Previsão de Preço AdEx - Projeção ADX
$0.1109
-0.3997%
Add to portfolio
Add to favorites
Sentiment
Altista 47.06%
Baixista 52.94%
SMA 50
$0.106693
SMA 200
$0.112758
RSI (14)
57.63
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.113476
Previsão de Preço AdEx até $0.114459 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.038344 | $0.114459 |
| 2027 | $0.036913 | $0.096971 |
| 2028 | $0.066617 | $0.163167 |
| 2029 | $0.14634 | $0.481392 |
| 2030 | $0.124456 | $0.359839 |
| 2031 | $0.147145 | $0.328492 |
| 2032 | $0.2246066 | $0.609336 |
| 2033 | $0.521936 | $1.62 |
| 2034 | $0.419612 | $0.939983 |
| 2035 | $0.496111 | $1.10 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em AdEx hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.43, com um retorno de 39.54% nos próximos 90 dias.
$
≈ $3,954.43
(39.54% ROI)
Previsão de preço de longo prazo de AdEx para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'AdEx'
'name_with_ticker' => 'AdEx <small>ADX</small>'
'name_lang' => 'AdEx'
'name_lang_with_ticker' => 'AdEx <small>ADX</small>'
'name_with_lang' => 'AdEx'
'name_with_lang_with_ticker' => 'AdEx <small>ADX</small>'
'image' => '/uploads/coins/adex.jpeg?1717084102'
'price_for_sd' => 0.1109
'ticker' => 'ADX'
'marketcap' => '$16.44M'
'low24h' => '$0.1102'
'high24h' => '$0.1124'
'volume24h' => '$3.24M'
'current_supply' => '147.9M'
'max_supply' => '150M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '0.24 USD 0.46x'
'price' => '$0.1109'
'change_24h_pct' => '-0.3997%'
'ath_price' => '$3.49'
'ath_days' => 2919
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '9 de jan. de 2018'
'ath_pct' => '-96.82%'
'fdv' => '$16.68M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$5.47'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.111932'
'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' => '$0.0980889'
'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' => '$0.038344'
'current_year_max_price_prediction' => '$0.114459'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.124456'
'grand_prediction_max_price' => '$0.359839'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.11308606947294
107 => 0.11350829180611
108 => 0.11445958028195
109 => 0.10633092441061
110 => 0.10998045225204
111 => 0.11212420794437
112 => 0.10243864173594
113 => 0.1119327554419
114 => 0.10618942259652
115 => 0.10424004916684
116 => 0.10686462367949
117 => 0.10584182443942
118 => 0.10496248171361
119 => 0.10447179336357
120 => 0.10639899122194
121 => 0.10630908513835
122 => 0.10315581538907
123 => 0.099042503544847
124 => 0.10042306601463
125 => 0.099921494726514
126 => 0.098103735674408
127 => 0.099328685798463
128 => 0.093934625385199
129 => 0.084654424803041
130 => 0.090785209567846
131 => 0.090549181023411
201 => 0.090430164728265
202 => 0.095037280036571
203 => 0.094594412203912
204 => 0.093790602751061
205 => 0.098088973083452
206 => 0.09652001009089
207 => 0.10135518433979
208 => 0.10453994281958
209 => 0.10373218505297
210 => 0.10672746579648
211 => 0.10045487138559
212 => 0.10253837563608
213 => 0.10296778297449
214 => 0.098035931860769
215 => 0.094666870858374
216 => 0.094442192899621
217 => 0.088600705406673
218 => 0.091721180874566
219 => 0.094467070152264
220 => 0.093152002277862
221 => 0.092735691075362
222 => 0.094862534722052
223 => 0.095027808688584
224 => 0.091259544736709
225 => 0.092043086137704
226 => 0.095310584032771
227 => 0.091960753574284
228 => 0.085452580185144
301 => 0.0838384632021
302 => 0.083623110242484
303 => 0.079245496967237
304 => 0.083946326217108
305 => 0.081894288275147
306 => 0.08837665154661
307 => 0.084673960411562
308 => 0.084514344797205
309 => 0.084273062385585
310 => 0.080505069802653
311 => 0.081330020709894
312 => 0.084072283169134
313 => 0.085050753308389
314 => 0.084948690856495
315 => 0.084058844587048
316 => 0.084466211652451
317 => 0.083153940398694
318 => 0.082690550106429
319 => 0.081227962878497
320 => 0.079078363703471
321 => 0.079377278653016
322 => 0.07511836021407
323 => 0.072797875410622
324 => 0.072155595800526
325 => 0.071296712663193
326 => 0.072252608936289
327 => 0.075106295233237
328 => 0.071664144115796
329 => 0.065762817463771
330 => 0.066117497250929
331 => 0.066914357427299
401 => 0.065429413760391
402 => 0.064024039201537
403 => 0.065245898358818
404 => 0.062745428460541
405 => 0.06721652726837
406 => 0.067095596575728
407 => 0.068762145720391
408 => 0.06980427310158
409 => 0.067402506880685
410 => 0.066798469171197
411 => 0.067142556502505
412 => 0.061455559379986
413 => 0.068297396727049
414 => 0.06835656522054
415 => 0.067849928657036
416 => 0.071492995826318
417 => 0.079181003854646
418 => 0.076288465984983
419 => 0.075168387894429
420 => 0.073039118625514
421 => 0.075876243502844
422 => 0.075658396578308
423 => 0.074673210169562
424 => 0.074077366355584
425 => 0.075175226852407
426 => 0.073941329290543
427 => 0.073719687383195
428 => 0.072376778573438
429 => 0.071897421226813
430 => 0.071542524131137
501 => 0.071151817300266
502 => 0.072013619211091
503 => 0.07006066270168
504 => 0.067705588602017
505 => 0.067509789672885
506 => 0.068050407731037
507 => 0.067811224484586
508 => 0.067508644555522
509 => 0.066930937068198
510 => 0.066759543597477
511 => 0.06731648922903
512 => 0.066687730082954
513 => 0.067615498453273
514 => 0.067363196792312
515 => 0.065953860223686
516 => 0.064197305055952
517 => 0.06418166803046
518 => 0.0638032211009
519 => 0.063321212036228
520 => 0.06318712814131
521 => 0.065142996788635
522 => 0.069191586354375
523 => 0.068396751348082
524 => 0.068971101098096
525 => 0.071796333413324
526 => 0.072694389808636
527 => 0.072056970650875
528 => 0.071184431993431
529 => 0.07122281926615
530 => 0.07420454799405
531 => 0.074390514757346
601 => 0.074860392773044
602 => 0.075464318810727
603 => 0.072159821866543
604 => 0.071067177757248
605 => 0.070549422360676
606 => 0.068954936135792
607 => 0.070674452828412
608 => 0.069672564088669
609 => 0.069807753109053
610 => 0.069719711082178
611 => 0.069767787982227
612 => 0.067215277505132
613 => 0.068145278166984
614 => 0.06659897169006
615 => 0.064528640898505
616 => 0.06452170042374
617 => 0.065028410951938
618 => 0.064726999702181
619 => 0.063915909779078
620 => 0.064031121274418
621 => 0.063021747344004
622 => 0.064153677544875
623 => 0.064186137252795
624 => 0.063750282468805
625 => 0.065494177119514
626 => 0.066208652180793
627 => 0.065921763225056
628 => 0.066188523286871
629 => 0.068429780331059
630 => 0.068795203022162
701 => 0.068957499643082
702 => 0.068740043671231
703 => 0.066229489351305
704 => 0.066340843111095
705 => 0.065523803106136
706 => 0.064833490399501
707 => 0.064861099287553
708 => 0.065216009753134
709 => 0.06676592457155
710 => 0.070027628934436
711 => 0.070151408230733
712 => 0.070301432348741
713 => 0.069691208864721
714 => 0.069507159622888
715 => 0.069749968080005
716 => 0.070974892746438
717 => 0.074125731552304
718 => 0.073012014680863
719 => 0.072106545528345
720 => 0.072900886087834
721 => 0.072778603584948
722 => 0.071746416199827
723 => 0.071717446137733
724 => 0.069736348535418
725 => 0.069003981859252
726 => 0.068391961447951
727 => 0.067723651136009
728 => 0.067327454381125
729 => 0.067936192664832
730 => 0.068075418312695
731 => 0.066744401416446
801 => 0.066562988731764
802 => 0.067649925861236
803 => 0.067171605355656
804 => 0.067663569857423
805 => 0.067777709841826
806 => 0.06775933067547
807 => 0.067259909132884
808 => 0.067578225531164
809 => 0.066825312354548
810 => 0.06600663235888
811 => 0.06548436552721
812 => 0.065028618447936
813 => 0.065281493415693
814 => 0.064380040328784
815 => 0.064091647343615
816 => 0.067470387097772
817 => 0.069966298481742
818 => 0.06993000694173
819 => 0.069709091525331
820 => 0.069380856027618
821 => 0.070950880275327
822 => 0.070403915221051
823 => 0.070801877998497
824 => 0.070903176227802
825 => 0.071209775458833
826 => 0.071319358330833
827 => 0.070988122781452
828 => 0.069876455820717
829 => 0.067106287448686
830 => 0.065816766593579
831 => 0.065391203232725
901 => 0.065406671652632
902 => 0.064979983577526
903 => 0.065105662338463
904 => 0.064936277633387
905 => 0.064615503980536
906 => 0.065261686546546
907 => 0.065336153067671
908 => 0.065185326335458
909 => 0.065220851490902
910 => 0.063972070567115
911 => 0.064067012668541
912 => 0.063538362983142
913 => 0.063439247540097
914 => 0.062102867170204
915 => 0.059735275633506
916 => 0.061047151172508
917 => 0.059462589999009
918 => 0.058862492672585
919 => 0.061703260081594
920 => 0.061418125824352
921 => 0.060930099920837
922 => 0.060208207896028
923 => 0.059940451121912
924 => 0.058313645723877
925 => 0.058217525382292
926 => 0.059023814064998
927 => 0.058651739580629
928 => 0.058129206088947
929 => 0.056236642750448
930 => 0.054108774951788
1001 => 0.054173001905329
1002 => 0.054849837061695
1003 => 0.056817826562486
1004 => 0.056048899017963
1005 => 0.055491033261985
1006 => 0.055386561775273
1007 => 0.056694241157342
1008 => 0.05854488145027
1009 => 0.059413160469969
1010 => 0.058552722331473
1011 => 0.057564297327249
1012 => 0.057624458177335
1013 => 0.058024681360427
1014 => 0.058066739158118
1015 => 0.0574233760921
1016 => 0.057604479026664
1017 => 0.057329367108662
1018 => 0.055641005775706
1019 => 0.055610468673044
1020 => 0.055196117573432
1021 => 0.05518357118681
1022 => 0.054478656601644
1023 => 0.054380034178335
1024 => 0.052980383484232
1025 => 0.053901637809624
1026 => 0.053283708776174
1027 => 0.052352343968042
1028 => 0.052191776324068
1029 => 0.052186949466799
1030 => 0.05314325287539
1031 => 0.053890462847507
1101 => 0.053294457916269
1102 => 0.053158759146497
1103 => 0.054607666990737
1104 => 0.054423280260469
1105 => 0.054263602541224
1106 => 0.058379176910039
1107 => 0.055121378654849
1108 => 0.053700792666963
1109 => 0.051942547744991
1110 => 0.052515041157426
1111 => 0.052635673931104
1112 => 0.048407411841231
1113 => 0.046692006437965
1114 => 0.046103343947254
1115 => 0.045764560361383
1116 => 0.045918948295641
1117 => 0.044374882235717
1118 => 0.045412520164481
1119 => 0.044075489473242
1120 => 0.043851331926782
1121 => 0.046242108429037
1122 => 0.046574771012612
1123 => 0.045155529080917
1124 => 0.046066912155463
1125 => 0.04573643198346
1126 => 0.044098409026933
1127 => 0.044035848598474
1128 => 0.04321394625818
1129 => 0.041927828247273
1130 => 0.041340037805135
1201 => 0.041033911439438
1202 => 0.041160225144209
1203 => 0.041096357069814
1204 => 0.040679574682357
1205 => 0.041120246548395
1206 => 0.039994512028854
1207 => 0.039546235472514
1208 => 0.039343759351952
1209 => 0.038344605170998
1210 => 0.039934703798776
1211 => 0.040247973259983
1212 => 0.040561859958803
1213 => 0.043294029372475
1214 => 0.043157537909599
1215 => 0.044391354259963
1216 => 0.044343410425431
1217 => 0.043991506015807
1218 => 0.04250687919707
1219 => 0.04309862498609
1220 => 0.0412773234252
1221 => 0.042641966391087
1222 => 0.042019200330309
1223 => 0.042431408559492
1224 => 0.041690220996104
1225 => 0.042100424796567
1226 => 0.040322261070766
1227 => 0.038661836803053
1228 => 0.039330039999187
1229 => 0.040056453291689
1230 => 0.041631502396498
1231 => 0.040693416143547
]
'min_raw' => 0.038344605170998
