 => 0.069822063212245
629 => 0.070778448968077
630 => 0.070267490639228
701 => 0.070700137276007
702 => 0.070207081829038
703 => 0.068497936835812
704 => 0.067514989476328
705 => 0.064286573021948
706 => 0.065202147923572
707 => 0.065809175030579
708 => 0.065608552575335
709 => 0.066039567239784
710 => 0.066066028039625
711 => 0.065925900778538
712 => 0.065763651361613
713 => 0.06568467731841
714 => 0.066273285134229
715 => 0.06661499178294
716 => 0.065870098321743
717 => 0.065695580205951
718 => 0.066448708621917
719 => 0.066908116520588
720 => 0.070300126325374
721 => 0.070048835282988
722 => 0.070679526486
723 => 0.070608520335286
724 => 0.071269585193031
725 => 0.072350146848589
726 => 0.070153062873048
727 => 0.070534400681754
728 => 0.070440905457436
729 => 0.071461661800783
730 => 0.071464848490668
731 => 0.07085285407227
801 => 0.071184626174959
802 => 0.070999440088929
803 => 0.071334096375785
804 => 0.070045479137912
805 => 0.071614875836007
806 => 0.072504622634137
807 => 0.072516976769292
808 => 0.072938709690139
809 => 0.073367214762842
810 => 0.074189692934971
811 => 0.073344276293023
812 => 0.071823454053809
813 => 0.071933252507254
814 => 0.071041594984851
815 => 0.071056583908893
816 => 0.07097657185765
817 => 0.071216694046457
818 => 0.070098172455113
819 => 0.070360687236932
820 => 0.069993165005101
821 => 0.070533601760198
822 => 0.069952181149109
823 => 0.070440860371208
824 => 0.070651758123492
825 => 0.071429975369727
826 => 0.069837237829091
827 => 0.066589538164883
828 => 0.067272244008852
829 => 0.066262468440235
830 => 0.066355927013597
831 => 0.06654472820561
901 => 0.065932761770389
902 => 0.066049505680951
903 => 0.066045334766951
904 => 0.066009392083413
905 => 0.065850195978347
906 => 0.065619330130012
907 => 0.066539028613019
908 => 0.066695303306783
909 => 0.067042682592682
910 => 0.068076247717896
911 => 0.067972970188743
912 => 0.068141420123735
913 => 0.067773694861454
914 => 0.066372984733853
915 => 0.066449050032801
916 => 0.06550051453605
917 => 0.067018426407431
918 => 0.066658964840831
919 => 0.066427217630407
920 => 0.06636398325692
921 => 0.067400110390166
922 => 0.067710135867736
923 => 0.06751694879515
924 => 0.06712071647311
925 => 0.067881599666998
926 => 0.068085179910598
927 => 0.068130754019389
928 => 0.069478893154078
929 => 0.068206100021061
930 => 0.068512473978654
1001 => 0.070902716137492
1002 => 0.068735096330297
1003 => 0.069883332885858
1004 => 0.069827132681598
1005 => 0.070414531649217
1006 => 0.069778948821362
1007 => 0.069786827632253
1008 => 0.070308398121645
1009 => 0.069575946435027
1010 => 0.069394581096929
1011 => 0.06914402618131
1012 => 0.069691103673196
1013 => 0.070019051887395
1014 => 0.072662073642418
1015 => 0.074369586232598
1016 => 0.074295458607814
1017 => 0.074972846337239
1018 => 0.074667676960973
1019 => 0.073682204545394
1020 => 0.075364285793228
1021 => 0.074832004905145
1022 => 0.074875885494837
1023 => 0.074874252257097
1024 => 0.07522817251487
1025 => 0.074977387575923
1026 => 0.074483064718712
1027 => 0.07481121930041
1028 => 0.075785721090644
1029 => 0.078810604548896
1030 => 0.08050336940651
1031 => 0.07870869797897
1101 => 0.079946638298079
1102 => 0.079204315229851
1103 => 0.079069413046155
1104 => 0.079846931049627
1105 => 0.080625809995437
1106 => 0.080576198773775
1107 => 0.080010772654993
1108 => 0.07969137778765
1109 => 0.082109942728303
1110 => 0.083891900177398
1111 => 0.083770382625764
1112 => 0.084306721579051
1113 => 0.085881429334242
1114 => 0.086025400876496
1115 => 0.08600726377132
1116 => 0.085650415281966
1117 => 0.087200919568593
1118 => 0.088494377523025
1119 => 0.085567815167024
1120 => 0.086682211800675
1121 => 0.087182500353138
1122 => 0.087917072377078
1123 => 0.089156418510032
1124 => 0.090502677130746
1125 => 0.090693052860689
1126 => 0.090557972169977
1127 => 0.089670078420242
1128 => 0.091143170667233
1129 => 0.092006073557256
1130 => 0.092519912481083
1201 => 0.093822922497265
1202 => 0.087185589964919
1203 => 0.082487356101693
1204 => 0.081753659040631
1205 => 0.083245660865513
1206 => 0.083639089848243
1207 => 0.083480499118622
1208 => 0.078192209760827
1209 => 0.081725817291599
1210 => 0.08552768188055
1211 => 0.085673726982993
1212 => 0.087577019889461
1213 => 0.08819681007842
1214 => 0.089729210338431
1215 => 0.089633358284939
1216 => 0.090006473362438
1217 => 0.089920700667574
1218 => 0.0927591494643
1219 => 0.095890380000813
1220 => 0.095781955444037
1221 => 0.095331804007375
1222 => 0.096000355653044
1223 => 0.099232121129783
1224 => 0.098934591952672
1225 => 0.099223616204761
1226 => 0.10303404983616
1227 => 0.10798815558484
1228 => 0.10568647608049
1229 => 0.11068045831449
1230 => 0.11382390541116
1231 => 0.11926017212637
]
'min_raw' => 0.048691286463541
'max_raw' => 0.11926017212637
'avg_raw' => 0.083975729294955
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.048691'
'max' => '$0.11926'
'avg' => '$0.083975'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.02171111509162
'max_diff' => 0.048383088005482
'year' => 2028
]
3 => [
'items' => [
101 => 0.11857952475945
102 => 0.12069582349851
103 => 0.11736102391726
104 => 0.10970365000454
105 => 0.1084918412716
106 => 0.11091791304283
107 => 0.11688217375977
108 => 0.11073007724785
109 => 0.1119746383597
110 => 0.11161620467576
111 => 0.11159710526799
112 => 0.11232605197974
113 => 0.11126867675504
114 => 0.10696073987142
115 => 0.10893504195835
116 => 0.10817266910882
117 => 0.10901857862404
118 => 0.11358360339807
119 => 0.11156529712887
120 => 0.10943917542816
121 => 0.11210580386503
122 => 0.11550133821811
123 => 0.11528885178066
124 => 0.11487653927956
125 => 0.11720072326029
126 => 0.12103959427444
127 => 0.12207722568373
128 => 0.12284318397663
129 => 0.12294879668425
130 => 0.12403667321066
131 => 0.11818688694796
201 => 0.12747064798003
202 => 0.12907369705155
203 => 0.12877239026568
204 => 0.13055411184205
205 => 0.13002988415637
206 => 0.12927036048862
207 => 0.13209476817022
208 => 0.12885681268121
209 => 0.12426094251183
210 => 0.1217395572409
211 => 0.12505992076001
212 => 0.12708755089641
213 => 0.12842768543507
214 => 0.12883320933674
215 => 0.11864098920333
216 => 0.11314794783786
217 => 0.11666892437528
218 => 0.12096475875575
219 => 0.11816302337107
220 => 0.11827284609377
221 => 0.11427830771833
222 => 0.12131818676634
223 => 0.12029253560374
224 => 0.12561361564961
225 => 0.12434369719233
226 => 0.1286828314066
227 => 0.12754019194776
228 => 0.1322832244573
301 => 0.13417534853783
302 => 0.13735251935464
303 => 0.1396896591409
304 => 0.14106207232575
305 => 0.14097967778593
306 => 0.14641786255784
307 => 0.14321115499355
308 => 0.13918277452985
309 => 0.13910991383664
310 => 0.14119626916138
311 => 0.14556869755841
312 => 0.14670240462551
313 => 0.14733599221286
314 => 0.14636563076749
315 => 0.14288497953325
316 => 0.14138205197761
317 => 0.14266258979902
318 => 0.14109660208131
319 => 0.14379993622063
320 => 0.14751219139494
321 => 0.1467456253813
322 => 0.14930814063492
323 => 0.15196007433795
324 => 0.15575245863908
325 => 0.15674392832698
326 => 0.15838279001886
327 => 0.16006971703783
328 => 0.16061151253237
329 => 0.1616459682407
330 => 0.1616405161485
331 => 0.16475791805247
401 => 0.16819650889045
402 => 0.16949449732822
403 => 0.17247915016939
404 => 0.1673680367736
405 => 0.17124487499655
406 => 0.17474188011719
407 => 0.17057260644776
408 => 0.1763189788849
409 => 0.17654209750508
410 => 0.17991092377108
411 => 0.17649597296146
412 => 0.17446818607162
413 => 0.18032233084241
414 => 0.18315496709316
415 => 0.18230175400168
416 => 0.17580876024715
417 => 0.17202955938441
418 => 0.16213866177322
419 => 0.17385485724866
420 => 0.17956147429863
421 => 0.17579398148761
422 => 0.17769408571952
423 => 0.18806043829796
424 => 0.19200727418821
425 => 0.1911863599135
426 => 0.19132508091253
427 => 0.19345472191877
428 => 0.20289872295515
429 => 0.19723965862392
430 => 0.20156580126405
501 => 0.20386037172131
502 => 0.20599169663981
503 => 0.20075783625213
504 => 0.19394866078843
505 => 0.19179190908934
506 => 0.17541937857672
507 => 0.17456711726124
508 => 0.17408871715871
509 => 0.17107247218324
510 => 0.16870252985155
511 => 0.16681786371908
512 => 0.16187193697852
513 => 0.16354104206426
514 => 0.15565826713494
515 => 0.16070138718633
516 => 0.14812028806288
517 => 0.15859820126226
518 => 0.15289554948009
519 => 0.15672472677949
520 => 0.15671136714063
521 => 0.14966063769066
522 => 0.1455939240889
523 => 0.1481853922748
524 => 0.1509636518811
525 => 0.15141441515503
526 => 0.15501650125459
527 => 0.15602176605839
528 => 0.15297576677154
529 => 0.14785957274771
530 => 0.14904794793149
531 => 0.14556984170373
601 => 0.139474594323
602 => 0.14385230740465
603 => 0.14534705112518
604 => 0.14600721510584
605 => 0.14001323935078
606 => 0.138129802033
607 => 0.13712707580858
608 => 0.14708582574686
609 => 0.14763138854909
610 => 0.14484021211809
611 => 0.15745659425639
612 => 0.15460111841569
613 => 0.15779138453832
614 => 0.14894011533952
615 => 0.14927824574273
616 => 0.14508791305613
617 => 0.14743421936249
618 => 0.14577592569014
619 => 0.14724466099959
620 => 0.14812501488825
621 => 0.15231465998249
622 => 0.15864604027932
623 => 0.15168886671776
624 => 0.14865752656842
625 => 0.15053815294817
626 => 0.15554650882347
627 => 0.16313442434757
628 => 0.15864222563627
629 => 0.16063578714186
630 => 0.16107129164346
701 => 0.15775891062398
702 => 0.16325655656049
703 => 0.16620278968066
704 => 0.16922501522491
705 => 0.17184912898415
706 => 0.16801787188237
707 => 0.1721178661704
708 => 0.16881399452067
709 => 0.16585008010288
710 => 0.1658545751376
711 => 0.16399526832745
712 => 0.16039262709503
713 => 0.15972824477734
714 => 0.1631844454962
715 => 0.1659559911693
716 => 0.16618426894575
717 => 0.16771873903754
718 => 0.16862682263156
719 => 0.17752727633274
720 => 0.18110711243977
721 => 0.18548446826862
722 => 0.18718969505822
723 => 0.19232181633725
724 => 0.18817721159392
725 => 0.18728050028691
726 => 0.17483165276805
727 => 0.17687015085186
728 => 0.18013398296986
729 => 0.17488547215753
730 => 0.1782144442273
731 => 0.17887165383114
801 => 0.17470712976849
802 => 0.17693158200881
803 => 0.17102409636265
804 => 0.15877480732311
805 => 0.16327019352083
806 => 0.16658031089299
807 => 0.16185636526839
808 => 0.17032385495853
809 => 0.16537732228602
810 => 0.16380950890428
811 => 0.15769290993626
812 => 0.16057970919968
813 => 0.16448414653844
814 => 0.16207165820264
815 => 0.16707793373636
816 => 0.17416815501701
817 => 0.17922106893158
818 => 0.17960896891966
819 => 0.17636028379153
820 => 0.18156632244219
821 => 0.1816042427502
822 => 0.17573180988496
823 => 0.17213497745285
824 => 0.17131776955647
825 => 0.17335931510467
826 => 0.17583812829027
827 => 0.1797465257998
828 => 0.18210828855912
829 => 0.18826651325325
830 => 0.18993275228534
831 => 0.1917634438095
901 => 0.19420981225013
902 => 0.19714730479911
903 => 0.19072023833349
904 => 0.19097559766572
905 => 0.18499080236173
906 => 0.17859519027296
907 => 0.18344866262404
908 => 0.1897939320927
909 => 0.18833832026569
910 => 0.1881745341997
911 => 0.18844997693223
912 => 0.1873524931505
913 => 0.18238861468039
914 => 0.17989578598822
915 => 0.18311217098954
916 => 0.18482153647292
917 => 0.1874726132653
918 => 0.1871458120932
919 => 0.1939747012055
920 => 0.19662820101966
921 => 0.19594932221754
922 => 0.19607425225526
923 => 0.20087828692112
924 => 0.20622136149463
925 => 0.21122585591352
926 => 0.21631664258445
927 => 0.21017950055586
928 => 0.20706343832004
929 => 0.21027841914829
930 => 0.20857250506669
1001 => 0.21837519338655
1002 => 0.21905391025722
1003 => 0.22885588973114
1004 => 0.23815913544989
1005 => 0.23231593349891
1006 => 0.23782580975509
1007 => 0.24378519015296
1008 => 0.25528180181507
1009 => 0.25141014746295
1010 => 0.24844452090578
1011 => 0.24564201813906
1012 => 0.25147358151182
1013 => 0.25897579462938
1014 => 0.26059169947959
1015 => 0.26321008266011
1016 => 0.26045717290646
1017 => 0.26377274948167
1018 => 0.27547819173032
1019 => 0.27231527790794
1020 => 0.26782343181639
1021 => 0.27706375426908
1022 => 0.28040779104386
1023 => 0.30387799241496
1024 => 0.33351009115163
1025 => 0.32124220769979
1026 => 0.31362713655912
1027 => 0.31541685890908
1028 => 0.32623749825787
1029 => 0.32971274418677
1030 => 0.3202658277629
1031 => 0.32360263834993
1101 => 0.34198879275245
1102 => 0.35185237469094
1103 => 0.33845630556268
1104 => 0.3014970821336
1105 => 0.26741899022219
1106 => 0.27645803475358
1107 => 0.27543328761793
1108 => 0.29518691680396
1109 => 0.27223984345932
1110 => 0.2726262133234
1111 => 0.29278832664154
1112 => 0.28740942047439
1113 => 0.27869628136185
1114 => 0.26748260578025
1115 => 0.24675308932821
1116 => 0.22839237852131
1117 => 0.26440196063281
1118 => 0.26284916197299
1119 => 0.2606004794017
1120 => 0.26560467913124
1121 => 0.28990365255104
1122 => 0.28934348256562
1123 => 0.28577996691956
1124 => 0.28848286212971
1125 => 0.27822245076321
1126 => 0.28086679239758
1127 => 0.26741359207833
1128 => 0.2734950004779
1129 => 0.27867758687859
1130 => 0.27971806782803
1201 => 0.28206232453539
1202 => 0.26203090763898
1203 => 0.27102442573397
1204 => 0.27630727503609
1205 => 0.25243916969741
1206 => 0.27583547933535
1207 => 0.26168220523669
1208 => 0.25687837143257
1209 => 0.26334610079285
1210 => 0.26082562037107
1211 => 0.25865865931201
1212 => 0.25744945780793
1213 => 0.26219864443288
1214 => 0.26197708920032
1215 => 0.2542064981045
1216 => 0.24407007878982
1217 => 0.24747219382845
1218 => 0.24623617353992
1219 => 0.24175667656449
1220 => 0.2447753166694
1221 => 0.23148275334616
1222 => 0.20861358903584
1223 => 0.22372165948068
1224 => 0.22314001520297
1225 => 0.22284672378268
1226 => 0.23420002116559
1227 => 0.23310866358736
1228 => 0.23112783889627
1229 => 0.24172029716565
1230 => 0.23785390740866
1231 => 0.24976920960372
]
'min_raw' => 0.10696073987142
'max_raw' => 0.35185237469094
'avg_raw' => 0.22940655728118
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.10696'
'max' => '$0.351852'
'avg' => '$0.2294065'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.058269453407882
'max_diff' => 0.23259220256457
'year' => 2029
]
4 => [
'items' => [
101 => 0.25761739826282
102 => 0.25562684375656
103 => 0.26300810312403
104 => 0.24755057168763
105 => 0.25268494358228
106 => 0.25374313051384
107 => 0.24158958787483
108 => 0.2332872231842
109 => 0.23273355011323
110 => 0.218338393876
111 => 0.22602817014429
112 => 0.23279485503581
113 => 0.22955413808873
114 => 0.22852822391695
115 => 0.23376939692694
116 => 0.23417668095743
117 => 0.22489056190029
118 => 0.22682144010541
119 => 0.23487352320258
120 => 0.22661854827088
121 => 0.21058048042109
122 => 0.20660281785071
123 => 0.20607212434095
124 => 0.19528438797767
125 => 0.20686862428359
126 => 0.20181179469783
127 => 0.21778625876914
128 => 0.20866173056438
129 => 0.20826839039043
130 => 0.20767379902706
131 => 0.19838834870341
201 => 0.20042127220313
202 => 0.20717901953922
203 => 0.2095902599202
204 => 0.20933874779376
205 => 0.20714590289059
206 => 0.20814977605808
207 => 0.20491595081301
208 => 0.20377401981273
209 => 0.20016977146296
210 => 0.19487252208782
211 => 0.19560913710335
212 => 0.18511389999051
213 => 0.17939553778703
214 => 0.17781277049592
215 => 0.17569622792583
216 => 0.17805183961111
217 => 0.18508416830242
218 => 0.17660168790894
219 => 0.16205907025114
220 => 0.16293310635179
221 => 0.1648968059663
222 => 0.16123746472583
223 => 0.15777420534696
224 => 0.16078522839377
225 => 0.15462332958022
226 => 0.1656414419991
227 => 0.16534343293607
228 => 0.16945030389033
301 => 0.1720184145795
302 => 0.16609975087666
303 => 0.16461122296117
304 => 0.16545915611166
305 => 0.15144470992854
306 => 0.16830502464795
307 => 0.16845083334979
308 => 0.16720233072166
309 => 0.17617992780593
310 => 0.19512545783649
311 => 0.18799738735681
312 => 0.18523718302001
313 => 0.17999003255806
314 => 0.18698154900365
315 => 0.18644470962527
316 => 0.18401691836597
317 => 0.18254858263718
318 => 0.18525403623911
319 => 0.18221334699597
320 => 0.18166715565535
321 => 0.17835783039323
322 => 0.17717655183935
323 => 0.17630198022612
324 => 0.17533916281358
325 => 0.17746289810649
326 => 0.17265023453212
327 => 0.16684663405265
328 => 0.16636412746861
329 => 0.16769637056956
330 => 0.16710695217122
331 => 0.16636130556009
401 => 0.16493766311465
402 => 0.1645152988124
403 => 0.16588777789269
404 => 0.16433832903154
405 => 0.16662462522901
406 => 0.16600287916984
407 => 0.1625298562248
408 => 0.15820118375749
409 => 0.15816264949284
410 => 0.1572300441102
411 => 0.15604223093726
412 => 0.15571180848603
413 => 0.1605316484312
414 => 0.17050857287203
415 => 0.16854986387673
416 => 0.16996523186241
417 => 0.17692744151076
418 => 0.17914051859703
419 => 0.1775697289008
420 => 0.17541953508252
421 => 0.1755141326981
422 => 0.18286199588311
423 => 0.18332027309689
424 => 0.18447819177027
425 => 0.18596644449334
426 => 0.17782318477492
427 => 0.17513058589768
428 => 0.17385468316994
429 => 0.169925396605
430 => 0.17416279529371
501 => 0.1716938445413
502 => 0.17202699034917
503 => 0.17181002870475
504 => 0.17192850443349
505 => 0.16563836221213
506 => 0.16793015943745
507 => 0.16411960204897
508 => 0.15901769346094
509 => 0.15900059007439
510 => 0.16024927497344
511 => 0.15950650833444
512 => 0.15750774240717
513 => 0.15779165767323
514 => 0.15530426119285
515 => 0.15809367264171
516 => 0.15817366298107
517 => 0.15709958763299
518 => 0.16139706083456
519 => 0.16315773911164
520 => 0.16245075970861
521 => 0.16310813555206
522 => 0.16863125707852
523 => 0.16953176687802
524 => 0.16993171384662
525 => 0.16939583789152
526 => 0.16320908807463
527 => 0.1634834967371
528 => 0.1614700680449
529 => 0.15976893296987
530 => 0.1598369694516
531 => 0.16071157401224
601 => 0.16453102342344
602 => 0.17256882954047
603 => 0.17287385840705
604 => 0.17324356229167
605 => 0.17173979079465
606 => 0.17128623892199
607 => 0.1718845909137
608 => 0.17490316828349
609 => 0.18266776881434
610 => 0.17992324040651
611 => 0.1776918960898
612 => 0.17964938662166
613 => 0.1793480462976
614 => 0.17680443070434
615 => 0.17673303988641
616 => 0.17185102831984
617 => 0.17004625980171
618 => 0.16853806014338
619 => 0.16689114548902
620 => 0.16591479927684
621 => 0.16741491080017
622 => 0.16775800405435
623 => 0.16447798399114
624 => 0.16403092937661
625 => 0.16670946456438
626 => 0.1655307410941
627 => 0.16674308741422
628 => 0.1670243621598
629 => 0.16697907044746
630 => 0.16574834776896
701 => 0.16653277370355
702 => 0.1646773725196
703 => 0.1626599024043
704 => 0.16137288216357
705 => 0.16024978630507
706 => 0.16087294516208
707 => 0.15865149762115
708 => 0.1579408118439
709 => 0.16626702784705
710 => 0.17241769313049
711 => 0.17232826002134
712 => 0.1717838589697
713 => 0.1709749894347
714 => 0.17484399443886
715 => 0.17349611045861
716 => 0.17447680867372
717 => 0.17472643752924
718 => 0.1754819888915
719 => 0.17575203356167
720 => 0.17493577101032
721 => 0.17219629418993
722 => 0.16536977841515
723 => 0.16219201689416
724 => 0.16114330266243
725 => 0.16118142143296
726 => 0.16012993557202
727 => 0.16043964528236
728 => 0.16002223117393
729 => 0.15923174983589
730 => 0.16082413516697
731 => 0.16100764274229
801 => 0.16063596097842
802 => 0.16072350548889
803 => 0.15764613923146
804 => 0.15788010470433
805 => 0.15657735522053
806 => 0.15633310539719
807 => 0.15303986814552
808 => 0.1472054209918
809 => 0.15043827107845
810 => 0.14653344278129
811 => 0.14505462513736
812 => 0.15205511786043
813 => 0.15135246255447
814 => 0.1501498221076
815 => 0.14837086623445
816 => 0.14771103419653
817 => 0.14370210361154
818 => 0.14346523460577
819 => 0.14545216885392
820 => 0.14453526706463
821 => 0.14324758969461
822 => 0.13858375279015
823 => 0.13334005596621
824 => 0.13349833021262
825 => 0.13516625260987
826 => 0.14001596192985
827 => 0.13812109659771
828 => 0.13674635005817
829 => 0.13648890135604
830 => 0.13971141086853
831 => 0.14427193696531
901 => 0.14641163377389
902 => 0.14429125922014
903 => 0.14185548710186
904 => 0.14200374126442
905 => 0.14299000978889
906 => 0.14309365266572
907 => 0.14150821541814
908 => 0.14195450671658
909 => 0.14127654942452
910 => 0.13711592677453
911 => 0.13704067430427
912 => 0.13601959040686
913 => 0.13598867239225
914 => 0.13425155396144
915 => 0.13400851908483
916 => 0.13055936500491
917 => 0.13282960866532
918 => 0.13130684841106
919 => 0.12901168952505
920 => 0.12861600326801
921 => 0.12860410846132
922 => 0.13096072344911
923 => 0.1328020702471
924 => 0.13133333747763
925 => 0.13099893549621
926 => 0.13456947379084
927 => 0.13411509024667
928 => 0.13372159702788
929 => 0.14386359187363
930 => 0.13583541156349
1001 => 0.13233466671576
1002 => 0.12800183019327
1003 => 0.12941262361305
1004 => 0.12970989851547
1005 => 0.11929020773138
1006 => 0.11506294047796
1007 => 0.1136123016578
1008 => 0.11277743850777
1009 => 0.11315789612879
1010 => 0.10935285979172
1011 => 0.11190990713972
1012 => 0.10861506730353
1013 => 0.10806267668266
1014 => 0.1139542584621
1015 => 0.11477403764858
1016 => 0.1112766049536
1017 => 0.1135225229267
1018 => 0.11270812184906
1019 => 0.10867154787576
1020 => 0.10851738044101
1021 => 0.10649196951365
1022 => 0.10332259360916
1023 => 0.1018741037751
1024 => 0.10111971769316
1025 => 0.10143099209326
1026 => 0.10127360223141
1027 => 0.10024652692027
1028 => 0.101332472986
1029 => 0.098558329531955
1030 => 0.097453643255763
1031 => 0.096954682093334
1101 => 0.094492470104134
1102 => 0.098410944329593
1103 => 0.099182933115646
1104 => 0.099956442958087
1105 => 0.10668931803894
1106 => 0.10635296262681
1107 => 0.10939345174075
1108 => 0.10927530392488
1109 => 0.10840810717693
1110 => 0.10474954674425
1111 => 0.10620778372514
1112 => 0.10171955695829
1113 => 0.10508244162177
1114 => 0.10354776149878
1115 => 0.10456356472844
1116 => 0.10273705893023
1117 => 0.10374792265353
1118 => 0.099366000295715
1119 => 0.095274222853297
1120 => 0.096920873542556
1121 => 0.098710971159128
1122 => 0.10259235890025
1123 => 0.10028063638239
1124 => 0.10111201921572
1125 => 0.098327025895876
1126 => 0.092580789183029
1127 => 0.092613312258784
1128 => 0.091729378929084
1129 => 0.090965531475844
1130 => 0.10054616552221
1201 => 0.099354662231136
1202 => 0.0974561576769
1203 => 0.099997381466317
1204 => 0.10066932137088
1205 => 0.10068845055533
1206 => 0.10254246183361
1207 => 0.10353194798518
1208 => 0.10370634920807
1209 => 0.10662367601301
1210 => 0.10760152547755
1211 => 0.11162914903157
1212 => 0.10344799699837
1213 => 0.103279511556
1214 => 0.10003314169643
1215 => 0.097974242608417
1216 => 0.10017411627845
1217 => 0.10212290403741
1218 => 0.10009369596433
1219 => 0.10035866769975
1220 => 0.097634621654036
1221 => 0.0986083399371
1222 => 0.099447037296493
1223 => 0.098983957910988
1224 => 0.098290705657593
1225 => 0.10196312566486
1226 => 0.10175591333572
1227 => 0.10517575527505
1228 => 0.107841766622
1229 => 0.11261973556228
1230 => 0.10763367589195
1231 => 0.10745196405977
]
'min_raw' => 0.090965531475844
'max_raw' => 0.26300810312403
'avg_raw' => 0.17698681729994
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.090965'
'max' => '$0.2630081'
'avg' => '$0.176986'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.015995208395578
'max_diff' => -0.08884427156691
'year' => 2030
]
5 => [
'items' => [
101 => 0.10922822636681
102 => 0.10760125354105
103 => 0.10862944420574
104 => 0.11245407815043
105 => 0.1125348866389
106 => 0.11118124034114
107 => 0.1110988708409
108 => 0.11135885341965
109 => 0.11288157950382
110 => 0.11234949222137
111 => 0.11296523709542
112 => 0.11373523548905
113 => 0.11692027531766
114 => 0.11768817763744
115 => 0.11582257311209
116 => 0.11599101631244
117 => 0.11529322900797
118 => 0.1146191752151
119 => 0.11613434970382
120 => 0.11890336086278
121 => 0.11888613498807
122 => 0.11952849175506
123 => 0.11992867469933
124 => 0.11821079655072
125 => 0.11709252104411
126 => 0.11752133903106
127 => 0.11820702833064
128 => 0.1172989792327
129 => 0.1116940795509
130 => 0.11339424807198
131 => 0.11311125689608
201 => 0.11270824304869
202 => 0.11441777564365
203 => 0.11425288705444
204 => 0.10931383364437
205 => 0.10963001581896
206 => 0.10933306172964
207 => 0.11029258114335
208 => 0.10754943634383
209 => 0.1083932092088
210 => 0.10892241563983
211 => 0.10923412229326
212 => 0.11036022046471
213 => 0.11022808584166
214 => 0.11035200679101
215 => 0.11202171310037
216 => 0.12046651463911
217 => 0.12092614655446
218 => 0.1186627509008
219 => 0.11956693282093
220 => 0.11783110125714
221 => 0.11899637661497
222 => 0.11979362842002
223 => 0.11619100081571
224 => 0.11597767658985
225 => 0.11423468063171
226 => 0.11517126793128
227 => 0.11368109019466
228 => 0.11404672768702
301 => 0.11302437338268
302 => 0.11486440758179
303 => 0.1169218517288
304 => 0.11744164337127
305 => 0.11607429534431
306 => 0.11508424526016
307 => 0.11334604345518
308 => 0.11623671179522
309 => 0.11708203130937
310 => 0.11623227169168
311 => 0.11603536382064
312 => 0.11566222376084
313 => 0.11611452724828
314 => 0.11707742751776
315 => 0.11662334153265
316 => 0.11692327332578
317 => 0.11578024261869
318 => 0.11821136523987
319 => 0.12207257304383
320 => 0.12208498745829
321 => 0.12163089902548
322 => 0.12144509582225
323 => 0.1219110181107
324 => 0.12216376183905
325 => 0.12367046908434
326 => 0.12528722598841
327 => 0.1328319250134
328 => 0.13071340371778
329 => 0.13740750952891
330 => 0.14270167810465
331 => 0.14428916777458
401 => 0.14282875197541
402 => 0.13783274841653
403 => 0.13758762064724
404 => 0.14505375922249
405 => 0.14294423310417
406 => 0.14269331168486
407 => 0.14002393172175
408 => 0.14160186588909
409 => 0.14125674853979
410 => 0.14071196392021
411 => 0.14372255239165
412 => 0.14935810525308
413 => 0.14847975148975
414 => 0.14782410115108
415 => 0.14495123222396