'max_raw' => 0.11445958028195
'avg_raw' => 0.076402092726472
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.038344'
'max' => '$0.114459'
'avg' => '$0.076402'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.072638394829002
'max_diff' => 0.0034765802819468
'year' => 2026
]
1 => [
'items' => [
101 => 0.041030787433077
102 => 0.039900650088423
103 => 0.037568853938631
104 => 0.037582051651606
105 => 0.037223355614901
106 => 0.036913389868709
107 => 0.040801166634318
108 => 0.040317660136859
109 => 0.039547255812924
110 => 0.040578472615162
111 => 0.040851142705285
112 => 0.040858905239422
113 => 0.041611254398776
114 => 0.04201278327999
115 => 0.04208355448563
116 => 0.043267392143454
117 => 0.04366419891116
118 => 0.045298589829147
119 => 0.041978716359745
120 => 0.041910345750346
121 => 0.040592983950331
122 => 0.039757492270095
123 => 0.040650190780471
124 => 0.041440999795165
125 => 0.040617556590789
126 => 0.040725080889446
127 => 0.039619675665352
128 => 0.040014806018816
129 => 0.040355145509025
130 => 0.040167230046762
131 => 0.039885911504543
201 => 0.041376162474227
202 => 0.041292076674177
203 => 0.042679832637869
204 => 0.043761687650948
205 => 0.045700565239101
206 => 0.043677245399888
207 => 0.04360350758298
208 => 0.044324306571181
209 => 0.04366408856059
210 => 0.044081323553333
211 => 0.045633342231342
212 => 0.045666133940369
213 => 0.045116830564431
214 => 0.045083405404084
215 => 0.045188905126154
216 => 0.045806820293538
217 => 0.045590901747439
218 => 0.045840768155374
219 => 0.046153229924587
220 => 0.047445704283097
221 => 0.047757315475282
222 => 0.047000261830151
223 => 0.047068615297936
224 => 0.04678545645307
225 => 0.046511928556899
226 => 0.04712677932195
227 => 0.048250431180002
228 => 0.048243441000111
301 => 0.048504106390508
302 => 0.048666498769257
303 => 0.04796939180118
304 => 0.047515600798296
305 => 0.047689613144274
306 => 0.047967862674988
307 => 0.047599380571617
308 => 0.045324938332097
309 => 0.046014858815634
310 => 0.045900022311786
311 => 0.045736481165709
312 => 0.046430201546903
313 => 0.046363290523795
314 => 0.044359045606516
315 => 0.044487350863363
316 => 0.044366848274145
317 => 0.044756216792419
318 => 0.043643061382805
319 => 0.043985460489586
320 => 0.044200209999567
321 => 0.04432669911073
322 => 0.044783664514643
323 => 0.044730044898769
324 => 0.044780331444035
325 => 0.045457890503645
326 => 0.04888475171696
327 => 0.049071268211858
328 => 0.048152792775779
329 => 0.048519705596366
330 => 0.047815313215852
331 => 0.04828817653991
401 => 0.048611697616804
402 => 0.047149768079845
403 => 0.047063202100511
404 => 0.046355902442077
405 => 0.046735965215019
406 => 0.046131258015788
407 => 0.046279632010719
408 => 0.045864765385878
409 => 0.046611442711471
410 => 0.047446343983409
411 => 0.047657273015951
412 => 0.047102409541991
413 => 0.04670065181956
414 => 0.04599529760619
415 => 0.047168317382867
416 => 0.047511344112697
417 => 0.047166515609486
418 => 0.047086611310641
419 => 0.046935192808712
420 => 0.047118735461626
421 => 0.047509475915458
422 => 0.047325209933274
423 => 0.047446920860855
424 => 0.046983084312679
425 => 0.047969622572593
426 => 0.049536482752699
427 => 0.049541520464385
428 => 0.049357253488939
429 => 0.049281855412674
430 => 0.049470924511737
501 => 0.049573486741958
502 => 0.050184901538984
503 => 0.050840973976032
504 => 0.053902577772909
505 => 0.053042891677952
506 => 0.055759328702166
507 => 0.057907677703118
508 => 0.058551873632587
509 => 0.057959243689236
510 => 0.055931888666273
511 => 0.055832416956838
512 => 0.058862141288358
513 => 0.058006105394539
514 => 0.057904282648852
515 => 0.056821060666995
516 => 0.057461379017925
517 => 0.057321332001673
518 => 0.057100260935185
519 => 0.058321943743797
520 => 0.060608824901142
521 => 0.060252393026534
522 => 0.059986333166538
523 => 0.058820536308897
524 => 0.059522606407352
525 => 0.059272612692559
526 => 0.060346744341241
527 => 0.059710452547491
528 => 0.057999620080708
529 => 0.058272075790021
530 => 0.058230894657663
531 => 0.05907839944346
601 => 0.058823999543126
602 => 0.05818121899415
603 => 0.060601008589962
604 => 0.060443880913187
605 => 0.060666652034466
606 => 0.060764722771479
607 => 0.062237606056975
608 => 0.062840999212034
609 => 0.062977980022116
610 => 0.063551156851321
611 => 0.062963718860453
612 => 0.065313889660113
613 => 0.066876616105618
614 => 0.06869180328924
615 => 0.071344279640831
616 => 0.072341635285807
617 => 0.072161471915526
618 => 0.074172549213009
619 => 0.077786410412847
620 => 0.07289193658826
621 => 0.078045829410261
622 => 0.07641416644737
623 => 0.072545522914717
624 => 0.072296427879525
625 => 0.074916318195713
626 => 0.080726982761918
627 => 0.079271477192096
628 => 0.08072936344761
629 => 0.079028661690365
630 => 0.078944207513478
701 => 0.080646764159298
702 => 0.084624880563788
703 => 0.082735026577478
704 => 0.080025457476895
705 => 0.082026161135201
706 => 0.080292966469993
707 => 0.076387593798639
708 => 0.079270364194417
709 => 0.077342737727334
710 => 0.077905321608688
711 => 0.0819569057297
712 => 0.081469408409098
713 => 0.082100275082993
714 => 0.080986811916223
715 => 0.079946661741435
716 => 0.078005144197626
717 => 0.077430356568562
718 => 0.077589207190543
719 => 0.077430277850083
720 => 0.07634401662779
721 => 0.076109438620259
722 => 0.075718464997277
723 => 0.075839644071474
724 => 0.075104499276899
725 => 0.076491869392927
726 => 0.076749377511925
727 => 0.077758989785303
728 => 0.077863811080786
729 => 0.080675566891214
730 => 0.079126899040467
731 => 0.080165879140297
801 => 0.080072942980908
802 => 0.072629368150823
803 => 0.073655027087192
804 => 0.075250630522677
805 => 0.07453181333778
806 => 0.073515574015653
807 => 0.07269490627573
808 => 0.071451510732162
809 => 0.073201566082438
810 => 0.075502702770412
811 => 0.077922171704646
812 => 0.080829005099245
813 => 0.080180233724841
814 => 0.077867830476286
815 => 0.077971563196804
816 => 0.078612798057729
817 => 0.077782340650501
818 => 0.077537422548655
819 => 0.078579150071509
820 => 0.078586323876435
821 => 0.077630782265289
822 => 0.076568872626768
823 => 0.076564423186609
824 => 0.076375466623265
825 => 0.079062276643214
826 => 0.080539750487054
827 => 0.080709140482182
828 => 0.080528349190753
829 => 0.080597928583474
830 => 0.079738219107659
831 => 0.081703260030447
901 => 0.083506575903604
902 => 0.083023248727374
903 => 0.082298672581198
904 => 0.081721512780453
905 => 0.08288728822072
906 => 0.082835378075466
907 => 0.08349082551263
908 => 0.083461090630833
909 => 0.083240688310339
910 => 0.083023256598635
911 => 0.083885348758178
912 => 0.083637080061006
913 => 0.083388425733974
914 => 0.082889711414037
915 => 0.082957494972884
916 => 0.082233043934996
917 => 0.081897879736245
918 => 0.076857814358385
919 => 0.075510944200533
920 => 0.075934696970264
921 => 0.076074207384795
922 => 0.075488047766037
923 => 0.076328450087284
924 => 0.076197474275724
925 => 0.076707024540217
926 => 0.076388679657062
927 => 0.07640174464211
928 => 0.077337929065183
929 => 0.077609707386014
930 => 0.077471478738519
1001 => 0.077568289345024
1002 => 0.079799248910719
1003 => 0.079482077802548
1004 => 0.079313586972787
1005 => 0.079360260084118
1006 => 0.079930318085465
1007 => 0.08008990320183
1008 => 0.079413729849947
1009 => 0.079732617111606
1010 => 0.081090398598934
1011 => 0.081565545275722
1012 => 0.083081985384686
1013 => 0.082437774673825
1014 => 0.083620251314398
1015 => 0.087254781371525
1016 => 0.090158295471509
1017 => 0.087488103912369
1018 => 0.092820037796698
1019 => 0.096971713146137
1020 => 0.096812364931249
1021 => 0.096088424304093
1022 => 0.091361852296757
1023 => 0.087012390266387
1024 => 0.090650899942704
1025 => 0.090660175252135
1026 => 0.090347624044105
1027 => 0.08840639533425
1028 => 0.090280073492859
1029 => 0.09042879926089
1030 => 0.090345552380167
1031 => 0.088857216879773
1101 => 0.08658480366105
1102 => 0.0870288277646
1103 => 0.087756148304061
1104 => 0.086379178787902
1105 => 0.085939153593964
1106 => 0.086757244147713
1107 => 0.089393302367827
1108 => 0.08889497083096
1109 => 0.088881957380617
1110 => 0.091014031020794
1111 => 0.089487926424716
1112 => 0.087034428330507
1113 => 0.086414887704056
1114 => 0.084215935852725
1115 => 0.085734759728837
1116 => 0.085789419496228
1117 => 0.084957575181285
1118 => 0.087101927912109
1119 => 0.087082167324189
1120 => 0.089117911097323
1121 => 0.09300948860111
1122 => 0.091858557640341
1123 => 0.0905201501539
1124 => 0.09066567215769
1125 => 0.09226168936036
1126 => 0.091296700926097
1127 => 0.091643717495196
1128 => 0.092261164109221
1129 => 0.092633684981799
1130 => 0.090612072136897
1201 => 0.09014073747783
1202 => 0.089176552181364
1203 => 0.088925014234887
1204 => 0.089710323040472
1205 => 0.08950342191557
1206 => 0.085784825554432
1207 => 0.085396211544618
1208 => 0.085408129781486
1209 => 0.084430941376221
1210 => 0.082940494506101
1211 => 0.086857299890817
1212 => 0.086542725602768
1213 => 0.086195459934878
1214 => 0.086237997997724
1215 => 0.087938150462378
1216 => 0.086951976173121
1217 => 0.089573882151898
1218 => 0.089034897104369
1219 => 0.088482089124149
1220 => 0.088405674222339
1221 => 0.088192890313315
1222 => 0.087463175115865
1223 => 0.086582000165859
1224 => 0.086000172137798
1225 => 0.079330612845219
1226 => 0.08056844425488
1227 => 0.081992456459812
1228 => 0.082484019766584
1229 => 0.081643166715205
1230 => 0.087496377119393
1231 => 0.088565815063177
]
'min_raw' => 0.036913389868709
'max_raw' => 0.096971713146137
'avg_raw' => 0.066942551507423
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.036913'
'max' => '$0.096971'
'avg' => '$0.066942'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0014312153022889
'max_diff' => -0.017487867135809
'year' => 2027
]
2 => [
'items' => [
101 => 0.085326417773744
102 => 0.084720458804611
103 => 0.087536103688528
104 => 0.085837925624938
105 => 0.086602615102992
106 => 0.084949774714221
107 => 0.088308218779318
108 => 0.088282633062474
109 => 0.086976122467252
110 => 0.088080376275736
111 => 0.08788848500216
112 => 0.086413437757948
113 => 0.088354980407953
114 => 0.088355943388885
115 => 0.087098455346973
116 => 0.08562998461355
117 => 0.085367456730144
118 => 0.085169677235657
119 => 0.086553973471451
120 => 0.087795129147883
121 => 0.090104612153135
122 => 0.090685271052618
123 => 0.092951621393953
124 => 0.091602120112283
125 => 0.09220033655148
126 => 0.09284978511911
127 => 0.093161154645112
128 => 0.092653794711502
129 => 0.096174369658611
130 => 0.096471614051777
131 => 0.096571277525651
201 => 0.095384159461777
202 => 0.096438598150939
203 => 0.095945261207619
204 => 0.097228786881188
205 => 0.097430060095682
206 => 0.097259588843508
207 => 0.09732347613867
208 => 0.094319286493291
209 => 0.094163503411815
210 => 0.09203939004203
211 => 0.09290498194087
212 => 0.091286799374887
213 => 0.091799941735688
214 => 0.092026129998929
215 => 0.091907982086283
216 => 0.092953921208107
217 => 0.092064659283311
218 => 0.089717750855576
219 => 0.08737020301421
220 => 0.087340731463333
221 => 0.086722663554362
222 => 0.08627591366096
223 => 0.086361973539734
224 => 0.086665259777496
225 => 0.086258286113477
226 => 0.086345134578784
227 => 0.087787397771177
228 => 0.088076633368661
229 => 0.087093697796768
301 => 0.08314706963869
302 => 0.082178557189331
303 => 0.082874704731494
304 => 0.082541991043984
305 => 0.066617828910761
306 => 0.070358974597526
307 => 0.068136112867754
308 => 0.069160509821784
309 => 0.06689154360294
310 => 0.067974413209281
311 => 0.067774446733056
312 => 0.073790098288825
313 => 0.07369617216404
314 => 0.073741129629515
315 => 0.071595192666352
316 => 0.075013728517208
317 => 0.076697822203913
318 => 0.076386141283206
319 => 0.076464584656046
320 => 0.075116667615325
321 => 0.07375418041287
322 => 0.07224297242007
323 => 0.075050610079739
324 => 0.074738448699957
325 => 0.075454434593058
326 => 0.077275388309438
327 => 0.077543530661306
328 => 0.077903916701447
329 => 0.077774743960082
330 => 0.080852162716903
331 => 0.080479466999989
401 => 0.081377556445876
402 => 0.079530118317477
403 => 0.077439566714757
404 => 0.077836912229153
405 => 0.077798644660866
406 => 0.0773114545951
407 => 0.076871641187466
408 => 0.076139475780415
409 => 0.078456155468416
410 => 0.078362102503837
411 => 0.079884710675759
412 => 0.079615574891545
413 => 0.077818220255867
414 => 0.077882413128302
415 => 0.078314141045468
416 => 0.079808356296164
417 => 0.080251941116503
418 => 0.080046454953923
419 => 0.080532825459008
420 => 0.080917232875304
421 => 0.080581101112054
422 => 0.08534001804052
423 => 0.08336378394129
424 => 0.084326986690706
425 => 0.084556704870922
426 => 0.083968286582753
427 => 0.084095893439777
428 => 0.084289183057383
429 => 0.085462799765494
430 => 0.088542709596311
501 => 0.089906780694724
502 => 0.094010655896383
503 => 0.089793513578788
504 => 0.089543285805931
505 => 0.090282517654908
506 => 0.09269192683759
507 => 0.094644526675857
508 => 0.095292316690397
509 => 0.095377932834666
510 => 0.096593229966209
511 => 0.09728981561806
512 => 0.096445660928952
513 => 0.095730328216613
514 => 0.09316809523138
515 => 0.093464680676149
516 => 0.095507860280977
517 => 0.098393971815476
518 => 0.1008705557608
519 => 0.10000334238081
520 => 0.10661956831289
521 => 0.10727554008919
522 => 0.10718490599981
523 => 0.10867930732793
524 => 0.10571322502116
525 => 0.10444516736988
526 => 0.095884991268392
527 => 0.098290051587864
528 => 0.10178594800646
529 => 0.10132325300652
530 => 0.098784439581756
531 => 0.10086862984316
601 => 0.10017953136408
602 => 0.099636010802914
603 => 0.10212598386027
604 => 0.099388156201252
605 => 0.10175863608123
606 => 0.098718471115684
607 => 0.10000730373848
608 => 0.099275700007963
609 => 0.099749137283591
610 => 0.096981432644183
611 => 0.098474818885375
612 => 0.096919302866751
613 => 0.096918565349624
614 => 0.096884227247298
615 => 0.098714284944996
616 => 0.098773963060816
617 => 0.097421547657154
618 => 0.097226643468787
619 => 0.0979473064066
620 => 0.097103598848344
621 => 0.09749836430462
622 => 0.09711555589186
623 => 0.09702937765497
624 => 0.096342694801405
625 => 0.09604685294735
626 => 0.09616286016123
627 => 0.09576686773444
628 => 0.095528267973627
629 => 0.096836763749404
630 => 0.096137687240975
701 => 0.096729620248318
702 => 0.096055037878549
703 => 0.093716641483382
704 => 0.092371804988428
705 => 0.087954790967416
706 => 0.089207450664486
707 => 0.090037965339614
708 => 0.089763480244438
709 => 0.090353180440506
710 => 0.090389383243198
711 => 0.090197665698175
712 => 0.089975681341576
713 => 0.089867631633289
714 => 0.090672945635397
715 => 0.091140457519244
716 => 0.090121318598116
717 => 0.089882548608164
718 => 0.090912954325627
719 => 0.091541501218033
720 => 0.096182338321568
721 => 0.095838530119232
722 => 0.096701421238144
723 => 0.096604272940298
724 => 0.097508720302253
725 => 0.098987109491075
726 => 0.095981130906081
727 => 0.096502864849517
728 => 0.096374947735183
729 => 0.097771513247816
730 => 0.097775873172906
731 => 0.096938562384461
801 => 0.097392482146693
802 => 0.097139116588053
803 => 0.097596982396925
804 => 0.09583393835108
805 => 0.097981135690075
806 => 0.099198458218946
807 => 0.09921536074344
808 => 0.099792361960855
809 => 0.10037862861541
810 => 0.10150391640575
811 => 0.10034724494968
812 => 0.098266505599915
813 => 0.098416728260221
814 => 0.097196791540764
815 => 0.097217298897418
816 => 0.09710782902041
817 => 0.097436356361818
818 => 0.095906031627824
819 => 0.096265195784123
820 => 0.095762363862042
821 => 0.09650177179112
822 => 0.095706291087941
823 => 0.096374886049677
824 => 0.096663429470889
825 => 0.097728160907054
826 => 0.095549029389113
827 => 0.091105632709795
828 => 0.092039688562765
829 => 0.090658146587719
830 => 0.09078601355741
831 => 0.091044325186065
901 => 0.09020705268329
902 => 0.09036677789133
903 => 0.09036107138293
904 => 0.090311895776442
905 => 0.090094088861472
906 => 0.089778225742981
907 => 0.09103652718951
908 => 0.091250337124889
909 => 0.091725610125787
910 => 0.093139700195706
911 => 0.092998399251181
912 => 0.093228866954221
913 => 0.092725757252505
914 => 0.09080935137352
915 => 0.090913421432855
916 => 0.089615666125329
917 => 0.091692423604822
918 => 0.091200620021819
919 => 0.090883551052485
920 => 0.090797035846579
921 => 0.092214631172265
922 => 0.092638797911795
923 => 0.092374485664491
924 => 0.091832373534051
925 => 0.09287338908556
926 => 0.093151920930224
927 => 0.093214273938385
928 => 0.095058753900726
929 => 0.093317359878663
930 => 0.093736530727742
1001 => 0.097006782034656
1002 => 0.094041115363117
1003 => 0.09561209514129
1004 => 0.095535203856133
1005 => 0.096338863951589
1006 => 0.095469280271225
1007 => 0.09548005980313
1008 => 0.096193655523245
1009 => 0.09519153903201
1010 => 0.094943400895984
1011 => 0.094600599838264
1012 => 0.095349093406671
1013 => 0.095797781449478
1014 => 0.099413877549452
1015 => 0.10175004054405
1016 => 0.10164862154726
1017 => 0.10257540132949
1018 => 0.10215787854927
1019 => 0.10080958735498
1020 => 0.10311095601703
1021 => 0.10238270667901
1022 => 0.10244274266961
1023 => 0.10244050812704
1024 => 0.10292473027217
1025 => 0.10258161450404
1026 => 0.10190529810494
1027 => 0.10235426849303
1028 => 0.10368755003579
1029 => 0.10782609685458
1030 => 0.11014208248284
1031 => 0.10768667161173
1101 => 0.10938038115136
1102 => 0.10836475895799
1103 => 0.10818019019332
1104 => 0.10924396494836
1105 => 0.11030960170028
1106 => 0.11024172524606
1107 => 0.10946812768521
1108 => 0.1090311420524
1109 => 0.11234014366497
1110 => 0.11477815968574
1111 => 0.11461190333779
1112 => 0.11534570478818
1113 => 0.11750016854215
1114 => 0.11769714570719
1115 => 0.11767233111187
1116 => 0.11718410265586
1117 => 0.11930545201412
1118 => 0.12107511897036
1119 => 0.11707109187458
1120 => 0.11859577297609
1121 => 0.11928025144471
1122 => 0.12028526891227
1123 => 0.12198090184051
1124 => 0.12382280894501
1125 => 0.12408327480507
1126 => 0.12389846181292
1127 => 0.12268367456438
1128 => 0.12469911129665
1129 => 0.1258797068666
1130 => 0.12658272451106
1201 => 0.12836546028642
1202 => 0.11928447855071
1203 => 0.1128565083241
1204 => 0.1118526879522
1205 => 0.11389399615174
1206 => 0.11443227284484
1207 => 0.11421529418479
1208 => 0.10698002928926
1209 => 0.1118145957799
1210 => 0.11701618282193
1211 => 0.11721599696434
1212 => 0.11982002019764
1213 => 0.12066799690492
1214 => 0.12276457692485
1215 => 0.12263343527377
1216 => 0.12314391914475
1217 => 0.12302656774316
1218 => 0.12691004074307
1219 => 0.1311940881633
1220 => 0.13104574522357
1221 => 0.13042986272036
1222 => 0.1313445532612
1223 => 0.13576614930529
1224 => 0.13535907959619
1225 => 0.13575451314447
1226 => 0.14096782407069
1227 => 0.14774586985961
1228 => 0.14459678708599
1229 => 0.15142939058059
1230 => 0.1557301522997
1231 => 0.16316787498583
]
'min_raw' => 0.066617828910761
'max_raw' => 0.16316787498583
'avg_raw' => 0.1148928519483
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.066617'
'max' => '$0.163167'
'avg' => '$0.114892'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.029704439042052
'max_diff' => 0.066196161839695
'year' => 2028
]
3 => [
'items' => [
101 => 0.16223663547397
102 => 0.16513208633515
103 => 0.16056952239219
104 => 0.15009295333284
105 => 0.1484349961765
106 => 0.15175426838965
107 => 0.15991437523584
108 => 0.15149727758571
109 => 0.15320004547788
110 => 0.15270964821038
111 => 0.15268351702405
112 => 0.15368083812308
113 => 0.15223417185217
114 => 0.14634019321421
115 => 0.14904136889055
116 => 0.14799831524081
117 => 0.14915566103
118 => 0.15540137892858
119 => 0.1526399981663
120 => 0.14973110784959
121 => 0.15337950184118
122 => 0.15802516111665
123 => 0.15773444410825
124 => 0.15717033160166
125 => 0.16035020426535
126 => 0.16560242229049
127 => 0.16702207571756
128 => 0.16807003485389
129 => 0.16821453071338
130 => 0.16970292786975
131 => 0.16169944123555
201 => 0.17440118006815
202 => 0.17659441948608
203 => 0.17618218137597
204 => 0.17861987468338
205 => 0.17790264347403
206 => 0.17686348798181
207 => 0.18072775038629
208 => 0.17629768536945
209 => 0.17000976580772
210 => 0.1665600887752
211 => 0.17110290176913
212 => 0.17387703914219
213 => 0.17571056747751
214 => 0.17626539204393
215 => 0.16232072911996
216 => 0.1548053292104
217 => 0.15962261438819
218 => 0.16550003477636
219 => 0.16166679186854
220 => 0.16181704773323
221 => 0.15635185070519
222 => 0.16598358344496
223 => 0.1645803210004
224 => 0.17186044904511
225 => 0.17012298806056
226 => 0.17605964986808
227 => 0.17449632785496
228 => 0.18098559012727
301 => 0.18357433253746
302 => 0.18792123394976
303 => 0.19111883232371
304 => 0.19299652324921
305 => 0.19288379372908
306 => 0.2003241406378
307 => 0.19593682801165
308 => 0.19042532934301
309 => 0.19032564372065
310 => 0.19318012697968
311 => 0.19916234080136
312 => 0.20071344180765
313 => 0.20158029566508
314 => 0.20025267880703
315 => 0.19549056539287
316 => 0.1934343089651
317 => 0.19518629901705
318 => 0.19304376573374
319 => 0.19674237926939
320 => 0.20182136563506
321 => 0.20077257503504
322 => 0.20427852476744
323 => 0.2079068139038
324 => 0.21309543032547
325 => 0.214451926792
326 => 0.21669416386824
327 => 0.2190021623562
328 => 0.21974342926822
329 => 0.2211587378049
330 => 0.2211512784303
331 => 0.22541640596683
401 => 0.23012097371962
402 => 0.23189683913531
403 => 0.23598034373689
404 => 0.22898748520975
405 => 0.23429164873076
406 => 0.23907613699853
407 => 0.23337187284439
408 => 0.24123387205778
409 => 0.24153913567156
410 => 0.24614825381402
411 => 0.24147602957645
412 => 0.23870167773844
413 => 0.24671112754115
414 => 0.25058664800538
415 => 0.24941930970153
416 => 0.24053580757057
417 => 0.23536522829903
418 => 0.22183282501514
419 => 0.23786254126122
420 => 0.24567014845146
421 => 0.24051558775413
422 => 0.24311524834697
423 => 0.25729815359874
424 => 0.2626980856435
425 => 0.26157493752657
426 => 0.26176473106974
427 => 0.26467843638539
428 => 0.27759941036183
429 => 0.26985686324932
430 => 0.27577575040913
501 => 0.27891510681656
502 => 0.28183111600601
503 => 0.27467031905089
504 => 0.26535422742526
505 => 0.2624034301445
506 => 0.24000306827807
507 => 0.23883703216308
508 => 0.23818250075723
509 => 0.23405577282862
510 => 0.23081329508265
511 => 0.22823475639358
512 => 0.22146790085662