416 => 0.14668134099659
417 => 0.14606528240071
418 => 0.14871226108906
419 => 0.14714424955184
420 => 0.14292825136905
421 => 0.14359966297577
422 => 0.14349818046211
423 => 0.14558668340217
424 => 0.14495976665939
425 => 0.14337576490643
426 => 0.14933884354607
427 => 0.1489516343876
428 => 0.14950060844597
429 => 0.14974228380405
430 => 0.15337190469077
501 => 0.15485884423314
502 => 0.1551964055418
503 => 0.15660888310303
504 => 0.15516126181334
505 => 0.16095277910857
506 => 0.16480380016549
507 => 0.16927695929484
508 => 0.17581344705464
509 => 0.17827122691821
510 => 0.17782725098459
511 => 0.18278314140417
512 => 0.1916887663249
513 => 0.17962733240263
514 => 0.19232805161023
515 => 0.18830715054596
516 => 0.1787736664555
517 => 0.17815982247246
518 => 0.18461600858455
519 => 0.19893520799627
520 => 0.19534841095065
521 => 0.19894107471131
522 => 0.19475004159893
523 => 0.1945419214801
524 => 0.1987375255876
525 => 0.20854078327524
526 => 0.20388362301746
527 => 0.19720644180539
528 => 0.20213676850394
529 => 0.19786566323746
530 => 0.188241667665
531 => 0.19534566819455
601 => 0.19059542535073
602 => 0.19198179874935
603 => 0.20196610266177
604 => 0.20076476479984
605 => 0.20231940723407
606 => 0.19957550402973
607 => 0.19701226576305
608 => 0.19222779118972
609 => 0.1908113441403
610 => 0.19120279914634
611 => 0.19081115015464
612 => 0.18813428060246
613 => 0.18755621087753
614 => 0.18659273601017
615 => 0.18689135715895
616 => 0.1850797425338
617 => 0.18849863363014
618 => 0.18913320994479
619 => 0.19162119377286
620 => 0.19187950450745
621 => 0.19880850405438
622 => 0.19499212754104
623 => 0.19755248239629
624 => 0.19732346015904
625 => 0.17898028596379
626 => 0.1815078135247
627 => 0.18543985322763
628 => 0.18366847467121
629 => 0.18116415983118
630 => 0.179141791325
701 => 0.17607769624032
702 => 0.18039035123127
703 => 0.18606103394463
704 => 0.19202332237912
705 => 0.19918662126854
706 => 0.19758785634641
707 => 0.19188940948907
708 => 0.19214503765237
709 => 0.19372523037193
710 => 0.19167873722445
711 => 0.19107518644297
712 => 0.19364231176271
713 => 0.19365999014392
714 => 0.19130525245078
715 => 0.18868839241731
716 => 0.18867742767822
717 => 0.18821178271114
718 => 0.19483287880414
719 => 0.19847381218697
720 => 0.19889123933166
721 => 0.19844571601425
722 => 0.19861718025693
723 => 0.19649860134396
724 => 0.20134104449396
725 => 0.2057849491964
726 => 0.20459388780597
727 => 0.20280831746236
728 => 0.20138602467896
729 => 0.20425884082732
730 => 0.20413091884646
731 => 0.2057461355656
801 => 0.20567286000528
802 => 0.20512972337401
803 => 0.20459390720309
804 => 0.20671835775485
805 => 0.20610655011358
806 => 0.20549379216605
807 => 0.20426481229373
808 => 0.20443185106958
809 => 0.20264658902986
810 => 0.20182064512226
811 => 0.18940043046842
812 => 0.1860813432707
813 => 0.18712559566935
814 => 0.18746939067299
815 => 0.18602491967101
816 => 0.18809592003369
817 => 0.1877731568209
818 => 0.18902883967171
819 => 0.18824434354194
820 => 0.18827653953675
821 => 0.1905835753822
822 => 0.19125331770296
823 => 0.19091268135314
824 => 0.19115125137622
825 => 0.19664899686415
826 => 0.19586739326377
827 => 0.195452181929
828 => 0.19556719830634
829 => 0.19697199015149
830 => 0.19736525516935
831 => 0.19569896365446
901 => 0.1964847963656
902 => 0.1998307723126
903 => 0.20100167452821
904 => 0.20473863233549
905 => 0.20315110623983
906 => 0.20606507909494
907 => 0.21502163820499
908 => 0.22217675736885
909 => 0.21559661408796
910 => 0.22873607923346
911 => 0.23896703759356
912 => 0.23857435637115
913 => 0.23679035213473
914 => 0.22514267804586
915 => 0.21442431469224
916 => 0.22339068076329
917 => 0.22341353787435
918 => 0.22264331907698
919 => 0.2178595562761
920 => 0.22247685450091
921 => 0.22284335886643
922 => 0.22263821388312
923 => 0.21897051415981
924 => 0.21337061458654
925 => 0.21446482155889
926 => 0.21625715490082
927 => 0.21286389396464
928 => 0.2117795414906
929 => 0.21379555904634
930 => 0.22029158766487
1001 => 0.21906355108347
1002 => 0.21903148208544
1003 => 0.22428554334923
1004 => 0.22052476938175
1005 => 0.21447862301295
1006 => 0.21295189131596
1007 => 0.20753302232133
1008 => 0.21127585443727
1009 => 0.21141055230188
1010 => 0.2093606414028
1011 => 0.21464496198471
1012 => 0.21459626604026
1013 => 0.21961294196545
1014 => 0.229202942157
1015 => 0.22636670720511
1016 => 0.22306847453755
1017 => 0.22342708387858
1018 => 0.22736014322647
1019 => 0.22498212576173
1020 => 0.22583727742218
1021 => 0.22735884885202
1022 => 0.22827685067413
1023 => 0.22329499754363
1024 => 0.22213348926933
1025 => 0.21975745097411
1026 => 0.21913758693375
1027 => 0.22107282054753
1028 => 0.22056295486311
1029 => 0.21139923146794
1030 => 0.21044157138667
1031 => 0.21047094145414
1101 => 0.20806285964552
1102 => 0.20438995688154
1103 => 0.21404212604767
1104 => 0.21326692178161
1105 => 0.21241115626792
1106 => 0.21251598266042
1107 => 0.21670566215307
1108 => 0.21427543646344
1109 => 0.22073658976547
1110 => 0.21940837088662
1111 => 0.21804608820535
1112 => 0.21785777924266
1113 => 0.21733341663487
1114 => 0.21553518214603
1115 => 0.21336370594361
1116 => 0.21192990926472
1117 => 0.19549413872409
1118 => 0.19854452213395
1119 => 0.2020537101958
1120 => 0.20326506785256
1121 => 0.20119295675727
1122 => 0.21561700172173
1123 => 0.2182524137303
1124 => 0.21026957885269
1125 => 0.20877631638409
1126 => 0.21571489976057
1127 => 0.21153008577723
1128 => 0.21341450725769
1129 => 0.20934141874038
1130 => 0.21761762015131
1201 => 0.21755456936298
1202 => 0.21433494008765
1203 => 0.21705614870409
1204 => 0.21658327174133
1205 => 0.21294831821907
1206 => 0.21773285466151
1207 => 0.21773522773189
1208 => 0.21463640455516
1209 => 0.21101765750435
1210 => 0.21037071100266
1211 => 0.20988332371867
1212 => 0.21329463986321
1213 => 0.2163532152515
1214 => 0.22204446576397
1215 => 0.22347538136358
1216 => 0.22906034021031
1217 => 0.2257347691438
1218 => 0.22720895172423
1219 => 0.22880938545114
1220 => 0.22957669223383
1221 => 0.2283264070074
1222 => 0.23700214695714
1223 => 0.2377346452267
1224 => 0.2379802455604
1225 => 0.23505483486285
1226 => 0.23765328426317
1227 => 0.23643755584036
1228 => 0.23960054345744
1229 => 0.24009654030285
1230 => 0.23967644862038
1231 => 0.23983388584789
]
'min_raw' => 0.10754943634383
'max_raw' => 0.24009654030285
'avg_raw' => 0.17382298832334
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.107549'
'max' => '$0.240096'
'avg' => '$0.173822'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.016583904867987
'max_diff' => -0.022911562821185
'year' => 2031
]
6 => [
'items' => [
101 => 0.23243067230619
102 => 0.23204677662899
103 => 0.22681233183038
104 => 0.22894540677688
105 => 0.22495772540534
106 => 0.22622226024592
107 => 0.22677965515472
108 => 0.22648850368625
109 => 0.22906600763391
110 => 0.22687460272913
111 => 0.22109112488509
112 => 0.21530607133638
113 => 0.21523344470148
114 => 0.21371034221678
115 => 0.21260941809048
116 => 0.21282149513459
117 => 0.21356888229967
118 => 0.21256597858977
119 => 0.21277999894479
120 => 0.2163341628482
121 => 0.21704692507189
122 => 0.21462468054161
123 => 0.20489901922429
124 => 0.20251231754205
125 => 0.2042278313809
126 => 0.20340792625917
127 => 0.16416607182889
128 => 0.17338536344463
129 => 0.16790757342412
130 => 0.17043199108657
131 => 0.16484058594248
201 => 0.16750909754789
202 => 0.16701632089281
203 => 0.18184066899225
204 => 0.1816092071869
205 => 0.18171999570443
206 => 0.17643177110458
207 => 0.18485605648309
208 => 0.18900616238805
209 => 0.18823808823654
210 => 0.18843139595297
211 => 0.18510972892562
212 => 0.18175215670206
213 => 0.17802809237948
214 => 0.18494694358258
215 => 0.18417768543752
216 => 0.18594208685194
217 => 0.19042945642684
218 => 0.1910902386426
219 => 0.19197833664158
220 => 0.19166001672807
221 => 0.19924368850093
222 => 0.19832525581056
223 => 0.20053841434324
224 => 0.19598577932878
225 => 0.19083404066984
226 => 0.19181321776588
227 => 0.19171891513749
228 => 0.19051833444252
229 => 0.18943450387269
301 => 0.1876302313413
302 => 0.19333921661272
303 => 0.19310744223653
304 => 0.19685959997877
305 => 0.19619636965131
306 => 0.19176715520456
307 => 0.19192534546503
308 => 0.1929892509903
309 => 0.19667144016075
310 => 0.19776456460909
311 => 0.19725818581114
312 => 0.19845674686572
313 => 0.19940404065399
314 => 0.19857571238074
315 => 0.2103030939403
316 => 0.20543306748658
317 => 0.2078066844947
318 => 0.20837277816497
319 => 0.20692274113223
320 => 0.2072372022427
321 => 0.20771352513953
322 => 0.21060566449553
323 => 0.21819547501291
324 => 0.22155695042547
325 => 0.23167011505644
326 => 0.22127782668646
327 => 0.22066119130215
328 => 0.2224828776405
329 => 0.22842037586607
330 => 0.23323216049705
331 => 0.23482850705766
401 => 0.23503949060846
402 => 0.23803434287928
403 => 0.23975093635022
404 => 0.23767068904116
405 => 0.23590789725771
406 => 0.22959379589515
407 => 0.23032467032059
408 => 0.23535967033861
409 => 0.24247190442407
410 => 0.24857494117123
411 => 0.24643787041468
412 => 0.26274221175033
413 => 0.2643587205965
414 => 0.26413537134195
415 => 0.26781801906229
416 => 0.26050871329558
417 => 0.25738384346918
418 => 0.23628903284983
419 => 0.24221581418772
420 => 0.25083073893002
421 => 0.24969052133606
422 => 0.24343413271061
423 => 0.24857019513943
424 => 0.24687205228094
425 => 0.24553265655244
426 => 0.25166868803935
427 => 0.24492186936521
428 => 0.25076343425269
429 => 0.24327156686125
430 => 0.24644763237388
501 => 0.24464474397991
502 => 0.2458114337245
503 => 0.238990989317
504 => 0.24267113556236
505 => 0.23883788313399
506 => 0.23883606567324
507 => 0.23875144641343
508 => 0.24326125089615
509 => 0.24340831545842
510 => 0.24007556313175
511 => 0.23959526145411
512 => 0.24137118849267
513 => 0.23929204304654
514 => 0.2402648621148
515 => 0.23932150874509
516 => 0.23910914003151
517 => 0.23741694999011
518 => 0.23668790799255
519 => 0.23697378414489
520 => 0.23599794145768
521 => 0.23540996094087
522 => 0.23863448228938
523 => 0.23691175060969
524 => 0.23837044895201
525 => 0.23670807808853
526 => 0.23094557641517
527 => 0.22763150076548
528 => 0.2167466692887
529 => 0.21983359399292
530 => 0.22188022826547
531 => 0.2212038156506
601 => 0.22265701168428
602 => 0.22274622611838
603 => 0.22227377727425
604 => 0.22172674203719
605 => 0.22146047553674
606 => 0.22344500788306
607 => 0.22459709570639
608 => 0.22208563539516
609 => 0.2214972353833
610 => 0.22403646041948
611 => 0.22558538622468
612 => 0.23702178410408
613 => 0.2361745388101
614 => 0.23830095823451
615 => 0.23806155603988
616 => 0.24029038236184
617 => 0.24393357142596
618 => 0.23652594940692
619 => 0.23781165645313
620 => 0.23749643077671
621 => 0.24093798205524
622 => 0.24094872620267
623 => 0.23888534429296
624 => 0.24000393710076
625 => 0.23937956928244
626 => 0.24050788631853
627 => 0.23616322333265
628 => 0.24145455387206
629 => 0.24445439732209
630 => 0.24449605015131
701 => 0.24591795213839
702 => 0.24736268690828
703 => 0.25013572948921
704 => 0.24728534825577
705 => 0.24215778989585
706 => 0.24252798304752
707 => 0.2395216974572
708 => 0.2395722336611
709 => 0.23930246744407
710 => 0.24011205616843
711 => 0.23634088253053
712 => 0.23722596944563
713 => 0.23598684258142
714 => 0.23780896283332
715 => 0.23584866264955
716 => 0.23749627876535
717 => 0.23820733526159
718 => 0.24083114904066
719 => 0.23546112322102
720 => 0.22451127705599
721 => 0.22681306747393
722 => 0.22340853864406
723 => 0.22372364074922
724 => 0.22436019714977
725 => 0.22229690958729
726 => 0.22269051983255
727 => 0.2226764573048
728 => 0.22255527403781
729 => 0.22201853325486
730 => 0.22124015292866
731 => 0.22434098057542
801 => 0.2248678716162
802 => 0.22603908513185
803 => 0.22952382211272
804 => 0.22917561471258
805 => 0.2297435554292
806 => 0.22850374403366
807 => 0.223781152044
808 => 0.22403761151011
809 => 0.22083955785818
810 => 0.22595730370977
811 => 0.22474535394117
812 => 0.22396400204115
813 => 0.22375080293606
814 => 0.22724417790588
815 => 0.2282894504488
816 => 0.22763810674568
817 => 0.22630218180786
818 => 0.22886755261923
819 => 0.22955393762404
820 => 0.22970759391372
821 => 0.23425293913039
822 => 0.22996162821884
823 => 0.23099458940721
824 => 0.23905345772711
825 => 0.23174517620877
826 => 0.23561653592316
827 => 0.23542705301073
828 => 0.23740750964094
829 => 0.23526459776185
830 => 0.23529116172285
831 => 0.23704967304273
901 => 0.23458016104315
902 => 0.23396867514323
903 => 0.23312391175203
904 => 0.23496842171166
905 => 0.23607412201244
906 => 0.24498525438939
907 => 0.2507422523019
908 => 0.25049232583952
909 => 0.25277618586298
910 => 0.25174728600465
911 => 0.24842469695204
912 => 0.25409595131827
913 => 0.25230132914144
914 => 0.25244927561323
915 => 0.25244376903816
916 => 0.25363703589716
917 => 0.25279149696626
918 => 0.25112485294065
919 => 0.25223124902387
920 => 0.25551684984719