513 => 0.22375151595721
514 => 0.2129665605838
515 => 0.21986639283636
516 => 0.20265334364855
517 => 0.21698888250068
518 => 0.20918670046043
519 => 0.21442565586144
520 => 0.21440737763959
521 => 0.204760799734
522 => 0.19919685491701
523 => 0.20274241710637
524 => 0.20654354122044
525 => 0.20716026081943
526 => 0.21208851745282
527 => 0.21346388794668
528 => 0.20929645114038
529 => 0.20229664146379
530 => 0.203922537603
531 => 0.19916390618364
601 => 0.19082458765933
602 => 0.19681403181402
603 => 0.19885909138571
604 => 0.19976230619703
605 => 0.19156154420558
606 => 0.18898468674066
607 => 0.18761278944826
608 => 0.20123802607145
609 => 0.2019844472909
610 => 0.19816565079886
611 => 0.215426973056
612 => 0.21152020421027
613 => 0.21588502219256
614 => 0.2037750045702
615 => 0.20423762355168
616 => 0.19850454713761
617 => 0.20171468684519
618 => 0.19944586356751
619 => 0.20145533928003
620 => 0.20265981073674
621 => 0.20839194640938
622 => 0.2170543342824
623 => 0.20753575648977
624 => 0.20338837583697
625 => 0.20596138746821
626 => 0.21281365650971
627 => 0.22319519486879
628 => 0.21704911521228
629 => 0.21977664099664
630 => 0.22037248404134
701 => 0.21584059244288
702 => 0.22336229217624
703 => 0.22739323216953
704 => 0.23152814251715
705 => 0.23511836931442
706 => 0.22987656839568
707 => 0.23548604676138
708 => 0.23096579740486
709 => 0.22691066643727
710 => 0.22691681639706
711 => 0.22437297350508
712 => 0.21944395735704
713 => 0.21853497115466
714 => 0.22326363217172
715 => 0.22705557050153
716 => 0.22736789270453
717 => 0.22946730460074
718 => 0.23070971493526
719 => 0.24288702518845
720 => 0.24778484010828
721 => 0.25377379548136
722 => 0.2561068311182
723 => 0.26312843194553
724 => 0.25745791901092
725 => 0.25623106786832
726 => 0.23919896100935
727 => 0.24198796755335
728 => 0.2464534361294
729 => 0.23927259494143
730 => 0.24382718587339
731 => 0.24472635860279
801 => 0.23902859270565
802 => 0.24207201565724
803 => 0.23398958660982
804 => 0.21723050914891
805 => 0.22338094982029
806 => 0.22790974437038
807 => 0.22144659615107
808 => 0.23303153917581
809 => 0.22626385462252
810 => 0.22411882352528
811 => 0.21575029245613
812 => 0.21969991698647
813 => 0.22504184071692
814 => 0.22174115291679
815 => 0.22859057570283
816 => 0.2382911850422
817 => 0.2452044169387
818 => 0.24573512904178
819 => 0.24129038408289
820 => 0.24841311624549
821 => 0.24846499757323
822 => 0.2404305265966
823 => 0.23550945785954
824 => 0.23439138068846
825 => 0.23718455667375
826 => 0.24057598796863
827 => 0.24592332987548
828 => 0.24915461659751
829 => 0.25758009862651
830 => 0.25985979248606
831 => 0.2623644848777
901 => 0.26571152633148
902 => 0.26973050776054
903 => 0.26093720519448
904 => 0.2612865794982
905 => 0.25309837790025
906 => 0.24434811018595
907 => 0.25098847264483
908 => 0.25966986322943
909 => 0.25767834263724
910 => 0.25745425588754
911 => 0.25783110764405
912 => 0.25632956615452
913 => 0.2495381496471
914 => 0.24612754279359
915 => 0.25052809577322
916 => 0.25286679383582
917 => 0.256493910575
918 => 0.25604679187775
919 => 0.26538985507397
920 => 0.26902028691246
921 => 0.26809146709324
922 => 0.26826239229327
923 => 0.27483511572483
924 => 0.28214533596439
925 => 0.28899232188725
926 => 0.29595737005288
927 => 0.28756073263876
928 => 0.28329743799247
929 => 0.28769606982833
930 => 0.285362093861
1001 => 0.29877381207154
1002 => 0.29970241034145
1003 => 0.31311315873211
1004 => 0.32584155587706
1005 => 0.31784707768324
1006 => 0.32538551054081
1007 => 0.33353894029372
1008 => 0.34926822913339
1009 => 0.34397115801524
1010 => 0.33991368455443
1011 => 0.33607939173953
1012 => 0.34405794641049
1013 => 0.35432222953416
1014 => 0.35653305780892
1015 => 0.36011544421543
1016 => 0.35634900294235
1017 => 0.36088526659587
1018 => 0.37690027062806
1019 => 0.37257287517021
1020 => 0.36642727795653
1021 => 0.37906958554261
1022 => 0.38364478751228
1023 => 0.41575595098732
1024 => 0.45629762132056
1025 => 0.43951310359164
1026 => 0.42909441180429
1027 => 0.43154305150899
1028 => 0.44634749709254
1029 => 0.45110221514436
1030 => 0.43817725242992
1031 => 0.44274256776536
1101 => 0.46789790411555
1102 => 0.48139293498761
1103 => 0.4630648704389
1104 => 0.41249846725059
1105 => 0.36587393416788
1106 => 0.3782408598715
1107 => 0.37683883428709
1108 => 0.40386510500325
1109 => 0.37246966821971
1110 => 0.37299828685705
1111 => 0.40058343223031
1112 => 0.39322418837384
1113 => 0.3813031558271
1114 => 0.36596097089807
1115 => 0.33759952307642
1116 => 0.31247899782331
1117 => 0.36174613275613
1118 => 0.35962164431135
1119 => 0.35654507021177
1120 => 0.3633916529503
1121 => 0.3966367152922
1122 => 0.39587030900145
1123 => 0.39099482320365
1124 => 0.39469283621072
1125 => 0.38065487626733
1126 => 0.38427277818315
1127 => 0.36586654860363
1128 => 0.37418693308562
1129 => 0.38127757864526
1130 => 0.38270113072016
1201 => 0.38590846623329
1202 => 0.35850213543846
1203 => 0.37080677335774
1204 => 0.37803459534666
1205 => 0.34537903265031
1206 => 0.37738909986779
1207 => 0.3580250521929
1208 => 0.35145260357381
1209 => 0.36030153978516
1210 => 0.35685310073772
1211 => 0.35388833534388
1212 => 0.35223394531297
1213 => 0.35873162744513
1214 => 0.35842850280726
1215 => 0.34779703369329
1216 => 0.33392871562823
1217 => 0.33858337838289
1218 => 0.33689229576642
1219 => 0.33076359421037
1220 => 0.3348935990769
1221 => 0.31670714779231
1222 => 0.28541830360665
1223 => 0.30608867247891
1224 => 0.30529288576237
1225 => 0.30489161401383
1226 => 0.3204248249343
1227 => 0.31893166511645
1228 => 0.31622156542598
1229 => 0.33071382110426
1230 => 0.32542395283334
1231 => 0.34172608039461
]
'min_raw' => 0.14634019321421
'max_raw' => 0.48139293498761
'avg_raw' => 0.31386656410091
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.14634'
'max' => '$0.481392'
'avg' => '$0.313866'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.079722364303446
'max_diff' => 0.31822506000178
'year' => 2029
]
4 => [
'items' => [
101 => 0.35246371596196
102 => 0.34974030425596
103 => 0.35983910240655
104 => 0.33869061241166
105 => 0.34571529245781
106 => 0.34716306927954
107 => 0.33053498891877
108 => 0.31917596452887
109 => 0.31841844710442
110 => 0.29872346418231
111 => 0.30924436508695
112 => 0.31850232249858
113 => 0.31406847934493
114 => 0.31266485705978
115 => 0.31983565890607
116 => 0.3203928916233
117 => 0.30768792661776
118 => 0.31032969115633
119 => 0.32134628843896
120 => 0.31005210117048
121 => 0.28810934020284
122 => 0.28266723210046
123 => 0.28194115456165
124 => 0.26718172576895
125 => 0.28303089978631
126 => 0.27611231059628
127 => 0.29796805095017
128 => 0.28548416927471
129 => 0.2849460140869
130 => 0.28413251359032
131 => 0.27142846352413
201 => 0.27420984310412
202 => 0.2834555724441
203 => 0.28675455283321
204 => 0.28641044215087
205 => 0.28341026332635
206 => 0.28478372982881
207 => 0.28035931567692
208 => 0.27879696295367
209 => 0.27386574800012
210 => 0.2666182243013
211 => 0.26762603692326
212 => 0.25326679605817
213 => 0.24544311953227
214 => 0.2432776289843
215 => 0.24038184452147
216 => 0.24360471554476
217 => 0.25322611813294
218 => 0.24162066531717
219 => 0.2217239304924
220 => 0.22291975815775
221 => 0.22560642787739
222 => 0.22059983662895
223 => 0.21586151818366
224 => 0.21998110163991
225 => 0.21155059280063
226 => 0.22662521459338
227 => 0.22621748832003
228 => 0.231836375116
301 => 0.23534998034069
302 => 0.22725225784098
303 => 0.22521570253088
304 => 0.22637581699179
305 => 0.20720170913976
306 => 0.23026944143721
307 => 0.23046893214403
308 => 0.22876077159794
309 => 0.24104362691
310 => 0.26696428273709
311 => 0.25721188935898
312 => 0.25343546787532
313 => 0.24625648787434
314 => 0.25582205247999
315 => 0.25508756636433
316 => 0.25176594160372
317 => 0.24975701258441
318 => 0.25345852589962
319 => 0.24929835412182
320 => 0.24855107295665
321 => 0.24402336214566
322 => 0.24240717538385
323 => 0.24121061504766
324 => 0.2398933196891
325 => 0.24279894500053
326 => 0.23621441577798
327 => 0.22827411902494
328 => 0.22761396926513
329 => 0.22943670079294
330 => 0.22863027777829
331 => 0.22761010842199
401 => 0.22566232729423
402 => 0.22508446224138
403 => 0.22696224332287
404 => 0.22484233796331
405 => 0.22797037379856
406 => 0.22711972113349
407 => 0.22236804449563
408 => 0.21644569610885
409 => 0.21639297478566
410 => 0.21511701454033
411 => 0.21349188732599
412 => 0.21303981411283
413 => 0.21963416181168
414 => 0.23328426419607
415 => 0.23060442247874
416 => 0.23254088276074
417 => 0.24206635076295
418 => 0.24509421060004
419 => 0.24294510740646
420 => 0.24000328240419
421 => 0.24013270777427
422 => 0.25018581435804
423 => 0.25081281428427
424 => 0.25239704082004
425 => 0.25443321962085
426 => 0.24329187746093
427 => 0.23960795156046
428 => 0.2378623030924
429 => 0.23248638146173
430 => 0.23828385204372
501 => 0.23490591420803
502 => 0.23536171342885
503 => 0.23506487358835
504 => 0.23522696821349
505 => 0.22662100092937
506 => 0.22975656309138
507 => 0.22454308284475
508 => 0.21756281803515
509 => 0.21753941773991
510 => 0.21924782766313
511 => 0.21823159859071
512 => 0.21549695228648
513 => 0.21588539588683
514 => 0.2124822212082
515 => 0.21629860290928
516 => 0.2164080430808
517 => 0.21493852824616
518 => 0.22081819081587
519 => 0.22322709336802
520 => 0.22225982722381
521 => 0.22315922739681
522 => 0.23071578200086
523 => 0.23194783011691
524 => 0.23249502450553
525 => 0.23176185651414
526 => 0.22329734734321
527 => 0.22367278431881
528 => 0.22091807689818
529 => 0.21859063941167
530 => 0.21868372470533
531 => 0.21988033011909
601 => 0.22510597614098
602 => 0.23610304012537
603 => 0.23652037066483
604 => 0.23702618745305
605 => 0.23496877637223
606 => 0.23434824150348
607 => 0.235166887169
608 => 0.23929680620338
609 => 0.2499200792219
610 => 0.24616510503261
611 => 0.24311225256706
612 => 0.24579042722246
613 => 0.24537814322649
614 => 0.24189805139253
615 => 0.24180037680556
616 => 0.23512096792354
617 => 0.23265174254263
618 => 0.23058827299603
619 => 0.22833501811938
620 => 0.22699921309872
621 => 0.22905161672298
622 => 0.22952102571518
623 => 0.22503340932085
624 => 0.22442176378861
625 => 0.22808644820815
626 => 0.22647375722832
627 => 0.22813244989389
628 => 0.2285172808203
629 => 0.22845531417774
630 => 0.22677147957842
701 => 0.22784470553936
702 => 0.22530620619768
703 => 0.22254596943387
704 => 0.22078511034739
705 => 0.21924852725037
706 => 0.22010111285933
707 => 0.21706180083937
708 => 0.21608946375492
709 => 0.22748112073214
710 => 0.23589626022216
711 => 0.23577390076121
712 => 0.235029069011
713 => 0.2339224001138
714 => 0.23921584648054
715 => 0.23737171561217
716 => 0.2387134749012
717 => 0.23905500895372
718 => 0.24008872966721
719 => 0.24045819597099
720 => 0.23934141219013
721 => 0.2355933494179
722 => 0.22625353334462
723 => 0.22190582375015
724 => 0.22047100716715
725 => 0.22052316002484
726 => 0.21908455138921
727 => 0.21950828610632
728 => 0.21893719374709
729 => 0.2178556829808
730 => 0.22003433261713
731 => 0.22028540169219
801 => 0.21977687883415
802 => 0.21989665437601
803 => 0.21568630230437
804 => 0.21600640622797
805 => 0.21422402690451
806 => 0.21388985226826