921 => 0.2657154556173
922 => 0.27142273051981
923 => 0.26537187050191
924 => 0.26954567271801
925 => 0.26704287866614
926 => 0.26658804653524
927 => 0.26920950276852
928 => 0.27183554751391
929 => 0.27166827981633
930 => 0.26976190618007
1001 => 0.26868504408538
1002 => 0.27683940464161
1003 => 0.28284739859353
1004 => 0.28243769368411
1005 => 0.2842459979111
1006 => 0.28955523505032
1007 => 0.2900406451568
1008 => 0.28997949464041
1009 => 0.28877635504418
1010 => 0.2940039884993
1011 => 0.29836497229901
1012 => 0.2884978629897
1013 => 0.29225512904474
1014 => 0.2939418868284
1015 => 0.2964185476933
1016 => 0.30059708970893
1017 => 0.30513609464145
1018 => 0.30577795970656
1019 => 0.30532252572679
1020 => 0.3023289299588
1021 => 0.30729556331754
1022 => 0.31020490065721
1023 => 0.31193734446398
1024 => 0.31633053370679
1025 => 0.29395230367023
1026 => 0.27811188018015
1027 => 0.27563816931369
1028 => 0.28066855763452
1029 => 0.28199503091813
1030 => 0.28146033120076
1031 => 0.26363049441438
1101 => 0.27554429891298
1102 => 0.28836255081234
1103 => 0.28885495207176
1104 => 0.29527203698959
1105 => 0.29736170288403
1106 => 0.30252829734943
1107 => 0.30220512545891
1108 => 0.30346310899276
1109 => 0.30317392036356
1110 => 0.31274394865589
1111 => 0.32330111102528
1112 => 0.32293555006215
1113 => 0.32141783306487
1114 => 0.32367190161503
1115 => 0.33456802455452
1116 => 0.33356488416106
1117 => 0.33453934960601
1118 => 0.34738649263024
1119 => 0.36408960604653
1120 => 0.3563293328995
1121 => 0.37316689267012
1122 => 0.38376524402503
1123 => 0.40209399680337
1124 => 0.39979914668452
1125 => 0.40693439563852
1126 => 0.39569088602209
1127 => 0.36987351525455
1128 => 0.36578781750566
1129 => 0.37396748786528
1130 => 0.39407640928384
1201 => 0.37333418636823
1202 => 0.37753031104933
1203 => 0.37632182685889
1204 => 0.3762574318721
1205 => 0.37871512660422
1206 => 0.37515011221055
1207 => 0.36062560223689
1208 => 0.36728209956434
1209 => 0.36471170627495
1210 => 0.36756374926504
1211 => 0.38295504901055
1212 => 0.3761501885103
1213 => 0.36898182075527
1214 => 0.37797254470823
1215 => 0.38942082584828
1216 => 0.38870441298908
1217 => 0.38731427260488
1218 => 0.39515042116525
1219 => 0.40809344281087
1220 => 0.41159188955242
1221 => 0.41417437141443
1222 => 0.41453045203181
1223 => 0.41819830369372
1224 => 0.39847534088999
1225 => 0.42977618938112
1226 => 0.43518098124705
1227 => 0.43416510438192
1228 => 0.44017230307249
1229 => 0.43840483282981
1230 => 0.43584404575574
1231 => 0.44536673344809
]
'min_raw' => 0.16416607182889
'max_raw' => 0.44536673344809
'avg_raw' => 0.30476640263849
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.164166'
'max' => '$0.445366'
'avg' => '$0.304766'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.056616635485058
'max_diff' => 0.20527019314525
'year' => 2032
]
7 => [
'items' => [
101 => 0.43444974045008
102 => 0.41895444330059
103 => 0.41045341682216
104 => 0.42164825424721
105 => 0.4284845508167
106 => 0.43300290797901
107 => 0.43437016012625
108 => 0.40000637834837
109 => 0.3814862058728
110 => 0.39335742409543
111 => 0.40784112963475
112 => 0.39839488317442
113 => 0.39876515815155
114 => 0.38529729312901
115 => 0.40903273684802
116 => 0.40557468234466
117 => 0.42351507522526
118 => 0.41923345648366
119 => 0.43386315043575
120 => 0.43001066172373
121 => 0.44600212697758
122 => 0.45238155541898
123 => 0.46309360865085
124 => 0.47097343861411
125 => 0.47560062548566
126 => 0.47532282654203
127 => 0.49365804618248
128 => 0.48284640774429
129 => 0.4692644417584
130 => 0.46901878684426
131 => 0.47605307948631
201 => 0.49079502710009
202 => 0.49461739962973
203 => 0.49675358441614
204 => 0.49348194305462
205 => 0.48174668440707
206 => 0.47667945922217
207 => 0.48099688189135
208 => 0.4757170449673
209 => 0.4848315247588
210 => 0.49734765226037
211 => 0.49476312142543
212 => 0.50340282051212
213 => 0.51234400014399
214 => 0.52513028859107
215 => 0.52847309786603
216 => 0.53399863448188
217 => 0.53968622670382
218 => 0.54151292804059
219 => 0.54500066768464
220 => 0.54498228557512
221 => 0.5554928237444
222 => 0.56708627282939
223 => 0.57146253147001
224 => 0.58152549690581
225 => 0.56429302124537
226 => 0.57736405198623
227 => 0.5891544489036
228 => 0.5750974516377
301 => 0.59447174750844
302 => 0.595224007514
303 => 0.60658224047378
304 => 0.5950684953949
305 => 0.58823167032024
306 => 0.60796932813829
307 => 0.61751975902605
308 => 0.61464309151868
309 => 0.59275150974894
310 => 0.58000967018484
311 => 0.5466618183283
312 => 0.58616378937237
313 => 0.60540404717964
314 => 0.59270168212932
315 => 0.59910801620825
316 => 0.63405889768209
317 => 0.64736593044534
318 => 0.64459816065376
319 => 0.64506586818717
320 => 0.65224610152649
321 => 0.68408721037975
322 => 0.66500727988375
323 => 0.67959317183658
324 => 0.68732947633502
325 => 0.69451538710211
326 => 0.67686906138857
327 => 0.65391145091127
328 => 0.64663981197818
329 => 0.59143868226132
330 => 0.5885652237332
331 => 0.58695226438667
401 => 0.57678278386438
402 => 0.56879235782901
403 => 0.56243807438019
404 => 0.54576253706081
405 => 0.55139004139057
406 => 0.52481271535861
407 => 0.54181594671126
408 => 0.49939789263228
409 => 0.53472490852854
410 => 0.51549801989852
411 => 0.52840835850806
412 => 0.52836331555288
413 => 0.50459128894612
414 => 0.49088008010888
415 => 0.4996173960282
416 => 0.50898449226272
417 => 0.51050427211207
418 => 0.52264895688634
419 => 0.52603827735772
420 => 0.51576847809721
421 => 0.49851887274462
422 => 0.50252556264642
423 => 0.49079888466591
424 => 0.47024833256521
425 => 0.48500809786215
426 => 0.49004773067559
427 => 0.49227351962755
428 => 0.47206441188337
429 => 0.46571427146908
430 => 0.46233350999535
501 => 0.49591013070996
502 => 0.49774953378764
503 => 0.48833888757683
504 => 0.53087590080377
505 => 0.52124846464389
506 => 0.5320046696136
507 => 0.50216199753397
508 => 0.5033020277959
509 => 0.48917402858336
510 => 0.49708476410913
511 => 0.49149371121443
512 => 0.49644565485406
513 => 0.49941382945403
514 => 0.51353951040092
515 => 0.53488620111456
516 => 0.5114296047174
517 => 0.50120922976251
518 => 0.50754989290295
519 => 0.52443591440877
520 => 0.55001910136962
521 => 0.53487333977917
522 => 0.5415947715813
523 => 0.54306310541438
524 => 0.53189518154416
525 => 0.55043087865247
526 => 0.56036430931655
527 => 0.57055395374405
528 => 0.57940133649309
529 => 0.56648398568462
530 => 0.58030740267919
531 => 0.56916816874315
601 => 0.55917512434969
602 => 0.55919027967309
603 => 0.55292149694999
604 => 0.54077494050652
605 => 0.53853492913674
606 => 0.55018775116461
607 => 0.55953221090461
608 => 0.56030186536574
609 => 0.56547543841348
610 => 0.56853710565109
611 => 0.59854560671447
612 => 0.6106152740855
613 => 0.62537383487969
614 => 0.63112312605594
615 => 0.64842643126148
616 => 0.63445260700226
617 => 0.63142928222431
618 => 0.58945712366367
619 => 0.59633006227665
620 => 0.60733430013597
621 => 0.58963857949286
622 => 0.60086244124749
623 => 0.60307826931175
624 => 0.58903728567676
625 => 0.5965371817113
626 => 0.57661968140777
627 => 0.53532034819293
628 => 0.55047685661638
629 => 0.56163714844162
630 => 0.54571003595295
701 => 0.57425876862451
702 => 0.55758118836325
703 => 0.55229519608546
704 => 0.5316726556175
705 => 0.541405700884
706 => 0.55456978397072
707 => 0.54643591111205
708 => 0.56331491860096
709 => 0.58722009467212
710 => 0.60425634671828
711 => 0.6055641786104
712 => 0.59461100988496
713 => 0.61216353266967
714 => 0.61229138363563
715 => 0.59249206623032
716 => 0.58036509456263
717 => 0.57760982108436
718 => 0.58449303443626
719 => 0.59285052615674
720 => 0.6060279612357
721 => 0.61399080927176
722 => 0.63475369378153
723 => 0.64037153501132
724 => 0.64654383929983
725 => 0.65479194129742
726 => 0.66469590251547
727 => 0.6430265992032
728 => 0.64388756102043
729 => 0.62370940580796
730 => 0.60214615312327
731 => 0.61850997401356
801 => 0.63990349303974
802 => 0.6349957961374
803 => 0.63444357998073
804 => 0.63537225438425
805 => 0.63167201119028
806 => 0.61493594836136
807 => 0.60653120238198
808 => 0.61737546897477
809 => 0.62313871404605
810 => 0.63207700454383
811 => 0.63097517157556
812 => 0.65399924799552
813 => 0.66294570788039
814 => 0.66065682060123
815 => 0.66107803094575
816 => 0.67727516922867
817 => 0.69528971819484
818 => 0.71216272053076
819 => 0.72932666321917
820 => 0.70863486038821
821 => 0.69812883900362
822 => 0.70896837132885
823 => 0.70321676289962
824 => 0.73626721097187
825 => 0.73855555228785
826 => 0.77160361043652
827 => 0.80297015290917
828 => 0.78326938957208
829 => 0.80184632205709
830 => 0.82193878913915
831 => 0.86070041802575
901 => 0.84764686506729
902 => 0.83764804807637
903 => 0.82819921433387
904 => 0.84786073739189
905 => 0.87315497270552
906 => 0.87860310872691
907 => 0.88743117042969
908 => 0.87814954299324
909 => 0.88932824090272
910 => 0.92879395669195
911 => 0.91812997191219
912 => 0.90298539920383
913 => 0.93413979149179
914 => 0.94541444495117
915 => 1.024545867511
916 => 1.1244525572487
917 => 1.0830905316746
918 => 1.0574157876565
919 => 1.0634499615138
920 => 1.0999325025512
921 => 1.1116495368344
922 => 1.0797985985487
923 => 1.0910488884115
924 => 1.1530390916599
925 => 1.1862948468188
926 => 1.1411290644692
927 => 1.0165184622675
928 => 0.9016217961318
929 => 0.9320975658553
930 => 0.92864255934189
1001 => 0.99524329929695
1002 => 0.91787563940201
1003 => 0.91917831237421
1004 => 0.98715628510013
1005 => 0.96902092741434
1006 => 0.93964397056449
1007 => 0.9018362804273
1008 => 0.83194526842063
1009 => 0.77004085003127
1010 => 0.89144967022893
1011 => 0.88621430113439
1012 => 0.87863271084727
1013 => 0.89550471961751
1014 => 0.97743040500251
1015 => 0.97554175278682
1016 => 0.96352711098943
1017 => 0.97264011090056
1018 => 0.93804641761936
1019 => 0.94696200006168
1020 => 0.90160359591286
1021 => 0.92210748892241
1022 => 0.93958094080896
1023 => 0.94308899497405
1024 => 0.95099282013371
1025 => 0.88345549951858
1026 => 0.91377777368322
1027 => 0.93158926894207
1028 => 0.85111628537482
1029 => 0.92999857679732
1030 => 0.88227982502365
1031 => 0.86608336396007
1101 => 0.88788976506069
1102 => 0.87939178934436
1103 => 0.87208572884133
1104 => 0.86800882154659
1105 => 0.88402103583022
1106 => 0.88327404689516
1107 => 0.85707495649026
1108 => 0.82289931106862
1109 => 0.83436977944944
1110 => 0.83020245075048
1111 => 0.81509951394932
1112 => 0.82527706981775
1113 => 0.78046026451631
1114 => 0.70335528037
1115 => 0.75429319468659
1116 => 0.75233214039519
1117 => 0.75134328789473
1118 => 0.7896217226831
1119 => 0.78594213441194
1120 => 0.77926364566916
1121 => 0.81497685826622
1122 => 0.8019410552578
1123 => 0.84211432850829
1124 => 0.86857504451546
1125 => 0.86186375102155
1126 => 0.88675018232204
1127 => 0.83463403587385
1128 => 0.85194492918706
1129 => 0.85551268030705
1130 => 0.81453616276639
1201 => 0.78654416055934
1202 => 0.78467741314432
1203 => 0.73614313885281
1204 => 0.76206975642436
1205 => 0.78488410697099
1206 => 0.77395780352428
1207 => 0.77049886226708
1208 => 0.78816984299728
1209 => 0.78954302954173
1210 => 0.75823423080445
1211 => 0.76474432148264
1212 => 0.79189248182322
1213 => 0.76406025749706
1214 => 0.70998679199935
1215 => 0.69657582493177
1216 => 0.69478655471179
1217 => 0.6584149483873
1218 => 0.69747200987826
1219 => 0.68042255587328
1220 => 0.73428157679118
1221 => 0.7035175928946
1222 => 0.70219141903602
1223 => 0.70018671274135
1224 => 0.66888016868573
1225 => 0.67573431219924
1226 => 0.6985185291537
1227 => 0.70664819444562
1228 => 0.70580020375129
1229 => 0.69840687406073
1230 => 0.7017915025331
1231 => 0.69088843494088
]
'min_raw' => 0.3814862058728
'max_raw' => 1.1862948468188
'avg_raw' => 0.78389052634582
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.381486'
'max' => '$1.18'
'avg' => '$0.78389'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.21732013404391
'max_diff' => 0.74092811337074
'year' => 2033
]
8 => [
'items' => [
101 => 0.68703833484635
102 => 0.67488635989452
103 => 0.6570263137841
104 => 0.65950986273778
105 => 0.62412443805777
106 => 0.60484458064546
107 => 0.59950817021817
108 => 0.59237209917086
109 => 0.60031420843133
110 => 0.62402419559559
111 => 0.59542492072111
112 => 0.54639346995469
113 => 0.54934034369127
114 => 0.55596109404272
115 => 0.54362336956344
116 => 0.53194674877053
117 => 0.54209862319578
118 => 0.52132335113585
119 => 0.55847168641613
120 => 0.55746692805381
121 => 0.57131353020865
122 => 0.57997209469696
123 => 0.56001690679495
124 => 0.55499823100217
125 => 0.55785709681984
126 => 0.51060641305607
127 => 0.56745214128215
128 => 0.56794374550042
129 => 0.56373433172202
130 => 0.59400292708745
131 => 0.65787910432016
201 => 0.63384631703194
202 => 0.6245400953991
203 => 0.60684896127226
204 => 0.63042134710066
205 => 0.62861135565555
206 => 0.62042588792185
207 => 0.61547529149629
208 => 0.62459691720395
209 => 0.61434502112655
210 => 0.61250349888779
211 => 0.60134587771683
212 => 0.59736311459821
213 => 0.59441443534356
214 => 0.59116822921542
215 => 0.59832855102992
216 => 0.58210231977948
217 => 0.56253507556851
218 => 0.56090827093289
219 => 0.56540002156198
220 => 0.56341275628011
221 => 0.56089875667127
222 => 0.55609884677095
223 => 0.55467481603737
224 => 0.55930222508
225 => 0.55407815006558
226 => 0.56178655731945
227 => 0.55969029707203
228 => 0.5479807577341
301 => 0.53338633629232
302 => 0.53325641532865
303 => 0.53011207116867
304 => 0.52610727612562
305 => 0.52499323376194
306 => 0.54124366064756
307 => 0.57488155796645
308 => 0.56827763383609
309 => 0.57304964581764
310 => 0.59652322173303
311 => 0.60398476564148
312 => 0.59868873851161
313 => 0.59143920993153
314 => 0.59175815239708
315 => 0.61653198613676
316 => 0.6180770997589
317 => 0.6219811034095
318 => 0.62699885137183
319 => 0.59954328268695
320 => 0.59046499758106
321 => 0.5861632024538
322 => 0.57291533846608
323 => 0.58720202399082
324 => 0.57887778415242
325 => 0.58000100850315
326 => 0.57926950717122
327 => 0.57966895636235
328 => 0.55846130269933
329 => 0.56618825705268
330 => 0.5533406967728
331 => 0.53613925576437
401 => 0.53608159050251
402 => 0.54029161882005
403 => 0.53778732923835
404 => 0.53104835036516
405 => 0.53200559050702
406 => 0.52361915960897
407 => 0.53302385505927
408 => 0.53329354807317
409 => 0.52967222804758
410 => 0.54416145898665
411 => 0.55009770872447
412 => 0.54771407830744
413 => 0.54993046686014
414 => 0.56855205669864
415 => 0.57158818835924
416 => 0.57293663748728
417 => 0.57112989429098
418 => 0.55027083533825
419 => 0.55119602330238
420 => 0.54440760789352
421 => 0.53867211221862
422 => 0.5389015019669
423 => 0.54185029230605
424 => 0.55472783266135
425 => 0.58182785716663
426 => 0.58285628328674
427 => 0.58410276574563
428 => 0.57903269515345
429 => 0.57750351334881
430 => 0.57952089886444
501 => 0.58969824321703
502 => 0.61587713601391
503 => 0.60662376687003
504 => 0.59910063371879
505 => 0.60570044971456
506 => 0.60468445977308
507 => 0.59610848221083
508 => 0.59586778308384
509 => 0.579407740236
510 => 0.5733228371722
511 => 0.56823783672498
512 => 0.56268514898392
513 => 0.55939332956324
514 => 0.56445106029858
515 => 0.56560782315906
516 => 0.55454900651225
517 => 0.55304173066702
518 => 0.56207259906194
519 => 0.55809845058605
520 => 0.56218596084765
521 => 0.56313429829035
522 => 0.56298159412001
523 => 0.55883212668313
524 => 0.5614768734885
525 => 0.55522125885683
526 => 0.54841921750783
527 => 0.54407993890932
528 => 0.54029334281034
529 => 0.54239436640431
530 => 0.53490460092355
531 => 0.53250847420706
601 => 0.56058089277953
602 => 0.58131829020837
603 => 0.58101676023684
604 => 0.57918127408239
605 => 0.57645411397164
606 => 0.58949873446849
607 => 0.58495424952281
608 => 0.58826074202522
609 => 0.58910238314013
610 => 0.5916497773089
611 => 0.59256025176831
612 => 0.58980816558681
613 => 0.58057182822269
614 => 0.55755575367591
615 => 0.54684170884368
616 => 0.54330589559251
617 => 0.54343441568872
618 => 0.53988925769615
619 => 0.5409334656078
620 => 0.53952612479832
621 => 0.53686096177746
622 => 0.54222980009801
623 => 0.54284850870026
624 => 0.5415953576834
625 => 0.5418905201126
626 => 0.53151496492084
627 => 0.53230379584755
628 => 0.52791148500785
629 => 0.5270879796755
630 => 0.515984600355
701 => 0.49631335442816
702 => 0.50721313420567
703 => 0.49404773297541
704 => 0.48906179604112
705 => 0.51266444601574
706 => 0.5102953945939
707 => 0.50624060836159
708 => 0.50024273443252
709 => 0.49801806464866
710 => 0.4845016752868
711 => 0.48370305489617
712 => 0.49040214243712
713 => 0.4873107440385
714 => 0.48296924988271
715 => 0.46724479814064
716 => 0.4495653081955
717 => 0.45009894086763
718 => 0.45572245768057
719 => 0.47207359124878
720 => 0.4656849204862
721 => 0.4610498665464
722 => 0.46018186027268
723 => 0.47104677608245
724 => 0.4864229082235
725 => 0.49363704540252
726 => 0.48648805455472
727 => 0.47827567879777
728 => 0.47877552805761
729 => 0.48210080124691
730 => 0.48245024044228
731 => 0.47710482807037
801 => 0.47860953034213
802 => 0.47632374999847
803 => 0.46229592024863
804 => 0.46204220129118
805 => 0.45859954564126
806 => 0.45849530339638
807 => 0.45263848732516
808 => 0.45181907827054
809 => 0.44019001447782
810 => 0.44784429948224
811 => 0.44271020696927
812 => 0.43497191854224
813 => 0.43363783470069
814 => 0.43359773052946
815 => 0.44154322249439
816 => 0.44775145178254
817 => 0.44279951670663
818 => 0.44167205707908
819 => 0.45371037622645
820 => 0.45217839038323
821 => 0.45085170052325
822 => 0.48504614423717
823 => 0.45797857381188
824 => 0.44617556814356
825 => 0.43156710729901
826 => 0.43632369581225
827 => 0.43732597890081
828 => 0.40219526394268
829 => 0.38794273725941
830 => 0.38305180719685
831 => 0.38023700779825
901 => 0.38151974723022
902 => 0.36869080156064
903 => 0.37731206522178
904 => 0.3662032826757
905 => 0.36434085913075
906 => 0.38420473843721
907 => 0.38696868119961
908 => 0.37517684268552
909 => 0.38274911193681
910 => 0.38000330184388
911 => 0.36639371086832
912 => 0.36587392459842
913 => 0.35904511024714
914 => 0.3483593381064
915 => 0.34347565350054
916 => 0.34093218815571
917 => 0.34198167152814
918 => 0.34145102062032
919 => 0.33798816450068
920 => 0.34164950747962
921 => 0.33229628913981
922 => 0.3285717622329
923 => 0.32688947983742
924 => 0.31858796020967
925 => 0.33179936963994
926 => 0.33440218373066
927 => 0.33701012616918
928 => 0.3597104845786
929 => 0.35857643882301
930 => 0.36882766015084
1001 => 0.36842931654082
1002 => 0.36550550215935
1003 => 0.35317041022804
1004 => 0.35808695801999
1005 => 0.34295458811754
1006 => 0.35429278854959
1007 => 0.34911850736697
1008 => 0.35254335887689
1009 => 0.34638516705565
1010 => 0.34979336467503
1011 => 0.3350194075096
1012 => 0.32122369418371
1013 => 0.32677549194803
1014 => 0.33281093104293
1015 => 0.34589730080195
1016 => 0.33810316693368
1017 => 0.34090623220154
1018 => 0.33151643278167
1019 => 0.31214259451487
1020 => 0.31225224833547
1021 => 0.30927200540013
1022 => 0.3066966403814
1023 => 0.33899841696725
1024 => 0.33498118043328
1025 => 0.32858023977931
1026 => 0.33714815320791
1027 => 0.3394136455095
1028 => 0.33947814089042
1029 => 0.34572906935808
1030 => 0.3490651910018
1031 => 0.34965319690109
1101 => 0.35948916790519
1102 => 0.36278605564617
1103 => 0.37636546965824
1104 => 0.34878214438852
1105 => 0.3482140839563
1106 => 0.33726872132045
1107 => 0.33032699929746
1108 => 0.33774402696627
1109 => 0.34431450095559
1110 => 0.33747288426242
1111 => 0.33836625496814
1112 => 0.32918194353819
1113 => 0.33246490271238
1114 => 0.33529262941555
1115 => 0.33373132493615
1116 => 0.3313939765625
1117 => 0.34377579701716
1118 => 0.34307716618236
1119 => 0.35460740204657
1120 => 0.36359604543779
1121 => 0.37970530130706
1122 => 0.36289445301298
1123 => 0.36228179888407
1124 => 0.36827059126694
1125 => 0.36278513879326
1126 => 0.36625175540524
1127 => 0.37914677577719
1128 => 0.37941922723794
1129 => 0.37485531423646
1130 => 0.37457759971555
1201 => 0.37545414913122
1202 => 0.38058812643734
1203 => 0.37879415701539
1204 => 0.38087018384821
1205 => 0.38346628719191
1206 => 0.39420487134644
1207 => 0.39679390763079
1208 => 0.39050389172122
1209 => 0.39107180973153
1210 => 0.38871917111656
1211 => 0.38644655169297
1212 => 0.39155506826779
1213 => 0.40089098271641
1214 => 0.40083290447716
1215 => 0.402998655165
1216 => 0.40434789990147
1217 => 0.39855595378501
1218 => 0.39478560983895
1219 => 0.39623139962109
1220 => 0.39854324896793
1221 => 0.39548169803624
1222 => 0.37658438743747
1223 => 0.38231662430826
1224 => 0.3813624998009
1225 => 0.38000371047691
1226 => 0.38576751897657
1227 => 0.38521158558587
1228 => 0.36855922218014
1229 => 0.36962525245692
1230 => 0.36862405101208
1231 => 0.3718591377069
]
'min_raw' => 0.3066966403814
'max_raw' => 0.68703833484635
'avg_raw' => 0.49686748761388
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.306696'
'max' => '$0.687038'
'avg' => '$0.496867'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.074789565491392
'max_diff' => -0.49925651197249
'year' => 2034
]
9 => [
'items' => [
101 => 0.36261043349509
102 => 0.36545527261967
103 => 0.36723952904989
104 => 0.3682904697946
105 => 0.3720871884013
106 => 0.37164168729436
107 => 0.37205949542698
108 => 0.37768902682416
109 => 0.40616126480922
110 => 0.4077109459023
111 => 0.40007974943077
112 => 0.40312826190245
113 => 0.39727578459321
114 => 0.40120459181909
115 => 0.40389258194216
116 => 0.3917460714468
117 => 0.39102683392547
118 => 0.38515020136053
119 => 0.38830797083145
120 => 0.38328373255156
121 => 0.38451650488505
122 => 0.38106956596945
123 => 0.38727336973884
124 => 0.39421018632665
125 => 0.39596270013992
126 => 0.39135259080184
127 => 0.38801456782006
128 => 0.38215409907719
129 => 0.39190018920565
130 => 0.39475024296593
131 => 0.39188521908655
201 => 0.39122133045169
202 => 0.38996326268826
203 => 0.39148823547498
204 => 0.39473472096107
205 => 0.393203738359
206 => 0.39421497934011
207 => 0.3903611715073
208 => 0.39855787116018
209 => 0.41157620285214
210 => 0.41161805891724
211 => 0.41008706806261
212 => 0.40946061959055
213 => 0.4110315091157
214 => 0.41188365224183
215 => 0.41696362091429
216 => 0.42241462969472
217 => 0.44785210921152
218 => 0.44070936675292
219 => 0.46327901186266
220 => 0.48112867084284
221 => 0.4864810031
222 => 0.4815571092701
223 => 0.46471273446153
224 => 0.46388626907309
225 => 0.4890588765487
226 => 0.48194646195838
227 => 0.48110046287437
228 => 0.47210046195859
301 => 0.47742057717162
302 => 0.47625698993315
303 => 0.47442021055259
304 => 0.4845706197766
305 => 0.50357127971068
306 => 0.50060984867289
307 => 0.49839927778002
308 => 0.48871319961495
309 => 0.4945463821342
310 => 0.49246929756635
311 => 0.50139377102029
312 => 0.49610711064747
313 => 0.4818925784226
314 => 0.48415628953112
315 => 0.48381413415102
316 => 0.49085566762805
317 => 0.48874197405986
318 => 0.48340140155826
319 => 0.50350633752066
320 => 0.50220083480879
321 => 0.50405173917475
322 => 0.50486656451777
323 => 0.51710408474937
324 => 0.52211740523128
325 => 0.52325551675121
326 => 0.52801778346491
327 => 0.52313702721705
328 => 0.54266353212872
329 => 0.55564751849184
330 => 0.57072908680242
331 => 0.59276731164759
401 => 0.60105388805436
402 => 0.59955699219674
403 => 0.61626612275557
404 => 0.64629205894667
405 => 0.60562609237534
406 => 0.64844745391964
407 => 0.6348907052511
408 => 0.60274789803351
409 => 0.6006782801875
410 => 0.62244576242092
411 => 0.67072394297212
412 => 0.65863080631064
413 => 0.67074372301145
414 => 0.6566133622645
415 => 0.65591167075338
416 => 0.67005744292953
417 => 0.703109810665
418 => 0.68740786970336
419 => 0.66489528706096
420 => 0.68151822774952
421 => 0.66711789814455
422 => 0.63466992514608
423 => 0.65862155891694
424 => 0.64260578351763
425 => 0.6472800382246
426 => 0.68094281594716
427 => 0.67689242147092
428 => 0.68213400697961
429 => 0.67288274575295
430 => 0.66424060897726
501 => 0.64810941891194
502 => 0.64333376879165
503 => 0.64465358667501
504 => 0.64333311475546
505 => 0.6343078621672
506 => 0.63235885973006
507 => 0.62911043694709
508 => 0.63011725899927
509 => 0.62400927380767
510 => 0.63553630383836
511 => 0.63767582218789
512 => 0.6460642333697
513 => 0.64693514604608
514 => 0.67029675178585
515 => 0.65742957192022
516 => 0.66606198707295
517 => 0.66528982261024
518 => 0.60344453013143
519 => 0.61196626576938
520 => 0.62522341215406
521 => 0.6192510856774
522 => 0.61080761334856
523 => 0.60398905673269
524 => 0.59365824622642
525 => 0.60819866362835
526 => 0.62731776631087
527 => 0.64742003804143
528 => 0.67157160037268
529 => 0.66618125281553
530 => 0.64696854138313
531 => 0.64783040958309
601 => 0.65315813966262
602 => 0.64625824513431
603 => 0.64422333153596
604 => 0.65287857378244
605 => 0.65293817767895
606 => 0.64499901514401
607 => 0.63617608883783
608 => 0.63613912045446
609 => 0.63456916593763
610 => 0.65689265368537
611 => 0.66916831478744
612 => 0.67057569954958
613 => 0.6690735865795
614 => 0.66965169024495
615 => 0.66250875352539
616 => 0.67883538869422
617 => 0.69381832366201
618 => 0.68980257702693
619 => 0.68378240194891
620 => 0.67898704252835
621 => 0.68867294274616
622 => 0.68824164485648
623 => 0.69368746079589
624 => 0.69344040712833
625 => 0.6916091840554
626 => 0.68980264242567
627 => 0.69696537578534
628 => 0.69490262360773
629 => 0.69283666740625
630 => 0.6886930759621
701 => 0.68925625885712
702 => 0.68323712324721
703 => 0.68045239569716
704 => 0.63857677484007
705 => 0.62738624062166
706 => 0.6309070104911
707 => 0.63206613934887
708 => 0.62719600451596
709 => 0.63417852683136
710 => 0.63309030812483
711 => 0.6373239305253
712 => 0.634678947052
713 => 0.63478749809635
714 => 0.64256583052139
715 => 0.64482391351577
716 => 0.64367543427986
717 => 0.64447978976913
718 => 0.66301582252199