807 => 0.20938415254807
808 => 0.20140165238213
809 => 0.2058247323541
810 => 0.20048227372712
811 => 0.19845900369362
812 => 0.20803684934914
813 => 0.20707549929341
814 => 0.20543008588683
815 => 0.2029961765243
816 => 0.20209341586618
817 => 0.19660852788678
818 => 0.19628445144422
819 => 0.19900291003124
820 => 0.19774843492978
821 => 0.19598667678045
822 => 0.18960576735015
823 => 0.18243151250398
824 => 0.18264805816203
825 => 0.18493005514684
826 => 0.19156526914939
827 => 0.18897277624823
828 => 0.187091892903
829 => 0.18673965999159
830 => 0.19114859232749
831 => 0.19738815528268
901 => 0.2003156186189
902 => 0.19741459136109
903 => 0.19408204744972
904 => 0.19428488395608
905 => 0.19563426436056
906 => 0.19577606516186
907 => 0.19360692166661
908 => 0.19421752285469
909 => 0.19328996381545
910 => 0.18759753570376
911 => 0.1874945777301
912 => 0.18609756406869
913 => 0.18605526305023
914 => 0.18367859431078
915 => 0.183346081925
916 => 0.17862706188934
917 => 0.18173313516732
918 => 0.17964974428862
919 => 0.17650958281219
920 => 0.17596821779005
921 => 0.17595194370377
922 => 0.17917618741281
923 => 0.18169545800233
924 => 0.17968598576493
925 => 0.17922846788846
926 => 0.18411356184483
927 => 0.18349188911026
928 => 0.18295352453148
929 => 0.19682947085617
930 => 0.18584557658659
1001 => 0.18105597174628
1002 => 0.17512792623511
1003 => 0.17705812774535
1004 => 0.17746484956412
1005 => 0.16320896872028
1006 => 0.15742535963739
1007 => 0.15544064295085
1008 => 0.15429841043797
1009 => 0.15481894013735
1010 => 0.14961301361306
1011 => 0.15311148233546
1012 => 0.14860359001144
1013 => 0.14784782719337
1014 => 0.15590849708941
1015 => 0.15703009221569
1016 => 0.15224501895468
1017 => 0.15531781062124
1018 => 0.15420357364795
1019 => 0.1486808648869
1020 => 0.14846993803453
1021 => 0.14569883691083
1022 => 0.14136260024317
1023 => 0.13938082372928
1024 => 0.13834869731428
1025 => 0.13877457278885
1026 => 0.1385592371169
1027 => 0.13715402619877
1028 => 0.13863978216185
1029 => 0.13484428963294
1030 => 0.13333289392557
1031 => 0.13265023154866
1101 => 0.12928151346886
1102 => 0.13464264200956
1103 => 0.13569885186979
1104 => 0.13675714278973
1105 => 0.1459688427219
1106 => 0.14550865222529
1107 => 0.14966855019285
1108 => 0.14950690420739
1109 => 0.14832043392116
1110 => 0.14331491094846
1111 => 0.14531002319051
1112 => 0.13916937781875
1113 => 0.14377036685457
1114 => 0.14167066760052
1115 => 0.14306045642467
1116 => 0.14056149080664
1117 => 0.14194452155942
1118 => 0.13594931841046
1119 => 0.13035108206474
1120 => 0.13260397579296
1121 => 0.13505312892519
1122 => 0.14036351694847
1123 => 0.13720069365155
1124 => 0.13833816450872
1125 => 0.13452782754755
1126 => 0.12666601402771
1127 => 0.12671051103845
1128 => 0.12550114230734
1129 => 0.12445607115293
1130 => 0.13756398195409
1201 => 0.13593380604056
1202 => 0.1333363340745
1203 => 0.1368131535205
1204 => 0.13773247976657
1205 => 0.13775865169238
1206 => 0.14029524941048
1207 => 0.14164903206735
1208 => 0.14188764212825
1209 => 0.14587903344451
1210 => 0.14721689516599
1211 => 0.15272735825551
1212 => 0.14153417306726
1213 => 0.14130365678419
1214 => 0.13686207950018
1215 => 0.13404516096809
1216 => 0.13705495632205
1217 => 0.13972122412761
1218 => 0.13694492787309
1219 => 0.13730745355312
1220 => 0.13358050266316
1221 => 0.13491271223698
1222 => 0.13606019058996
1223 => 0.1354266204891
1224 => 0.13447813538298
1225 => 0.13950262057327
1226 => 0.13921911942772
1227 => 0.14389803554933
1228 => 0.14754558525863
1229 => 0.1540826464152
1230 => 0.14726088231362
1231 => 0.1470122701157
]
'min_raw' => 0.12445607115293
'max_raw' => 0.35983910240655
'avg_raw' => 0.24214758677974
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.124456'
'max' => '$0.359839'
'avg' => '$0.242147'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.021884122061275
'max_diff' => -0.12155383258106
'year' => 2030
]
5 => [
'items' => [
101 => 0.149442494229
102 => 0.14721652311134
103 => 0.14862326001979
104 => 0.15385599935118
105 => 0.15396655888761
106 => 0.1521145442045
107 => 0.15200184894272
108 => 0.15235754862143
109 => 0.15444089274973
110 => 0.1537129082966
111 => 0.15455535033607
112 => 0.15560883700636
113 => 0.15996650454375
114 => 0.1610171234342
115 => 0.15846466421385
116 => 0.15869512270277
117 => 0.15774043288778
118 => 0.15681821448874
119 => 0.15889122677061
120 => 0.16267969746091
121 => 0.16265612958136
122 => 0.16353498114416
123 => 0.16408249838699
124 => 0.16173215357367
125 => 0.16020216552477
126 => 0.16078886029838
127 => 0.16172699801795
128 => 0.16048463487983
129 => 0.1528161940728
130 => 0.15514230915176
131 => 0.15475512986141
201 => 0.15420373946933
202 => 0.15654266616854
203 => 0.15631707098255
204 => 0.14955961931203
205 => 0.14999220944348
206 => 0.14958592655071
207 => 0.15089870969491
208 => 0.14714562851337
209 => 0.14830005100742
210 => 0.14902409397366
211 => 0.14945056084313
212 => 0.15099125160673
213 => 0.15081046932821
214 => 0.15098001392647
215 => 0.1532644516016
216 => 0.16481835343811
217 => 0.16544720682282
218 => 0.16235050276417
219 => 0.16358757495581
220 => 0.16121266686581
221 => 0.16280695857713
222 => 0.1638977324754
223 => 0.15896873497288
224 => 0.15867687172971
225 => 0.15629216154922
226 => 0.15757356972333
227 => 0.15553475718181
228 => 0.15603501046486
301 => 0.15463625867415
302 => 0.15715373340873
303 => 0.15996866133802
304 => 0.16067982329783
305 => 0.15880906235604
306 => 0.15745450814503
307 => 0.1550763571684
308 => 0.15903127524309
309 => 0.16018781381208
310 => 0.15902520043834
311 => 0.15875579751604
312 => 0.15824527946509
313 => 0.15886410633393
314 => 0.16018151505465
315 => 0.15956024943068
316 => 0.1599706063206
317 => 0.15840674901439
318 => 0.1617329316356
319 => 0.1670157101275
320 => 0.16703269512418
321 => 0.16641142615135
322 => 0.1661572162731
323 => 0.16679467594097
324 => 0.16714047166083
325 => 0.16920189933662
326 => 0.17141389336364
327 => 0.18173630431917
328 => 0.17883781262865
329 => 0.18799646971136
330 => 0.19523977836101
331 => 0.19741172991354
401 => 0.19541363668343
402 => 0.1885782676781
403 => 0.18824289186485
404 => 0.19845781897717
405 => 0.19557163419464
406 => 0.19522833169852
407 => 0.19157617315854
408 => 0.1937350511843
409 => 0.19326287289124
410 => 0.19251751635589
411 => 0.19663650524029
412 => 0.20434688472722
413 => 0.20314514977671
414 => 0.20224811038302
415 => 0.19831754488415
416 => 0.20068462323806
417 => 0.19984175197463
418 => 0.20346326182164
419 => 0.20131795961454
420 => 0.19554976850627
421 => 0.19646837195247
422 => 0.19632952688955
423 => 0.19918694844576
424 => 0.19832922142015
425 => 0.19616204192177
426 => 0.20432053148836
427 => 0.20379076455581
428 => 0.20454185294459
429 => 0.20487250528151
430 => 0.20983843411198
501 => 0.21187281626183
502 => 0.21233465662672
503 => 0.21426716232431
504 => 0.21228657412449
505 => 0.22021033905923
506 => 0.22547918037632
507 => 0.23159921069823
508 => 0.2405422199076
509 => 0.24390487409779
510 => 0.24329744071628
511 => 0.25007792823367
512 => 0.26226231358066
513 => 0.24576025335981
514 => 0.2631369628425
515 => 0.25763569724404
516 => 0.24459229547363
517 => 0.24375245417123
518 => 0.25258559728715
519 => 0.27217665855976
520 => 0.26726931991095
521 => 0.27218468520778
522 => 0.26645065049403
523 => 0.26616590734025
524 => 0.27190619594034
525 => 0.2853186931413
526 => 0.27894691848106
527 => 0.26981141708237
528 => 0.27655692915102
529 => 0.27071334232948
530 => 0.2575461057036
531 => 0.26726556736157
601 => 0.26076644014522
602 => 0.26266323097955
603 => 0.27632342971611
604 => 0.27467979846373
605 => 0.27680680950047
606 => 0.27305269069419
607 => 0.26954575175892
608 => 0.26299978980755
609 => 0.26106185318577
610 => 0.26159742914837
611 => 0.26106158778092
612 => 0.25739918222962
613 => 0.25660828609952
614 => 0.25529009123273
615 => 0.25569865494183
616 => 0.25322006294076
617 => 0.25789767815003
618 => 0.25876588475188
619 => 0.26216986302045
620 => 0.26252327533656
621 => 0.27200330636194
622 => 0.26678186457861
623 => 0.27028485852446
624 => 0.26997151777448
625 => 0.24487498554105
626 => 0.24833306625424
627 => 0.25371275463845
628 => 0.25128921231336
629 => 0.24786289048725
630 => 0.2450959519049
701 => 0.24090375701866
702 => 0.24680419081708
703 => 0.25456263382081
704 => 0.26272004225451
705 => 0.27252063399303
706 => 0.27033325600846
707 => 0.26253682700911
708 => 0.26288656911873
709 => 0.26504853722192
710 => 0.26224859209277
711 => 0.26142283361276
712 => 0.26493509068715
713 => 0.26495927767132
714 => 0.26173760241556
715 => 0.25815729992912
716 => 0.25814229833098
717 => 0.25750521808513
718 => 0.26656398565448
719 => 0.27154539187291
720 => 0.27211650206792
721 => 0.27150695160642
722 => 0.27174154338686
723 => 0.26884297286615
724 => 0.27546824553211
725 => 0.28154825090195
726 => 0.27991867958246
727 => 0.27747572051734
728 => 0.27552978595312
729 => 0.27946027924182
730 => 0.27928526056285
731 => 0.28149514735912
801 => 0.28139489412912
802 => 0.28065179231758
803 => 0.27991870612097
804 => 0.28282531002622
805 => 0.28198825478014
806 => 0.28114989935606
807 => 0.27946844920727
808 => 0.27969698620842
809 => 0.27725444895462
810 => 0.27612441945812
811 => 0.25913148715053
812 => 0.25459042037787
813 => 0.25601913242649
814 => 0.25648950152938
815 => 0.25451322345038
816 => 0.25734669855148
817 => 0.25690510445837
818 => 0.25862308875077
819 => 0.25754976675109
820 => 0.25759381626034
821 => 0.26075022740504
822 => 0.26166654698868
823 => 0.26120049945284
824 => 0.26152690317177
825 => 0.26904873910813
826 => 0.26797937457275
827 => 0.26741129597656
828 => 0.26756865763002
829 => 0.26949064798175
830 => 0.27002870034345
831 => 0.26774893467866
901 => 0.26882408534534
902 => 0.27340194042714
903 => 0.27500393062161
904 => 0.28011671432345
905 => 0.27794471293443
906 => 0.281931515486
907 => 0.29418558732839
908 => 0.30397498783337
909 => 0.29497225056491
910 => 0.31294923791966
911 => 0.32694690122101
912 => 0.32640964758918
913 => 0.3239688312208
914 => 0.30803286369935
915 => 0.29336834879421
916 => 0.30563583820055
917 => 0.30566711055388
918 => 0.30461332233438
919 => 0.29806833420684
920 => 0.30438557093462
921 => 0.30488701024524
922 => 0.30460633757477
923 => 0.29958831052292
924 => 0.29192671070118
925 => 0.29342376896707
926 => 0.29587598094576
927 => 0.29123343208509
928 => 0.28974985642215
929 => 0.29250810584137
930 => 0.30139576017419
1001 => 0.29971560060525
1002 => 0.29967172484885
1003 => 0.30686015998333
1004 => 0.30171479178844
1005 => 0.29344265166604
1006 => 0.29135382718902
1007 => 0.28393990749634
1008 => 0.28906072823555
1009 => 0.28924501745753
1010 => 0.28644039627219
1011 => 0.29367023121809
1012 => 0.29360360701627
1013 => 0.30046725927848
1014 => 0.31358798453377
1015 => 0.3097075404441
1016 => 0.30519500615894
1017 => 0.30568564375474
1018 => 0.3110667271839
1019 => 0.30781320130444
1020 => 0.30898319189508
1021 => 0.31106495626302
1022 => 0.31232093639349
1023 => 0.3055049275424
1024 => 0.30391578983182
1025 => 0.30066497178752
1026 => 0.29981689403915
1027 => 0.30246461750569
1028 => 0.30176703591771
1029 => 0.28922952866203