719 => 0.66038059141349
720 => 0.65898067740921
721 => 0.65936846315558
722 => 0.66410481694096
723 => 0.66543073740553
724 => 0.65981271922634
725 => 0.66246220907703
726 => 0.67374340059091
727 => 0.67769117916062
728 => 0.69029059331394
729 => 0.68493813824489
730 => 0.69476280117297
731 => 0.72496046553951
801 => 0.74908444935493
802 => 0.72689903687247
803 => 0.77119966097868
804 => 0.80569405139246
805 => 0.80437009923496
806 => 0.7983552043967
807 => 0.75908425799143
808 => 0.72294654761247
809 => 0.7531772768327
810 => 0.75325434117849
811 => 0.75065749472816
812 => 0.73452870445336
813 => 0.75009624778778
814 => 0.75133194284465
815 => 0.75064028221064
816 => 0.7382743765229
817 => 0.71939392413911
818 => 0.72308311934148
819 => 0.72912609634052
820 => 0.71768548018428
821 => 0.71402951011099
822 => 0.72082665405401
823 => 0.74272846807961
824 => 0.73858805700664
825 => 0.73847993414081
826 => 0.75619436851852
827 => 0.74351465651828
828 => 0.72312965190743
829 => 0.71798216939801
830 => 0.69971207424927
831 => 0.71233129404435
901 => 0.71278543729921
902 => 0.70587401958275
903 => 0.72369047536412
904 => 0.72352629358757
905 => 0.7404403667225
906 => 0.77277372192072
907 => 0.76321115776082
908 => 0.75209093604689
909 => 0.7533000124775
910 => 0.76656059666634
911 => 0.75854294475608
912 => 0.76142614828406
913 => 0.76655623259249
914 => 0.76965133982859
915 => 0.75285467417722
916 => 0.74893856793649
917 => 0.74092758893448
918 => 0.73883767404486
919 => 0.74536244928744
920 => 0.74364340153473
921 => 0.71274726831717
922 => 0.70951845049147
923 => 0.70961747372449
924 => 0.70149845777986
925 => 0.68911500967719
926 => 0.72165797191373
927 => 0.71904431660768
928 => 0.71615904343064
929 => 0.71651247293169
930 => 0.73063826985524
1001 => 0.72244459426974
1002 => 0.74422882373083
1003 => 0.7397506410475
1004 => 0.73515760987609
1005 => 0.73452271306104
1006 => 0.73275478791905
1007 => 0.72669191479119
1008 => 0.71937063116711
1009 => 0.71453648555977
1010 => 0.65912213767317
1011 => 0.66940671831049
1012 => 0.6812381908647
1013 => 0.68532236777877
1014 => 0.67833610055082
1015 => 0.72696777520315
1016 => 0.73585325078861
1017 => 0.70893856565503
1018 => 0.70390392698589
1019 => 0.72729784527613
1020 => 0.71318845275691
1021 => 0.71954191134438
1022 => 0.70580920903431
1023 => 0.73371299991717
1024 => 0.73350041978228
1025 => 0.72264521489315
1026 => 0.73181995973221
1027 => 0.73022562203704
1028 => 0.7179701224524
1029 => 0.73410152111374
1030 => 0.73410952208622
1031 => 0.72366162339294
1101 => 0.7114607650583
1102 => 0.70927953975948
1103 => 0.7076362795032
1104 => 0.71913777005503
1105 => 0.72944997051956
1106 => 0.74863841897277
1107 => 0.7534628508202
1108 => 0.77229292950131
1109 => 0.7610805344666
1110 => 0.76605084396067
1111 => 0.77144681800968
1112 => 0.77403384639915
1113 => 0.7698184224661
1114 => 0.79906928542748
1115 => 0.8015389544847
1116 => 0.80236701315703
1117 => 0.79250378674458
1118 => 0.80126464031573
1119 => 0.79716572705876
1120 => 0.80782996064248
1121 => 0.80950224863618
1122 => 0.80808588019889
1123 => 0.80861669080336
1124 => 0.78365623947165
1125 => 0.78236190839323
1126 => 0.76471361229744
1127 => 0.77190542340609
1128 => 0.75846067725094
1129 => 0.76272414475297
1130 => 0.76460344060405
1201 => 0.76362180310055
1202 => 0.77231203761567
1203 => 0.76492356298019
1204 => 0.74542416363949
1205 => 0.72591945170048
1206 => 0.72567458593028
1207 => 0.7205393395635
1208 => 0.7168274970076
1209 => 0.71754252956856
1210 => 0.72006239757653
1211 => 0.71668103769811
1212 => 0.71740262226747
1213 => 0.72938573401163
1214 => 0.73178886161228
1215 => 0.72362209506271
1216 => 0.6908313489074
1217 => 0.68278441755152
1218 => 0.68856839223254
1219 => 0.68580402487069
1220 => 0.55349737288022
1221 => 0.58458085823307
1222 => 0.56611210673183
1223 => 0.57462335713
1224 => 0.55577154430725
1225 => 0.56476861749443
1226 => 0.56310718659726
1227 => 0.61308851121745
1228 => 0.61230812158057
1229 => 0.61268165280245
1230 => 0.59485203435198
1231 => 0.62325510067047
]
'min_raw' => 0.36261043349509
'max_raw' => 0.80950224863618
'avg_raw' => 0.58605634106563
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.36261'
'max' => '$0.8095022'
'avg' => '$0.586056'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.055913793113682
'max_diff' => 0.12246391378983
'year' => 2035
]
10 => [
'items' => [
101 => 0.63724747248018
102 => 0.63465785685312
103 => 0.63530960731537
104 => 0.62411037502128
105 => 0.61279008585136
106 => 0.60023414298191
107 => 0.62356153287191
108 => 0.62096792532797
109 => 0.62691672788323
110 => 0.64204620770317
111 => 0.64427408107796
112 => 0.64726836548654
113 => 0.64619512767374
114 => 0.671764006531
115 => 0.66866744659249
116 => 0.6761292651032
117 => 0.66077973829713
118 => 0.64341029172561
119 => 0.64671165566887
120 => 0.64639370777324
121 => 0.64234586613829
122 => 0.63869165570149
123 => 0.63260842489162
124 => 0.65185666732281
125 => 0.65107522383152
126 => 0.66372588562679
127 => 0.6614897582725
128 => 0.6465563525274
129 => 0.64708970203505
130 => 0.65067673379303
131 => 0.66309149166342
201 => 0.66677703706052
202 => 0.66506974558899
203 => 0.66911077786537
204 => 0.67230464501047
205 => 0.66951187840516
206 => 0.70905156411285
207 => 0.69263192990975
208 => 0.70063474537326
209 => 0.70254336970598
210 => 0.69765446861176
211 => 0.69871469620068
212 => 0.70032065210316
213 => 0.7100717018646
214 => 0.73566127792762
215 => 0.74699472697179
216 => 0.78109196760371
217 => 0.7460536417979
218 => 0.74397461254759
219 => 0.75011655522342
220 => 0.77013524503383
221 => 0.78635851286525
222 => 0.79174070674771
223 => 0.79245205251961
224 => 0.80254940604458
225 => 0.8083370207806
226 => 0.80132332173989
227 => 0.79537994616779
228 => 0.77409151258744
229 => 0.77655570674084
301 => 0.79353156083404
302 => 0.8175109546135
303 => 0.83808776910698
304 => 0.83088248584575
305 => 0.88585371099166
306 => 0.89130388342756
307 => 0.89055084582209
308 => 0.90296714972548
309 => 0.87832331501358
310 => 0.86778759822243
311 => 0.79666497142665
312 => 0.81664752850202
313 => 0.8456933487455
314 => 0.84184902552003
315 => 0.82075517446222
316 => 0.83807176752942
317 => 0.83234636032147
318 => 0.8278304941092
319 => 0.84851855267135
320 => 0.82577118246366
321 => 0.84546642632684
322 => 0.8202070723511
323 => 0.83091539897276
324 => 0.82483683487883
325 => 0.8287704108084
326 => 0.80577480630029
327 => 0.81818267630612
328 => 0.80525859811476
329 => 0.80525247041893
330 => 0.80496717067654
331 => 0.82017229135454
401 => 0.82066812979397
402 => 0.80943152263926
403 => 0.80781215199948
404 => 0.81379981400128
405 => 0.80678982996833
406 => 0.81006975737703
407 => 0.80688917562823
408 => 0.80617315968327
409 => 0.80046782281378
410 => 0.79800980681889
411 => 0.79897365822576
412 => 0.79568353647468
413 => 0.79370111911075
414 => 0.80457281796613
415 => 0.79876450783078
416 => 0.803682611135
417 => 0.79807781170572
418 => 0.77864913498899
419 => 0.76747549755467
420 => 0.73077652827604
421 => 0.74118431043853
422 => 0.74808468077989
423 => 0.74580410842323
424 => 0.75070366030967
425 => 0.75100445300299
426 => 0.74941155873969
427 => 0.74756719124518
428 => 0.74666945514877
429 => 0.75336044451001
430 => 0.75724478904255
501 => 0.74877722525869
502 => 0.74679339353794
503 => 0.75535456803043
504 => 0.76057687952522
505 => 0.79913549343942
506 => 0.79627894677797
507 => 0.80344831832923
508 => 0.80264115711553
509 => 0.81015580067171
510 => 0.82243906696073
511 => 0.79746375213988
512 => 0.80179860321137
513 => 0.80073579783497
514 => 0.81233922825196
515 => 0.81237545289517
516 => 0.80541861672584
517 => 0.80919003047501
518 => 0.80708493078355
519 => 0.81088913044731
520 => 0.79624079585576
521 => 0.81408088619826
522 => 0.82419506783243
523 => 0.82433550325423
524 => 0.82912954507772
525 => 0.83400056922256
526 => 0.84335007589179
527 => 0.83373981655601
528 => 0.81645189555083
529 => 0.81770002760776
530 => 0.80756412584782
531 => 0.80773451218761
601 => 0.80682497655242
602 => 0.80955456146027
603 => 0.79683978624515
604 => 0.79982391857421
605 => 0.79564611583847
606 => 0.80178952148413
607 => 0.79518023255074
608 => 0.80073528531804
609 => 0.80313266193948
610 => 0.81197903328446
611 => 0.79387361631032
612 => 0.75695544547108
613 => 0.76471609257104
614 => 0.75323748592452
615 => 0.75429987467179
616 => 0.7564460690192
617 => 0.74948955094816
618 => 0.75081663537104
619 => 0.7507692225769
620 => 0.75036064473151
621 => 0.74855098570776
622 => 0.74592662209319
623 => 0.75638127899711
624 => 0.75815772892744
625 => 0.76210655706699
626 => 0.77385559109457
627 => 0.77268158553391
628 => 0.77459643731237
629 => 0.77041632663144
630 => 0.75449377801743
701 => 0.75535844901287
702 => 0.74457598784441
703 => 0.76183082529263
704 => 0.75774465203217
705 => 0.75511026954902
706 => 0.75439145388111
707 => 0.76616961149152
708 => 0.76969382084856
709 => 0.76749777007815
710 => 0.76299360587899
711 => 0.77164293267797
712 => 0.77395712764358
713 => 0.77447519055215
714 => 0.78980013929603
715 => 0.77533168494799
716 => 0.77881438571363
717 => 0.8059854229064
718 => 0.78134504151939
719 => 0.79439760108617
720 => 0.79375874621761
721 => 0.80043599401744
722 => 0.79321101700377
723 => 0.79330057925291
724 => 0.79922952294321
725 => 0.79090339082081
726 => 0.78884172341665
727 => 0.78599354466373
728 => 0.79221243877218
729 => 0.79594038453381
730 => 0.82598488949808
731 => 0.84539500990088
801 => 0.84455236538364
802 => 0.85225255890674
803 => 0.8487835511989
804 => 0.83758121023227
805 => 0.85670224028236
806 => 0.85065154631663
807 => 0.85115035817557
808 => 0.85113179237327
809 => 0.85515497489963
810 => 0.85230418136044
811 => 0.84668497466674
812 => 0.85041526630742
813 => 0.86149289887655
814 => 0.89587821027441
815 => 0.91512068607744
816 => 0.89471978906951
817 => 0.90879205464669
818 => 0.90035370976129
819 => 0.8988202114766
820 => 0.90765863419133
821 => 0.916512527395
822 => 0.91594857267436
823 => 0.90952110086094
824 => 0.9058903851246
825 => 0.93338338105918
826 => 0.95363975213281
827 => 0.95225840342603
828 => 0.95835522737912
829 => 0.97625569107307
830 => 0.97789228513733
831 => 0.97768611190191
901 => 0.97362964275272
902 => 0.99125497392835
903 => 1.0059583352833
904 => 0.97269068734734
905 => 0.98535857217585
906 => 0.99104559380913
907 => 0.99939582883007
908 => 1.0134840749723
909 => 1.0287876470054
910 => 1.0309517398861
911 => 1.0294162124259
912 => 1.0193230952879
913 => 1.0360684464162
914 => 1.0458774803803
915 => 1.0517185356302
916 => 1.066530479885
917 => 0.99108071491864
918 => 0.93767362117879
919 => 0.92933333228353
920 => 0.94629363771771
921 => 0.9507659350048
922 => 0.94896315757615
923 => 0.88884861801142
924 => 0.92901684167371
925 => 0.97223447289416
926 => 0.97389463811869
927 => 0.9955302879457
928 => 1.0025757424046
929 => 1.0199952763648
930 => 1.0189056797728
1001 => 1.0231470590868
1002 => 1.0221720394329
1003 => 1.0544380579785
1004 => 1.0900322679845
1005 => 1.0887997536746
1006 => 1.0836826648547
1007 => 1.0912824143456
1008 => 1.1280194535791
1009 => 1.1246372957055
1010 => 1.1279227739882
1011 => 1.1712378136533
1012 => 1.2275535267104
1013 => 1.2013892239902
1014 => 1.2581582323178
1015 => 1.2938913138641
1016 => 1.3556879835289
1017 => 1.3479507361319
1018 => 1.3720077261475
1019 => 1.3340994484789
1020 => 1.2470543804249
1021 => 1.2332791652102
1022 => 1.260857494914
1023 => 1.3286561274367
1024 => 1.258722274701
1025 => 1.2728698020274
1026 => 1.2687953132056
1027 => 1.2685782010118
1028 => 1.2768644903919
1029 => 1.2648447954623
1030 => 1.2158743960172
1031 => 1.2383172414985
1101 => 1.2296509810642
1102 => 1.2392668431286
1103 => 1.2911596848068
1104 => 1.26821662253
1105 => 1.2440479701644
1106 => 1.2743608236841
1107 => 1.3129595028413
1108 => 1.3105440668682
1109 => 1.3058571115063
1110 => 1.33227723348
1111 => 1.3759155346112
1112 => 1.387710792054
1113 => 1.3964178099549
1114 => 1.3976183606172
1115 => 1.4099847785765
1116 => 1.3434874324705
1117 => 1.4490204285138
1118 => 1.4672430616403
1119 => 1.4638179618632
1120 => 1.4840716516577
1121 => 1.4781125023337
1122 => 1.469478629925
1123 => 1.5015850363326
1124 => 1.4647776322397
1125 => 1.4125341560531
1126 => 1.3838723517583
1127 => 1.4216165277355
1128 => 1.4446655789145
1129 => 1.4598995355488
1130 => 1.4645093216218
1201 => 1.348649432155
1202 => 1.2862073776165
1203 => 1.3262320186761
1204 => 1.3750648431219
1205 => 1.343216163665
1206 => 1.3444645716022
1207 => 1.2990567243824
1208 => 1.3790824300368
1209 => 1.3674233578451
1210 => 1.4279106450003
1211 => 1.4134748684799
1212 => 1.462799903052
1213 => 1.4498109683872
1214 => 1.503727309979
1215 => 1.5252359983667
1216 => 1.5613524337296
1217 => 1.5879198306029
1218 => 1.6035207142002
1219 => 1.6025840956665
1220 => 1.6644025688084
1221 => 1.6279503749695
1222 => 1.5821578283855
1223 => 1.5813295856914
1224 => 1.6050461944527
1225 => 1.6547497000825
1226 => 1.6676370959357
1227 => 1.6748393920867
1228 => 1.6638088248177
1229 => 1.6242425809579
1230 => 1.6071580774646
1231 => 1.6217145694266
]
'min_raw' => 0.60023414298191
'max_raw' => 1.6748393920867
'avg_raw' => 1.1375367675343
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.600234'
'max' => '$1.67'
'avg' => '$1.13'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.23762370948682
'max_diff' => 0.86533714345056
'year' => 2036
]
11 => [
'items' => [
101 => 1.6039132306107
102 => 1.6346433355804
103 => 1.6768423333
104 => 1.6681284071439
105 => 1.6972577558192
106 => 1.7274035672012
107 => 1.7705134314107
108 => 1.7817839462687
109 => 1.8004136787497
110 => 1.819589793021
111 => 1.8257486441142
112 => 1.8375078018303
113 => 1.8374458252646
114 => 1.8728828385247
115 => 1.9119709615435
116 => 1.926725823091
117 => 1.9606538136316
118 => 1.9025533188094
119 => 1.9466232115424
120 => 1.9863753579285
121 => 1.9389812102184
122 => 2.0043030014167
123 => 2.0068392985466
124 => 2.045134373977
125 => 2.0063149785795
126 => 1.9832641455084
127 => 2.0498110368812
128 => 2.0820109814091
129 => 2.0723120960655
130 => 1.9985030997074
131 => 1.9555430980102
201 => 1.8431084872032
202 => 1.9762921405178
203 => 2.0411620130269
204 => 1.998335102409
205 => 2.0199345050321
206 => 2.1377738421137
207 => 2.1826394321424
208 => 2.1733077030506
209 => 2.1748846116537
210 => 2.1990932696651
211 => 2.3064477912391
212 => 2.2421184734537
213 => 2.2912958265271
214 => 2.3173793172751
215 => 2.3416071171306
216 => 2.2821112979603
217 => 2.2047081113869
218 => 2.1801912730344
219 => 1.9940768101742
220 => 1.9843887441282
221 => 1.9789505390781
222 => 1.9446634254867
223 => 1.9177231462348
224 => 1.8962992359452
225 => 1.8400764976241
226 => 1.8590500213716
227 => 1.7694427110852
228 => 1.8267702927184
301 => 1.6837548618571
302 => 1.8028623624049
303 => 1.7380375650103
304 => 1.7815656730034
305 => 1.7814138075352
306 => 1.7012647601206
307 => 1.6550364622398
308 => 1.6844949328817
309 => 1.7160767518262
310 => 1.7212007956959
311 => 1.7621474483272
312 => 1.7735747789312
313 => 1.7389494337099
314 => 1.6807911849347
315 => 1.6943000196768
316 => 1.654762706135
317 => 1.5854750849337
318 => 1.6352386641263
319 => 1.6522301380127
320 => 1.6597345408639
321 => 1.5915981231495
322 => 1.5701881813901
323 => 1.5587897080442
324 => 1.6719956290283
325 => 1.6781973049277
326 => 1.6464686541976
327 => 1.7898851641317
328 => 1.7574255909525
329 => 1.7936908869822
330 => 1.6930742345168
331 => 1.6969179261393
401 => 1.6492843904088
402 => 1.6759559875439
403 => 1.6571053623545
404 => 1.6738011860692
405 => 1.6838085939644
406 => 1.7314343135003
407 => 1.8034061716197
408 => 1.7243206191794
409 => 1.6898619114552
410 => 1.7112398999242
411 => 1.7681723003754
412 => 1.854427801375
413 => 1.8033628087295
414 => 1.8260245853258
415 => 1.8309751753598
416 => 1.7933217403118
417 => 1.8558161372335
418 => 1.8893073922475
419 => 1.923662489853
420 => 1.953492058496
421 => 1.9099403083846
422 => 1.9565469239019
423 => 1.9189902189701
424 => 1.8852979721055
425 => 1.8853490693364
426 => 1.864213430713
427 => 1.8232604676184
428 => 1.8157081128926
429 => 1.8549964159336
430 => 1.8865019143563
501 => 1.8890968581076
502 => 1.9065399208454
503 => 1.9168625456958
504 => 2.0180383021576
505 => 2.0587320283763
506 => 2.1084915465037
507 => 2.1278756831071
508 => 2.1862149846858
509 => 2.1391012605746
510 => 2.1289079100039
511 => 1.9873958470142
512 => 2.0105684394011
513 => 2.0476699956352
514 => 1.9880076380112
515 => 2.0258496715419
516 => 2.0333204905647
517 => 1.9859803339292
518 => 2.0112667570356
519 => 1.9441135141668
520 => 1.8048699288056
521 => 1.8559711551489
522 => 1.8935988582244
523 => 1.8398994864734
524 => 1.9361535318844
525 => 1.8799239056421
526 => 1.8621018136213
527 => 1.7925714786138
528 => 1.8253871202693
529 => 1.8697707454832
530 => 1.8423468252513
531 => 1.8992555774548
601 => 1.9798535475848
602 => 2.0372924607916
603 => 2.0417019073258
604 => 2.0047725342421
605 => 2.0639520902888
606 => 2.0643831487468
607 => 1.9976283677706
608 => 1.9567414361148
609 => 1.9474518392158
610 => 1.9706590736023
611 => 1.9988369404394
612 => 2.0432655828272
613 => 2.0701128809291
614 => 2.1401163956721
615 => 2.1590573396035
616 => 2.1798676944487
617 => 2.2076767461977
618 => 2.2410686429169
619 => 2.1680090738971
620 => 2.1709118667743
621 => 2.1028798076817
622 => 2.030177795757
623 => 2.0853495603741
624 => 2.1574793034187
625 => 2.140932660668
626 => 2.1390708253413
627 => 2.1422019159307
628 => 2.1297262876595
629 => 2.0732994833572
630 => 2.0449622954871
701 => 2.0815244974272
702 => 2.100955680562
703 => 2.1310917510267
704 => 2.1273768442467
705 => 2.2050041253863
706 => 2.23516773951
707 => 2.2274505962433
708 => 2.2288707363278
709 => 2.2834805188968
710 => 2.3442178284718
711 => 2.4011063338828
712 => 2.458975765005
713 => 2.3892119071048
714 => 2.3537901224997
715 => 2.3903363625262
716 => 2.3709444131426
717 => 2.4823763063268
718 => 2.4900916088405
719 => 2.6015154442305
720 => 2.7072699321191
721 => 2.6408474330647
722 => 2.7034808579379
723 => 2.7712240135163
724 => 2.901911551558
725 => 2.8579005863886
726 => 2.8241888768086
727 => 2.7923314741493
728 => 2.8586216718631
729 => 2.9439029522101
730 => 2.9622717231829
731 => 2.9920361495694
801 => 2.9607424946449
802 => 2.9984322551185
803 => 3.1314936713101
804 => 3.0955393020896
805 => 3.044478317843
806 => 3.1495175265721
807 => 3.1875308078816
808 => 3.4543279238214
809 => 3.7911703035345
810 => 3.6517153465069
811 => 3.5651511544966
812 => 3.5854957929491
813 => 3.7084992271862
814 => 3.7480040263293
815 => 3.6406163641375
816 => 3.6785475018802
817 => 3.88755180015
818 => 3.999675900511
819 => 3.847396311945
820 => 3.4272629665875
821 => 3.039880834882
822 => 3.142632020255
823 => 3.1309832245742
824 => 3.3555322692479
825 => 3.0946818022745
826 => 3.0990738551501
827 => 3.328266336266
828 => 3.2671217116581
829 => 3.1680752506052
830 => 3.040603983659
831 => 2.8049615570439
901 => 2.5962464884157
902 => 3.0055848022053
903 => 2.9879333897812
904 => 2.9623715287985
905 => 3.0192566843334
906 => 3.2954748524776
907 => 3.2891071296709
908 => 3.2485989260155
909 => 3.2793240414652
910 => 3.1626889893131
911 => 3.1927484979835
912 => 3.0398194715731
913 => 3.1089497783909
914 => 3.1678627413838
915 => 3.179690390926
916 => 3.2063386892792
917 => 2.9786318975202
918 => 3.0808655618998
919 => 3.1409182617239
920 => 2.8695979791826
921 => 3.1355551320993
922 => 2.9746680288775
923 => 2.9200605296009
924 => 2.9935823333859
925 => 2.9649308149486
926 => 2.9402979218698
927 => 2.926552344285
928 => 2.9805386426793
929 => 2.9780201173317
930 => 2.8896880548695
1001 => 2.774462480263
1002 => 2.8131359652515
1003 => 2.7990855255893
1004 => 2.7481649197109
1005 => 2.7824792598956
1006 => 2.6313762718123
1007 => 2.3714114344649
1008 => 2.5431521689549
1009 => 2.536540337495
1010 => 2.5332063522503
1011 => 2.6622647676542
1012 => 2.6498587788974
1013 => 2.6273417878239
1014 => 2.7477513775118
1015 => 2.7038002575382
1016 => 2.8392472531106
1017 => 2.9284614045569
1018 => 2.9058338099747
1019 => 2.9897401506194
1020 => 2.8140269242362
1021 => 2.8723918096497
1022 => 2.8844207316431
1023 => 2.7462655418657
1024 => 2.6518885520855
1025 => 2.6455946828436
1026 => 2.4819579885149
1027 => 2.569371389796
1028 => 2.6462915655111
1029 => 2.6094527705904
1030 => 2.5977907086461
1031 => 2.6573696539265
1101 => 2.6619994482339
1102 => 2.5564396473806
1103 => 2.5783888726222
1104 => 2.6699207906345
1105 => 2.576082503135
1106 => 2.3937700389207
1107 => 2.3485540271285
1108 => 2.342521377659
1109 => 2.2198919675515
1110 => 2.3515755772452
1111 => 2.2940921527126
1112 => 2.475681602054
1113 => 2.3719586824739
1114 => 2.3674873947192
1115 => 2.3607283874826
1116 => 2.255176188446
1117 => 2.2782854118428
1118 => 2.355103990048
1119 => 2.3825137241748
1120 => 2.3796546643441
1121 => 2.3547275371066
1122 => 2.3661390483084
1123 => 2.3293785946933
1124 => 2.3163977134192
1125 => 2.2754264814453
1126 => 2.2152100890354
1127 => 2.2235835477286
1128 => 2.1042791178885
1129 => 2.0392757325463
1130 => 2.0212836522144
1201 => 1.9972238904538
1202 => 2.0240012663258
1203 => 2.1039411434286
1204 => 2.0075166914516
1205 => 1.8422037319261
1206 => 1.8521393224731
1207 => 1.8744616445291
1208 => 1.8328641450548
1209 => 1.7934956028158
1210 => 1.8277233562218
1211 => 1.7576780759886
1212 => 1.882926282
1213 => 1.8795386690314
1214 => 1.9262234549354
1215 => 1.9554164096294
1216 => 1.888136100391
1217 => 1.8712152845629
1218 => 1.8808541502668
1219 => 1.7215451710199
1220 => 1.9132045125761
1221 => 1.9148619905207
1222 => 1.9006696580749
1223 => 2.0027223406353
1224 => 2.2180853318677
1225 => 2.1370571116098
1226 => 2.1056805356351
1227 => 2.0460336417709
1228 => 2.1255095863628
1229 => 2.119407073836
1230 => 2.0918091978807
1231 => 2.0751179163924
]
'min_raw' => 1.5587897080442
'max_raw' => 3.999675900511
'avg_raw' => 2.7792328042776
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.55'
'max' => '$3.99'
'avg' => '$2.77'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.95855556506226
'max_diff' => 2.3248365084243
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.048928627746404
]
1 => [
'year' => 2028
'avg' => 0.083975729294955
]
2 => [
'year' => 2029
'avg' => 0.22940655728118
]
3 => [
'year' => 2030
'avg' => 0.17698681729994
]
4 => [
'year' => 2031
'avg' => 0.17382298832334
]
5 => [
'year' => 2032
'avg' => 0.30476640263849
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.048928627746404
'min' => '$0.048928'
'max_raw' => 0.30476640263849
'max' => '$0.304766'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.30476640263849
]
1 => [
'year' => 2033
'avg' => 0.78389052634582
]
2 => [
'year' => 2034
'avg' => 0.49686748761388
]
3 => [
'year' => 2035
'avg' => 0.58605634106563
]
4 => [
'year' => 2036
'avg' => 1.1375367675343
]
5 => [
'year' => 2037
'avg' => 2.7792328042776
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.30476640263849
'min' => '$0.304766'
'max_raw' => 2.7792328042776
'max' => '$2.77'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 2.7792328042776
]
]
]
]
'prediction_2025_max_price' => '$0.083659'
'last_price' => 0.081118
'sma_50day_nextmonth' => '$0.083129'
'sma_200day_nextmonth' => '$0.1102056'
'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' => '$0.078481'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.077664'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.0799069'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.09701'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.112491'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.134539'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.110173'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.079238'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.079209'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.083088'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.09333'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.110157'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.1181024'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.114275'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.119477'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.083061'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.0900098'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.103658'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.111779'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.091267'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.045633'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.022816'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '28.81'
'rsi_14_action' => 'BUY'
'stoch_rsi_14' => 27.2
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.079981'
'vwma_10_action' => 'BUY'
'hma_9' => '0.077567'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 14.58
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -61.56
'cci_20_action' => 'NEUTRAL'
'adx_14' => 40.98
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.028698'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -85.42
'williams_percent_r_14_action' => 'BUY'
'ultimate_oscillator' => 35.56
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.0182068'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 15
'buy_signals' => 15
'sell_pct' => 50
'buy_pct' => 50
'overall_action' => 'neutral'
'overall_action_label' => 'Neutro'
'overall_action_dir' => 0
'last_updated' => 1767699064
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de StakeStone para 2026
A previsão de preço para StakeStone em 2026 sugere que o preço médio poderia variar entre $0.028026 na extremidade inferior e $0.083659 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, StakeStone poderia potencialmente ganhar 3.13% até 2026 se STO atingir a meta de preço prevista.