1030 => 0.28791928939577
1031 => 0.28795947256348
1101 => 0.28466481363001
1102 => 0.27963966794773
1103 => 0.29284545076491
1104 => 0.29178484158988
1105 => 0.29061401114528
1106 => 0.29075743119407
1107 => 0.29648961392951
1108 => 0.29316465846079
1109 => 0.30200459752386
1110 => 0.30018737180539
1111 => 0.29832354110425
1112 => 0.29806590292769
1113 => 0.29734848712231
1114 => 0.29488820138702
1115 => 0.2919172585214
1116 => 0.28995558470286
1117 => 0.26746869989417
1118 => 0.27164213491447
1119 => 0.27644329148476
1120 => 0.27810063149339
1121 => 0.27526563672419
1122 => 0.29500014426001
1123 => 0.29860582895325
1124 => 0.28768397482443
1125 => 0.28564094185329
1126 => 0.29513408516147
1127 => 0.28940855925707
1128 => 0.29198676322124
1129 => 0.28641409645287
1130 => 0.29773732509742
1201 => 0.29765106106674
1202 => 0.29324606937729
1203 => 0.29696913818913
1204 => 0.29632216336285
1205 => 0.29134893859448
1206 => 0.29789498519315
1207 => 0.2978982319506
1208 => 0.29365852322228
1209 => 0.28870747161919
1210 => 0.28782234053118
1211 => 0.28715551315699
1212 => 0.29182276456445
1213 => 0.29600740758226
1214 => 0.30379399077742
1215 => 0.30575172279734
1216 => 0.31339288120468
1217 => 0.30884294341436
1218 => 0.31085987190525
1219 => 0.31304953309406
1220 => 0.3140993371901
1221 => 0.3123887377512
1222 => 0.32425860198407
1223 => 0.32526078220857
1224 => 0.32559680456902
1225 => 0.32159435313473
1226 => 0.3251494667938
1227 => 0.32348614684571
1228 => 0.32781364326705
1229 => 0.32849224996216
1230 => 0.32791749423353
1231 => 0.32813289470964
]
'min_raw' => 0.14714562851337
'max_raw' => 0.32849224996216
'avg_raw' => 0.23781893923777
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.147145'
'max' => '$0.328492'
'avg' => '$0.237818'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.022689557360436
'max_diff' => -0.031346852444386
'year' => 2031
]
6 => [
'items' => [
101 => 0.31800405957442
102 => 0.3174788260388
103 => 0.31031722951171
104 => 0.31323563303235
105 => 0.30777981753323
106 => 0.30950991282913
107 => 0.31027252235061
108 => 0.3098741784143
109 => 0.31340063518867
110 => 0.31040242652293
111 => 0.30248966090291
112 => 0.29457473945519
113 => 0.29447537406377
114 => 0.29239151495655
115 => 0.29088526649986
116 => 0.29117542338966
117 => 0.29219797411504
118 => 0.29082583399281
119 => 0.29111864965716
120 => 0.29598134070591
121 => 0.29695651871661
122 => 0.2936424828096
123 => 0.28033615042987
124 => 0.27707074308747
125 => 0.27941785312934
126 => 0.27829608570257
127 => 0.22460666128092
128 => 0.2372201951623
129 => 0.22972566164512
130 => 0.23317948749674
131 => 0.22552950947575
201 => 0.22918047995707
202 => 0.22850627902126
203 => 0.24878846824092
204 => 0.24847178975349
205 => 0.24862336698717
206 => 0.24138819069133
207 => 0.25291402298705
208 => 0.25859206243144
209 => 0.25754120844641
210 => 0.25780568575468
211 => 0.25326108934332
212 => 0.24866736861443
213 => 0.24357222535753
214 => 0.25303837175011
215 => 0.25198589786376
216 => 0.25439989429089
217 => 0.26053936688059
218 => 0.26144342754102
219 => 0.2626584942367
220 => 0.26222297932064
221 => 0.27259871151778
222 => 0.27134214188742
223 => 0.27437011315683
224 => 0.26814134652292
225 => 0.26109290583669
226 => 0.26243258398026
227 => 0.26230356220202
228 => 0.26066096688077
229 => 0.25917810527014
301 => 0.25670955848211
302 => 0.26452040579562
303 => 0.26420329965897
304 => 0.26933687941571
305 => 0.26842946932878
306 => 0.26236956268729
307 => 0.26258599343851
308 => 0.26404159425352
309 => 0.26907944529402
310 => 0.27057502248589
311 => 0.26988221154217
312 => 0.27152204365737
313 => 0.27281810009988
314 => 0.27168480839211
315 => 0.2877298290734
316 => 0.28106681783159
317 => 0.28431432314992
318 => 0.28508883403292
319 => 0.28310494069231
320 => 0.28353517611999
321 => 0.2841868655608
322 => 0.2881437962315
323 => 0.29852792725854
324 => 0.30312698820324
325 => 0.31696348996905
326 => 0.3027451002138
327 => 0.30190143980727
328 => 0.30439381159762
329 => 0.3125173028766
330 => 0.31910062955749
331 => 0.32128469881876
401 => 0.3215733596267
402 => 0.32567081875503
403 => 0.3280194059143
404 => 0.32517327944298
405 => 0.32276148526039
406 => 0.31412273786128
407 => 0.31512269639526
408 => 0.32201141908318
409 => 0.33174214562361
410 => 0.34009212130485
411 => 0.33716825084731
412 => 0.35947531850744
413 => 0.36168697314975
414 => 0.36138139398954
415 => 0.36641987240304
416 => 0.35641951882052
417 => 0.35214417391627
418 => 0.32328294253769
419 => 0.33139177132074
420 => 0.34317843017172
421 => 0.34161842167509
422 => 0.33305863495922
423 => 0.34008562793905
424 => 0.33776228430553
425 => 0.33592976678616
426 => 0.3443248847934
427 => 0.335094107692
428 => 0.34308634610896
429 => 0.33283621767008
430 => 0.33718160684127
501 => 0.33471495378488
502 => 0.33631118061399
503 => 0.32697967118726
504 => 0.33201472716434
505 => 0.32677019630489
506 => 0.3267677097144
507 => 0.326651936405
508 => 0.33282210370334
509 => 0.33302331263742
510 => 0.32846354968135
511 => 0.32780641660249
512 => 0.33023618201241
513 => 0.32739156307397
514 => 0.32872254237144
515 => 0.327431877081
516 => 0.32714132113855
517 => 0.32482612195509
518 => 0.32382867048912
519 => 0.32421979691008
520 => 0.32288468079585
521 => 0.32208022504377
522 => 0.32649190990806
523 => 0.32413492465193
524 => 0.32613066811363
525 => 0.32385626655611
526 => 0.31597219984818
527 => 0.31143798971196
528 => 0.29654571855405
529 => 0.30076914818063
530 => 0.3035692863925
531 => 0.30264384073018
601 => 0.30463205611278
602 => 0.30475411638965
603 => 0.30410772730131
604 => 0.30335929154459
605 => 0.30299499440931
606 => 0.30571016679264
607 => 0.30728641574967
608 => 0.30385031772308
609 => 0.30304528803157
610 => 0.30651937284863
611 => 0.30863856258012
612 => 0.32428546888758
613 => 0.32312629552949
614 => 0.32603559318203
615 => 0.32570805091317
616 => 0.3287574583405
617 => 0.33374195070845
618 => 0.32360708403842
619 => 0.32536614645501
620 => 0.32493486497315
621 => 0.32964348310408
622 => 0.32965818289592
623 => 0.32683513111351
624 => 0.32836555328354
625 => 0.32751131361316
626 => 0.32905504015495
627 => 0.32311081406257
628 => 0.33035023980353
629 => 0.33445452770036
630 => 0.33451151574179
701 => 0.33645691563124
702 => 0.33843355458889
703 => 0.34222754093913
704 => 0.33832774236877
705 => 0.33131238437844
706 => 0.33181887056588
707 => 0.32770576874297
708 => 0.3277749107277
709 => 0.32740582539443
710 => 0.32851347826303
711 => 0.32335388157851
712 => 0.32456482860751
713 => 0.32286949567561
714 => 0.32536246113231
715 => 0.32268044240285
716 => 0.32493465699616
717 => 0.32590750128623
718 => 0.32949731766044
719 => 0.32215022360559
720 => 0.30716900147322
721 => 0.31031823599521
722 => 0.30566027077016
723 => 0.30609138318586
724 => 0.30696229887661
725 => 0.30413937617701
726 => 0.30467790086757
727 => 0.30465866097609
728 => 0.30449286198548
729 => 0.30375851076487
730 => 0.30269355620801
731 => 0.30693600738679
801 => 0.30765688251165
802 => 0.30925929861668
803 => 0.31402700201603
804 => 0.31355059601625
805 => 0.31432763396779
806 => 0.31263136448246
807 => 0.30617006826227
808 => 0.30652094773326
809 => 0.30214547510755
810 => 0.30914740794424
811 => 0.30748925782752
812 => 0.30642023766036
813 => 0.30612854560335
814 => 0.31090806721724
815 => 0.31233817499394
816 => 0.31144702779847
817 => 0.30961925890163
818 => 0.31312911551493
819 => 0.31406820507568
820 => 0.31427843259604
821 => 0.32049722556656
822 => 0.31462599404092
823 => 0.31603925782417
824 => 0.32706513842708
825 => 0.31706618618776
826 => 0.32236285419217
827 => 0.32210360985588
828 => 0.32481320597747
829 => 0.32188134388673
830 => 0.32191768783115
831 => 0.32432362562318
901 => 0.32094491990744
902 => 0.32010830485738
903 => 0.31895252715767
904 => 0.32147612548171
905 => 0.32298890854443
906 => 0.33518082901326
907 => 0.34305736565524
908 => 0.34271542442673
909 => 0.34584012716821
910 => 0.34443241996417
911 => 0.33988656206795
912 => 0.34764578718849
913 => 0.34519044370058
914 => 0.34539285923449
915 => 0.3453853253182
916 => 0.34701791408781
917 => 0.34586107531998
918 => 0.34358082736153
919 => 0.34509456237106
920 => 0.34958981417922
921 => 0.36354321372291
922 => 0.37135172096551
923 => 0.36307313178225
924 => 0.36878359174614
925 => 0.36535935061274
926 => 0.36473706413645
927 => 0.36832365499345
928 => 0.37191652370295
929 => 0.37168767349856
930 => 0.36907943531131
1001 => 0.36760610774092
1002 => 0.37876263770482
1003 => 0.38698257893569
1004 => 0.38642203405093
1005 => 0.3888960968733
1006 => 0.39616002183965
1007 => 0.39682414410411
1008 => 0.39674047996346
1009 => 0.39509438363702
1010 => 0.40224666110626
1011 => 0.40821321680344
1012 => 0.39471335989775
1013 => 0.39985392868133
1014 => 0.40216169562707
1015 => 0.405550182187
1016 => 0.4112671269899
1017 => 0.41747724539056
1018 => 0.4183554242229
1019 => 0.41773231431663
1020 => 0.41363657429445
1021 => 0.42043175995057
1022 => 0.42441222034122
1023 => 0.42678249341264
1024 => 0.43279311154591
1025 => 0.40217594761006
1026 => 0.38050359720449
1027 => 0.37711914673613
1028 => 0.38400155985049
1029 => 0.38581639730253
1030 => 0.38508483860122
1031 => 0.36069063785585
1101 => 0.3769907163177
1102 => 0.39452823019312
1103 => 0.39520191752485
1104 => 0.403981563663
1105 => 0.40684057633544
1106 => 0.41390934225119
1107 => 0.41346718901854
1108 => 0.41518832103039
1109 => 0.41479266258672
1110 => 0.42788606294135
1111 => 0.44233002792128
1112 => 0.44182987934303
1113 => 0.43975338848392
1114 => 0.442837331504
1115 => 0.45774505127264
1116 => 0.45637258732769
1117 => 0.45770581914401
1118 => 0.47528286091351
1119 => 0.4981355155189
1120 => 0.48751816308569
1121 => 0.5105547628049
1122 => 0.52505508121046
1123 => 0.55013188253197
1124 => 0.54699214350067
1125 => 0.55675435823307
1126 => 0.54137135535133
1127 => 0.50604887131703
1128 => 0.50045895300957
1129 => 0.51165011102039
1130 => 0.53916248097276
1201 => 0.51078364858238
1202 => 0.51652464941428
1203 => 0.51487124078848
1204 => 0.51478313766934
1205 => 0.51814567538544
1206 => 0.51326813905007
1207 => 0.49339617856772
1208 => 0.50250338095058
1209 => 0.49898665274678
1210 => 0.50288872487835
1211 => 0.52394659883549
1212 => 0.51463641080202
1213 => 0.50482888400702
1214 => 0.51712969907238
1215 => 0.53279286366922
1216 => 0.53181269097817
1217 => 0.52991074627711
1218 => 0.54063190897436
1219 => 0.55834012874429
1220 => 0.56312658939071
1221 => 0.56665985678502
1222 => 0.56714703466365
1223 => 0.57216526959294
1224 => 0.54518095562013
1225 => 0.58800575490131
1226 => 0.59540041472597
1227 => 0.59401052515618
1228 => 0.60222937833643
1229 => 0.59981118323862
1230 => 0.59630759794508
1231 => 0.60933622843598
]
'min_raw' => 0.22460666128092
'max_raw' => 0.60933622843598
'avg_raw' => 0.41697144485845
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.2246066'
'max' => '$0.609336'
'avg' => '$0.416971'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.07746103276755
'max_diff' => 0.28084397847382
'year' => 2032
]
7 => [
'items' => [
101 => 0.59439995493443
102 => 0.57319979512352
103 => 0.56156896815964
104 => 0.57688537933772
105 => 0.58623857717509