Previsão de preço de StakeStone 2027-2032
A previsão de preço de STO para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.048928 na extremidade inferior e $0.304766 na extremidade superior. Considerando a volatilidade de preços no mercado, se StakeStone atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de StakeStone | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.02698 | $0.048928 | $0.070877 |
| 2028 | $0.048691 | $0.083975 | $0.11926 |
| 2029 | $0.10696 | $0.2294065 | $0.351852 |
| 2030 | $0.090965 | $0.176986 | $0.2630081 |
| 2031 | $0.107549 | $0.173822 | $0.240096 |
| 2032 | $0.164166 | $0.304766 | $0.445366 |
Previsão de preço de StakeStone 2032-2037
A previsão de preço de StakeStone para 2032-2037 é atualmente estimada entre $0.304766 na extremidade inferior e $2.77 na extremidade superior. Comparado ao preço atual, StakeStone poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de StakeStone | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.164166 | $0.304766 | $0.445366 |
| 2033 | $0.381486 | $0.78389 | $1.18 |
| 2034 | $0.306696 | $0.496867 | $0.687038 |
| 2035 | $0.36261 | $0.586056 | $0.8095022 |
| 2036 | $0.600234 | $1.13 | $1.67 |
| 2037 | $1.55 | $2.77 | $3.99 |
StakeStone Histograma de preços potenciais
Previsão de preço de StakeStone 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 StakeStone é Neutro, com 15 indicadores técnicos mostrando sinais de alta e 15 indicando sinais de baixa. A previsão de preço de STO 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 StakeStone
De acordo com nossos indicadores técnicos, o SMA de 200 dias de StakeStone está projetado para aumentar no próximo mês, alcançando $0.1102056 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para StakeStone é esperado para alcançar $0.083129 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 28.81, sugerindo que o mercado de STO está em um estado BUY.
Médias Móveis e Osciladores Populares de STO 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 | $0.078481 | BUY |
| SMA 5 | $0.077664 | BUY |
| SMA 10 | $0.0799069 | BUY |
| SMA 21 | $0.09701 | SELL |
| SMA 50 | $0.112491 | SELL |
| SMA 100 | $0.134539 | SELL |
| SMA 200 | $0.110173 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.079238 | BUY |
| EMA 5 | $0.079209 | BUY |
| EMA 10 | $0.083088 | SELL |
| EMA 21 | $0.09333 | SELL |
| EMA 50 | $0.110157 | SELL |
| EMA 100 | $0.1181024 | SELL |
| EMA 200 | $0.114275 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.119477 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.111779 | SELL |
| EMA 50 | $0.091267 | SELL |
| EMA 100 | $0.045633 | BUY |
| EMA 200 | $0.022816 | BUY |
Osciladores de StakeStone
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 28.81 | BUY |
| Stoch RSI (14) | 27.2 | NEUTRAL |
| Estocástico Rápido (14) | 14.58 | BUY |
| Índice de Canal de Commodities (20) | -61.56 | NEUTRAL |
| Índice Direcional Médio (14) | 40.98 | SELL |
| Oscilador Impressionante (5, 34) | -0.028698 | NEUTRAL |
| Momentum (10) | -0.01 | BUY |
| MACD (12, 26) | -0 | NEUTRAL |
| Williams Percent Range (14) | -85.42 | BUY |
| Oscilador Ultimate (7, 14, 28) | 35.56 | NEUTRAL |
| VWMA (10) | 0.079981 | BUY |
| Média Móvel de Hull (9) | 0.077567 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.0182068 | SELL |
Previsão do preço de StakeStone com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do StakeStone
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de StakeStone por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.113984 | $0.160167 | $0.225061 | $0.316248 | $0.444382 | $0.624431 |
| Amazon.com stock | $0.169257 | $0.353165 | $0.7369016 | $1.53 | $3.20 | $6.69 |
| Apple stock | $0.115059 | $0.1632033 | $0.231491 | $0.328353 | $0.465743 | $0.660622 |
| Netflix stock | $0.127991 | $0.20195 | $0.318646 | $0.502773 | $0.793298 | $1.25 |
| Google stock | $0.105047 | $0.136035 | $0.176165 | $0.228134 | $0.295432 | $0.382584 |
| Tesla stock | $0.183888 | $0.416861 | $0.944992 | $2.14 | $4.85 | $11.00 |
| Kodak stock | $0.060829 | $0.045615 | $0.0342071 | $0.025651 | $0.019236 | $0.014424 |
| Nokia stock | $0.053737 | $0.035598 | $0.023582 | $0.015622 | $0.010349 | $0.006855 |
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 StakeStone
Você pode fazer perguntas como: 'Devo investir em StakeStone agora?', 'Devo comprar STO hoje?', 'StakeStone será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para StakeStone regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como StakeStone, 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 StakeStone para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de StakeStone é de $0.08111 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 StakeStone
com base no histórico de preços de 4 horas
Previsão de longo prazo para StakeStone
com base no histórico de preços de 1 mês
Previsão do preço de StakeStone com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se StakeStone tiver 1% da média anterior do crescimento anual do Bitcoin | $0.083226 | $0.085389 | $0.0876093 | $0.089886 |
| Se StakeStone tiver 2% da média anterior do crescimento anual do Bitcoin | $0.085335 | $0.089771 | $0.094438 | $0.099347 |
| Se StakeStone tiver 5% da média anterior do crescimento anual do Bitcoin | $0.09166 | $0.103573 | $0.117034 | $0.132244 |
| Se StakeStone tiver 10% da média anterior do crescimento anual do Bitcoin | $0.1022031 | $0.128769 | $0.16224 | $0.204411 |
| Se StakeStone tiver 20% da média anterior do crescimento anual do Bitcoin | $0.123288 | $0.187381 | $0.284794 | $0.432849 |
| Se StakeStone tiver 50% da média anterior do crescimento anual do Bitcoin | $0.186543 | $0.428987 | $0.986525 | $2.26 |
| Se StakeStone tiver 100% da média anterior do crescimento anual do Bitcoin | $0.291969 | $1.05 | $3.78 | $13.61 |
Perguntas Frequentes sobre StakeStone
STO é um bom investimento?
A decisão de adquirir StakeStone depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de StakeStone experimentou uma escalada de 5.3276% nas últimas 24 horas, e StakeStone registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em StakeStone dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
StakeStone pode subir?
Parece que o valor médio de StakeStone pode potencialmente subir para $0.083659 até o final deste ano. Observando as perspectivas de StakeStone em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.2630081. 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 StakeStone na próxima semana?
Com base na nossa nova previsão experimental de StakeStone, o preço de StakeStone aumentará 0.86% na próxima semana e atingirá $0.081812 até 13 de janeiro de 2026.
Qual será o preço de StakeStone no próximo mês?
Com base na nossa nova previsão experimental de StakeStone, o preço de StakeStone diminuirá -11.62% no próximo mês e atingirá $0.071693 até 5 de fevereiro de 2026.
Até onde o preço de StakeStone pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de StakeStone em 2026, espera-se que STO fluctue dentro do intervalo de $0.028026 e $0.083659. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de StakeStone não considera flutuações repentinas e extremas de preço.
Onde estará StakeStone em 5 anos?
O futuro de StakeStone parece seguir uma tendência de alta, com um preço máximo de $0.2630081 projetada após um período de cinco anos. Com base na previsão de StakeStone para 2030, o valor de StakeStone pode potencialmente atingir seu pico mais alto de aproximadamente $0.2630081, enquanto seu pico mais baixo está previsto para cerca de $0.090965.
Quanto será StakeStone em 2026?
Com base na nossa nova simulação experimental de previsão de preços de StakeStone, espera-se que o valor de STO em 2026 aumente 3.13% para $0.083659 se o melhor cenário ocorrer. O preço ficará entre $0.083659 e $0.028026 durante 2026.
Quanto será StakeStone em 2027?
De acordo com nossa última simulação experimental para previsão de preços de StakeStone, o valor de STO pode diminuir -12.62% para $0.070877 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.070877 e $0.02698 ao longo do ano.
Quanto será StakeStone em 2028?
Nosso novo modelo experimental de previsão de preços de StakeStone sugere que o valor de STO em 2028 pode aumentar 47.02%, alcançando $0.11926 no melhor cenário. O preço é esperado para variar entre $0.11926 e $0.048691 durante o ano.
Quanto será StakeStone em 2029?
Com base no nosso modelo de previsão experimental, o valor de StakeStone pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.351852 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.351852 e $0.10696.
Quanto será StakeStone em 2030?
Usando nossa nova simulação experimental para previsões de preços de StakeStone, espera-se que o valor de STO em 2030 aumente 224.23%, alcançando $0.2630081 no melhor cenário. O preço está previsto para variar entre $0.2630081 e $0.090965 ao longo de 2030.
Quanto será StakeStone em 2031?
Nossa simulação experimental indica que o preço de StakeStone poderia aumentar 195.98% em 2031, potencialmente atingindo $0.240096 sob condições ideais. O preço provavelmente oscilará entre $0.240096 e $0.107549 durante o ano.
Quanto será StakeStone em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de StakeStone, STO poderia ver um 449.04% aumento em valor, atingindo $0.445366 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.445366 e $0.164166 ao longo do ano.
Quanto será StakeStone em 2033?
De acordo com nossa previsão experimental de preços de StakeStone, espera-se que o valor de STO seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $1.18. Ao longo do ano, o preço de STO poderia variar entre $1.18 e $0.381486.
Quanto será StakeStone em 2034?
Os resultados da nossa nova simulação de previsão de preços de StakeStone sugerem que STO pode aumentar 746.96% em 2034, atingindo potencialmente $0.687038 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.687038 e $0.306696.
Quanto será StakeStone em 2035?
Com base em nossa previsão experimental para o preço de StakeStone, STO poderia aumentar 897.93%, com o valor potencialmente atingindo $0.8095022 em 2035. A faixa de preço esperada para o ano está entre $0.8095022 e $0.36261.
Quanto será StakeStone em 2036?
Nossa recente simulação de previsão de preços de StakeStone sugere que o valor de STO pode aumentar 1964.7% em 2036, possivelmente atingindo $1.67 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $1.67 e $0.600234.
Quanto será StakeStone em 2037?
De acordo com a simulação experimental, o valor de StakeStone poderia aumentar 4830.69% em 2037, com um pico de $3.99 sob condições favoráveis. O preço é esperado para cair entre $3.99 e $1.55 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de StakeStone?
Traders de StakeStone 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 StakeStone
Médias móveis são ferramentas populares para a previsão de preço de StakeStone. Uma média móvel simples (SMA) calcula o preço médio de fechamento de STO 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 STO 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 STO.
Como ler gráficos de StakeStone 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 StakeStone 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 STO 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 StakeStone?
A ação de preço de StakeStone 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 STO. A capitalização de mercado de StakeStone pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de STO, grandes detentores de StakeStone, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de StakeStone.
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