106 => 0.59242044597049
107 => 0.59429107573278
108 => 0.54727567109935
109 => 0.5219369755958
110 => 0.53817878890484
111 => 0.55799492209194
112 => 0.54507087599973
113 => 0.54557747413809
114 => 0.52715118079017
115 => 0.55962524018841
116 => 0.55489404288391
117 => 0.57943950286897
118 => 0.57358153185391
119 => 0.59359740162246
120 => 0.58832655230755
121 => 0.61020555312449
122 => 0.61893367890067
123 => 0.63358956050318
124 => 0.64437048667015
125 => 0.65070125272165
126 => 0.65032117727403
127 => 0.67540682634521
128 => 0.66061469551375
129 => 0.6420322929519
130 => 0.64169619591628
131 => 0.65132028551775
201 => 0.67148973708238
202 => 0.67671938241951
203 => 0.67964204072162
204 => 0.67516588779347
205 => 0.6591100899375
206 => 0.65217727782803
207 => 0.6580842346082
208 => 0.65086053405663
209 => 0.66333066782103
210 => 0.68045482495639
211 => 0.67691875422419
212 => 0.68873930852457
213 => 0.70097233866688
214 => 0.71846612119015
215 => 0.72303964373462
216 => 0.73059950258515
217 => 0.73838108062661
218 => 0.74088031377412
219 => 0.74565212531921
220 => 0.74562697551694
221 => 0.76000715078805
222 => 0.77586892942903
223 => 0.78185638366498
224 => 0.7956242045304
225 => 0.77204729378036
226 => 0.7899306514163
227 => 0.80606188765339
228 => 0.78682956279872
301 => 0.81333684205391
302 => 0.8143660596406
303 => 0.82990602325626
304 => 0.81415329303499
305 => 0.8047993721141
306 => 0.83180379132587
307 => 0.84487037915122
308 => 0.84093461655881
309 => 0.81098326889798
310 => 0.79355029988565
311 => 0.74792485741179
312 => 0.80197016489451
313 => 0.82829405764612
314 => 0.81091509637514
315 => 0.81968003356641
316 => 0.86749868884158
317 => 0.88570493674172
318 => 0.88191816444977
319 => 0.88255806663153
320 => 0.89238182753167
321 => 0.93594579340683
322 => 0.90984125524961
323 => 0.92979719655242
324 => 0.94038175586294
325 => 0.95021328443444
326 => 0.92607015754934
327 => 0.8946603042048
328 => 0.88471148515464
329 => 0.80918710117863
330 => 0.8052557290069
331 => 0.80304893067415
401 => 0.78913537934392
402 => 0.77820313924082
403 => 0.76950941602279
404 => 0.74669449013314
405 => 0.75439385788172
406 => 0.71803162785874
407 => 0.74129489402914
408 => 0.6832598969157
409 => 0.73159316703102
410 => 0.70528756555138
411 => 0.72295106945808
412 => 0.72288944315695
413 => 0.69036533224571
414 => 0.67160610383298
415 => 0.68356021429766
416 => 0.69637596963427
417 => 0.69845528282026
418 => 0.71507124413961
419 => 0.71970840178495
420 => 0.70565759763139
421 => 0.68205725059563
422 => 0.68753907294543
423 => 0.67149501487803
424 => 0.64337842024069
425 => 0.66357224937787
426 => 0.6704673105053
427 => 0.67351256230214
428 => 0.64586312068903
429 => 0.6371750658356
430 => 0.63254961833148
501 => 0.6784880548902
502 => 0.68100466614504
503 => 0.66812932715229
504 => 0.72632708028927
505 => 0.71315513636398
506 => 0.72787142493314
507 => 0.68704165502493
508 => 0.68860140722
509 => 0.66927193981937
510 => 0.68009514996824
511 => 0.67244565388336
512 => 0.67922074154526
513 => 0.68328170115507
514 => 0.7026079967803
515 => 0.73181384228281
516 => 0.69972129268906
517 => 0.68573810925729
518 => 0.69441319761395
519 => 0.71751610109752
520 => 0.75251818249099
521 => 0.73179624582352
522 => 0.74099228943524
523 => 0.74300121586089
524 => 0.72772162693009
525 => 0.75308156272945
526 => 0.76667215834807
527 => 0.78061329727527
528 => 0.79271799758392
529 => 0.77504489981553
530 => 0.79395764776676
531 => 0.77871731146751
601 => 0.76504515429007
602 => 0.76506588930889
603 => 0.75648914539313
604 => 0.73987062331709
605 => 0.73680591287239
606 => 0.75274892363596
607 => 0.7655337084596
608 => 0.76658672457267
609 => 0.773665038357
610 => 0.77785391154214
611 => 0.81891056325343
612 => 0.83542388821016
613 => 0.85561606938599
614 => 0.86348206192295
615 => 0.88715587934481
616 => 0.86803734908321
617 => 0.86390093479993
618 => 0.80647599738116
619 => 0.81587932766648
620 => 0.83093496673969
621 => 0.80672425932414
622 => 0.82208038064264
623 => 0.82511200427803
624 => 0.80590158875051
625 => 0.81616270171681
626 => 0.78891222788627
627 => 0.73240782814536
628 => 0.753144468279
629 => 0.76841361529495
630 => 0.74662265983094
701 => 0.78568210407374
702 => 0.76286438309769
703 => 0.75563226099204
704 => 0.72741717422023
705 => 0.74073360907824
706 => 0.75874427789668
707 => 0.74761577853187
708 => 0.77070908566643
709 => 0.80341536732903
710 => 0.82672381133453
711 => 0.82851314424318
712 => 0.8135273762921
713 => 0.83754216507159
714 => 0.83771708659031
715 => 0.81062830674375
716 => 0.79403657991869
717 => 0.79026690467474
718 => 0.79968429252248
719 => 0.81111873991534
720 => 0.82914767649377
721 => 0.84004218527833
722 => 0.86844928618747
723 => 0.87613543319807
724 => 0.88458017846856
725 => 0.89586496241292
726 => 0.90941523889734
727 => 0.8797680053671
728 => 0.88094594522461
729 => 0.85333885185514
730 => 0.82383671333218
731 => 0.84622515897762
801 => 0.87549507344892
802 => 0.86878052272882
803 => 0.86802499860699
804 => 0.869295580615
805 => 0.86423302864877
806 => 0.84133529373245
807 => 0.82983619460488
808 => 0.84467296621251
809 => 0.85255805001323
810 => 0.86478712733657
811 => 0.86327963543197
812 => 0.89478042530988
813 => 0.90702067972199
814 => 0.90388909885336
815 => 0.90446538509889
816 => 0.92662578104127
817 => 0.95127269896222
818 => 0.97435779004247
819 => 0.99784093621702
820 => 0.9695310869408
821 => 0.9551570913871
822 => 0.96998738572438
823 => 0.96211822279751
824 => 1.0073367671206
825 => 1.0104676010203
826 => 1.055682875528
827 => 1.0985975551705
828 => 1.0716436137834
829 => 1.0970599664792
830 => 1.1245498241454
831 => 1.1775822196523
901 => 1.1597227745477
902 => 1.1460427194909
903 => 1.1331151335636
904 => 1.1600153876817
905 => 1.1946221348625
906 => 1.202076096746
907 => 1.2141543626297
908 => 1.201455542913
909 => 1.2167498725327
910 => 1.2707455767591
911 => 1.2561554608438
912 => 1.235435150766
913 => 1.2780595734502
914 => 1.2934851863214
915 => 1.4017502159073
916 => 1.5384392879648
917 => 1.4818491145842
918 => 1.4467217678133
919 => 1.4549775275363
920 => 1.5048917494346
921 => 1.5209226133101
922 => 1.4773451991263
923 => 1.4927374785199
924 => 1.577550451314
925 => 1.6230498900921
926 => 1.5612555408416
927 => 1.3907673820587
928 => 1.2335695135493
929 => 1.2752654669903
930 => 1.2705384398462
1001 => 1.3616593984797
1002 => 1.2558074914045
1003 => 1.2575897660473
1004 => 1.3505950096066
1005 => 1.3257828051385
1006 => 1.2855902116073
1007 => 1.2338629639619
1008 => 1.1382403624982
1009 => 1.0535447577482
1010 => 1.2196523428957
1011 => 1.2124894817771
1012 => 1.2021165974009
1013 => 1.225200329117
1014 => 1.3372883778988
1015 => 1.3347043855808
1016 => 1.3182663448179
1017 => 1.3307344538583
1018 => 1.2834044918101
1019 => 1.2956025007131
1020 => 1.2335446126038
1021 => 1.2615973697956
1022 => 1.285503976353
1023 => 1.2903035815627
1024 => 1.3011173371742
1025 => 1.2087149794506
1026 => 1.2502009252778
1027 => 1.2745700317439
1028 => 1.1644695221745
1029 => 1.2723936986698
1030 => 1.2071064599793
1031 => 1.1849469905863
1101 => 1.2147817968359
1102 => 1.2031551438251
1103 => 1.1931592303064
1104 => 1.1875813388114
1105 => 1.2094887277737
1106 => 1.2084667218936
1107 => 1.1726219815104
1108 => 1.125863978899
1109 => 1.1415574993545
1110 => 1.1358558962455
1111 => 1.1151925510569
1112 => 1.1291171508122
1113 => 1.0678002605687
1114 => 0.96230773787942
1115 => 1.0319993296913
1116 => 1.0293162792164
1117 => 1.0279633635003
1118 => 1.0803346686129
1119 => 1.0753003760379
1120 => 1.0661630857183
1121 => 1.1150247375547
1122 => 1.0971895773525
1123 => 1.1521533386035
1124 => 1.1883560265966
1125 => 1.1791738538872
1126 => 1.2132226569275
1127 => 1.1419190463693
1128 => 1.1656032455924
1129 => 1.1704845262274
1130 => 1.1144217923556
1201 => 1.0761240485633
1202 => 1.0735700256786
1203 => 1.0071670156969
1204 => 1.0426389676428
1205 => 1.073852817426
1206 => 1.0589038056724
1207 => 1.0541713951403
1208 => 1.0783482542144
1209 => 1.0802270032253
1210 => 1.0373913266768
1211 => 1.0462982202607
1212 => 1.0834414471534
1213 => 1.0453623062427
1214 => 0.97138075564565
1215 => 0.95303230822262
1216 => 0.95058428710741
1217 => 0.90082184246243
1218 => 0.95425843921594
1219 => 0.93093193272128
1220 => 1.0046200872435
1221 => 0.96252980857789
1222 => 0.96071538078939
1223 => 0.95797260706839
1224 => 0.91514001530176
1225 => 0.92451763074544
1226 => 0.95569025273139
1227 => 0.9668129954407
1228 => 0.96565280225017
1229 => 0.95553748987749
1230 => 0.96016822808292
1231 => 0.94525100686708
]
'min_raw' => 0.5219369755958
'max_raw' => 1.6230498900921
'avg_raw' => 1.072493432844
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.521936'
'max' => '$1.62'
'avg' => '$1.07'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.29733031431489
'max_diff' => 1.0137136616562
'year' => 2033
]
8 => [
'items' => [
101 => 0.93998342558066
102 => 0.92335749007833
103 => 0.8989219579218
104 => 0.90231986854
105 => 0.85390668543314
106 => 0.82752861379442
107 => 0.82022751122221
108 => 0.81046417172859
109 => 0.82133030639728
110 => 0.85376953696819
111 => 0.81464094253299
112 => 0.7475577119256
113 => 0.75158952838937
114 => 0.7606478229264
115 => 0.74376775098325
116 => 0.72779217952612
117 => 0.74168164276902
118 => 0.71325759361806
119 => 0.76408273346879
120 => 0.76270805587164
121 => 0.78165252500242
122 => 0.79349889032955
123 => 0.76619685355685
124 => 0.75933046514107
125 => 0.76324187204265
126 => 0.69859502872607
127 => 0.77636949870456
128 => 0.77704209555059
129 => 0.7712829130095
130 => 0.81269541725568
131 => 0.90008871809911
201 => 0.86720784293443
202 => 0.85447537424096
203 => 0.83027094194728
204 => 0.86252191086162
205 => 0.86004553964249
206 => 0.84884644985367
207 => 0.84207320540611
208 => 0.85455311597976
209 => 0.84052680637698
210 => 0.83800729575511
211 => 0.82274180264117
212 => 0.81729271613518
213 => 0.81325842942052
214 => 0.80881707614851
215 => 0.81861359475028
216 => 0.79641339475931
217 => 0.76964212988264
218 => 0.76741638887725
219 => 0.77356185548229
220 => 0.77084294398574
221 => 0.76740337177504
222 => 0.76083629171306
223 => 0.75888797934214
224 => 0.76521904936086
225 => 0.75807164043404
226 => 0.76861803164507
227 => 0.76574999679411
228 => 0.74972938725811
301 => 0.72976177618692
302 => 0.7295840225649
303 => 0.72528203351306
304 => 0.71980280364715
305 => 0.71827860724626
306 => 0.74051191091556
307 => 0.78653418412425
308 => 0.77749891067372
309 => 0.78402782171379
310 => 0.81614360213019
311 => 0.82635224296935
312 => 0.81910639150663
313 => 0.80918782311979
314 => 0.80962418979123
315 => 0.84351894052388
316 => 0.84563291455092
317 => 0.85097424492341
318 => 0.85783936391183
319 => 0.82027555095597
320 => 0.80785493757906
321 => 0.80196936189169
322 => 0.78384406677902
323 => 0.80339064361267
324 => 0.79200169035958
325 => 0.79353844925546
326 => 0.79253763300849
327 => 0.79308414635424
328 => 0.76406852680638
329 => 0.77464029355355
330 => 0.7570626809085
331 => 0.73352823075639
401 => 0.73344933502724
402 => 0.73920935836073
403 => 0.73578307109224
404 => 0.7265630201506
405 => 0.72787268486945
406 => 0.71639864383839
407 => 0.72926584119484
408 => 0.72963482637398
409 => 0.72468025451077
410 => 0.74450394736945
411 => 0.75262573050825
412 => 0.74936452517067
413 => 0.75239691564806
414 => 0.7778743670774
415 => 0.78202830331953
416 => 0.78387320740465
417 => 0.78140128033354
418 => 0.75286259669057
419 => 0.75412840866599
420 => 0.7448407202698
421 => 0.73699360228752
422 => 0.7373074458541
423 => 0.74134188455093
424 => 0.75896051495667
425 => 0.79603788397056
426 => 0.79744494302143
427 => 0.7991503396379
428 => 0.79221363453506
429 => 0.79012145790072
430 => 0.79288157891802
501 => 0.80680588928419
502 => 0.84262299595937
503 => 0.82996283831624
504 => 0.81966993308528
505 => 0.82869958592016
506 => 0.82730954164299
507 => 0.81557616905255
508 => 0.81524685236315
509 => 0.79272675897596
510 => 0.78440159320844
511 => 0.77744446156524
512 => 0.76984745543138
513 => 0.76534369554128
514 => 0.77226351765474
515 => 0.77384616284502
516 => 0.75871585085615
517 => 0.75665364524049
518 => 0.76900938462107
519 => 0.76357208438807
520 => 0.76916448251626
521 => 0.77046196685271
522 => 0.77025304199094
523 => 0.76457587607774
524 => 0.76819433233529
525 => 0.75963560457245
526 => 0.7503292736097
527 => 0.74439241426038
528 => 0.73921171706797
529 => 0.74208626897421
530 => 0.73183901630092
531 => 0.72856071393429
601 => 0.76696848077307
602 => 0.79534071108996
603 => 0.79492816762451
604 => 0.79241691537619
605 => 0.78868570392409
606 => 0.80653292792619
607 => 0.80031531195037
608 => 0.80483914707198
609 => 0.80599065297519
610 => 0.80947591453282
611 => 0.81072159597132
612 => 0.80695628148279
613 => 0.79431942616483
614 => 0.76282958418863
615 => 0.74817097774351
616 => 0.74333339345821
617 => 0.7435092304591
618 => 0.73865886100362
619 => 0.74008751218657
620 => 0.73816203442505
621 => 0.73451564536784
622 => 0.74186111472518
623 => 0.74270761164083
624 => 0.74099309132101
625 => 0.74139692292287
626 => 0.72720142695591
627 => 0.72828067968328
628 => 0.72227126335248
629 => 0.72114457023505
630 => 0.70595328905051
701 => 0.67903973242068
702 => 0.69395245535576
703 => 0.67593998309635
704 => 0.66911838691821
705 => 0.70141076224963
706 => 0.69816950341742
707 => 0.69262187723803
708 => 0.68441578189212
709 => 0.68137206130455
710 => 0.66287937853935
711 => 0.66178673218696
712 => 0.67095220510983
713 => 0.66672265472059
714 => 0.66078276411811
715 => 0.63926908247297
716 => 0.61508058136863
717 => 0.61581068017348
718 => 0.6235045923317
719 => 0.64587567959717
720 => 0.63713490877881
721 => 0.63079337926131
722 => 0.62960580140835
723 => 0.64447082460068
724 => 0.66550794673647
725 => 0.6753780937635
726 => 0.66559707782054
727 => 0.65436117335255
728 => 0.65504505079535
729 => 0.65959458103979
730 => 0.66007267234159
731 => 0.65275925360258
801 => 0.65481793813901
802 => 0.6516906080781
803 => 0.63249818926691
804 => 0.63215105927044
805 => 0.62744093017461
806 => 0.62729830933751
807 => 0.61928520474874
808 => 0.6181641160248
809 => 0.60225361050312
810 => 0.61272595341894
811 => 0.60570165561369
812 => 0.59511438195683
813 => 0.5932891319878
814 => 0.59323426276968
815 => 0.6041050255442
816 => 0.61259892222665
817 => 0.60582384628137
818 => 0.60428129281796
819 => 0.62075172815824
820 => 0.61865571512983
821 => 0.61684058136507
822 => 0.66362430318639
823 => 0.62659133678548
824 => 0.61044284966686
825 => 0.59045603034304
826 => 0.59696383949717
827 => 0.59833513050555
828 => 0.55027043292673
829 => 0.53077059110508
830 => 0.52407898022792
831 => 0.52022786356263
901 => 0.52198286578628
902 => 0.50443072104348
903 => 0.51622605259632
904 => 0.50102737889491
905 => 0.49847927178811
906 => 0.5256563831206
907 => 0.52943791939614
908 => 0.51330471081347
909 => 0.52366484245276
910 => 0.51990811470376
911 => 0.50128791653268
912 => 0.50057676192346
913 => 0.49123380101283
914 => 0.47661387634141
915 => 0.46993217846163
916 => 0.46645229219267
917 => 0.46788816108887
918 => 0.46716214183664
919 => 0.46242437511748
920 => 0.46743370507915
921 => 0.45463693702512
922 => 0.44954116087544
923 => 0.44723951700974
924 => 0.4358816488073
925 => 0.45395706798429
926 => 0.45751815327029
927 => 0.46108625499438
928 => 0.49214414445606
929 => 0.49059258006723
930 => 0.50461796649967
1001 => 0.50407296577394
1002 => 0.50007269836721
1003 => 0.48319622819028
1004 => 0.48992288840865
1005 => 0.4692192738116
1006 => 0.48473182957666
1007 => 0.4776525469453
1008 => 0.48233831699788
1009 => 0.47391287994449
1010 => 0.47857586468761
1011 => 0.45836261869916
1012 => 0.43948777400319
1013 => 0.44708356249991
1014 => 0.45534105327963
1015 => 0.47324539725958
1016 => 0.46258171769275
1017 => 0.46641678010335
1018 => 0.45356996300954
1019 => 0.42706330983313
1020 => 0.42721333461149
1021 => 0.42313586349913
1022 => 0.41961233313752
1023 => 0.46380656956872
1024 => 0.45831031766101
1025 => 0.44955275957774
1026 => 0.46127509908373
1027 => 0.46437467170765
1028 => 0.46446291218277
1029 => 0.47301522848896
1030 => 0.47757960123466
1031 => 0.47838409171421
1101 => 0.49184134620702
1102 => 0.49635204040754
1103 => 0.51493095144211
1104 => 0.47719234609668
1105 => 0.47641514435417
1106 => 0.46144005644009
1107 => 0.45194261893821
1108 => 0.46209035411126
1109 => 0.47107986217059
1110 => 0.46171938551365
1111 => 0.4629416661546
1112 => 0.4503759910217
1113 => 0.45486762861175
1114 => 0.45873643199321
1115 => 0.45660030616372
1116 => 0.45340242240731
1117 => 0.47034282502472
1118 => 0.46938698111908
1119 => 0.48516227349459
1120 => 0.49746024200328
1121 => 0.51950040009569
1122 => 0.49650034614684
1123 => 0.49566213276401
1124 => 0.50385580303483
1125 => 0.49635078599931
1126 => 0.50109369770138
1127 => 0.51873624369535
1128 => 0.51910900289145
1129 => 0.51286480608379
1130 => 0.51248484614058
1201 => 0.51368411244151
1202 => 0.52070825262451
1203 => 0.51825380221454
1204 => 0.52109415436804
1205 => 0.52464605822899
1206 => 0.53933823857395
1207 => 0.54288047351497
1208 => 0.53427467904653
1209 => 0.53505168593203
1210 => 0.53183288256649
1211 => 0.52872355884687
1212 => 0.53571286448832
1213 => 0.54848595792322
1214 => 0.54840649717188
1215 => 0.55136960657532
1216 => 0.55321559918594
1217 => 0.54529124755198
1218 => 0.54013278602476
1219 => 0.54211086841574
1220 => 0.54527386523593
1221 => 0.54108515117675
1222 => 0.51523046760242
1223 => 0.52307312699529
1224 => 0.52176772498586
1225 => 0.51990867378213
1226 => 0.52779452844716
1227 => 0.52703391852705
1228 => 0.50425069842968
1229 => 0.50570920626034
1230 => 0.50433939512159
1231 => 0.50876553514787
]
'min_raw' => 0.41961233313752
'max_raw' => 0.93998342558066
'avg_raw' => 0.67979787935909
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.419612'
'max' => '$0.939983'
'avg' => '$0.679797'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.10232464245828
'max_diff' => -0.68306646451149
'year' => 2034
]
9 => [
'items' => [
101 => 0.49611175991254
102 => 0.50000397595045
103 => 0.50244513736217
104 => 0.50388300018756
105 => 0.50907754666463
106 => 0.50846802659078
107 => 0.50903965804103
108 => 0.5167417991571
109 => 0.55569658586654
110 => 0.55781680895824
111 => 0.54737605501954
112 => 0.55154693028329
113 => 0.54353976184704
114 => 0.54891502766166
115 => 0.55259264801507
116 => 0.53597418880372
117 => 0.53499015150214
118 => 0.52694993463345
119 => 0.53127029175752
120 => 0.52439629292845
121 => 0.52608293179883
122 => 0.52136694247871
123 => 0.52985478431082
124 => 0.5393455103564
125 => 0.54174324255564
126 => 0.53543584142805
127 => 0.53086886733369
128 => 0.52285076527877
129 => 0.53618504769115
130 => 0.54008439822343
131 => 0.53616456606281
201 => 0.53525625530117
202 => 0.53353500804915
203 => 0.53562142604255
204 => 0.540063161523
205 => 0.5379685210964
206 => 0.53935206800098
207 => 0.53407941390807
208 => 0.54529387084211
209 => 0.56310512735939
210 => 0.56316239346153
211 => 0.56106774174403
212 => 0.56021065539113
213 => 0.56235989516738
214 => 0.56352576957957
215 => 0.57047601691278
216 => 0.57793390921138
217 => 0.61273663843564
218 => 0.60296417133484
219 => 0.63384322312623
220 => 0.65826454395018
221 => 0.66558743025035
222 => 0.65885071942262
223 => 0.63580479559093
224 => 0.63467405262136
225 => 0.66911439256397
226 => 0.65938341906268
227 => 0.65822595072841
228 => 0.64591244322531
301 => 0.65319125121721
302 => 0.65159926913571
303 => 0.64908624753763
304 => 0.66297370614003
305 => 0.68896978890173
306 => 0.6849180556136
307 => 0.68189362466851
308 => 0.66864144866573
309 => 0.67662221860007
310 => 0.67378041928803
311 => 0.68599059258296
312 => 0.6787575564115
313 => 0.65930969736773
314 => 0.66240683302144
315 => 0.66193870719795
316 => 0.67157270347351
317 => 0.66868081692208
318 => 0.66137401993566
319 => 0.68888093711699
320 => 0.68709479091674
321 => 0.68962713785882
322 => 0.69074195529815
323 => 0.70748493106017
324 => 0.71434399251441
325 => 0.71590111954929
326 => 0.72241669743196
327 => 0.71573900603602
328 => 0.74245453273308
329 => 0.76021879909243
330 => 0.7808529086096
331 => 0.81100488853997
401 => 0.8223423119152
402 => 0.8202943078598
403 => 0.84315519492322
404 => 0.88423570080721
405 => 0.82859785263557
406 => 0.88718464185955
407 => 0.86863674080825
408 => 0.8246600010781
409 => 0.82182841749118
410 => 0.85160997621688
411 => 0.9176626071017
412 => 0.90111717222779
413 => 0.91768966950591
414 => 0.89835697113096
415 => 0.89739693970787
416 => 0.91675072349723
417 => 0.96197189424091
418 => 0.94048901111082
419 => 0.90968803032479
420 => 0.93243099522086
421 => 0.91272893426585
422 => 0.86833467667457
423 => 0.90110452024556
424 => 0.87919225908105
425 => 0.88558742180873
426 => 0.93164373557366
427 => 0.92610211805157
428 => 0.93327348426512
429 => 0.92061621060554
430 => 0.90879232113864
501 => 0.8867221533951
502 => 0.88018826477236
503 => 0.881993996523
504 => 0.88018736994138
505 => 0.86783931392419
506 => 0.86517275240294
507 => 0.86072836637613
508 => 0.86210586744639
509 => 0.85374912146498
510 => 0.86952002772372
511 => 0.87244724689809
512 => 0.88392399728876
513 => 0.88511555158698
514 => 0.91707813806368
515 => 0.89947368254176
516 => 0.91128427120142
517 => 0.91022782098613
518 => 0.82561311037719
519 => 0.83727227093719
520 => 0.85541026592241
521 => 0.84723912376704
522 => 0.83568704051214
523 => 0.82635811390029
524 => 0.81222383615162
525 => 0.83211756065811
526 => 0.85827569292241
527 => 0.88577896498869
528 => 0.91882234429056
529 => 0.91144744669772
530 => 0.88516124199714
531 => 0.88634042193792
601 => 0.89362964834164
602 => 0.88418943785277
603 => 0.8814053354848
604 => 0.89324715542908
605 => 0.89332870353489
606 => 0.88246660047989
607 => 0.87039536067814
608 => 0.87034478174261
609 => 0.86819682121424
610 => 0.89873908853724
611 => 0.91553424739336
612 => 0.91745978528947
613 => 0.91540464335107
614 => 0.9161955859175
615 => 0.90642285303519
616 => 0.92876042239023
617 => 0.94925958498707
618 => 0.94376537151039
619 => 0.93552876446037
620 => 0.92896791021628
621 => 0.94221984275743
622 => 0.94162975506185
623 => 0.94908054268487
624 => 0.94874253192045
625 => 0.94623711228113
626 => 0.94376546098681
627 => 0.95356527898597
628 => 0.95074308878248
629 => 0.94791651493808
630 => 0.94224738836635
701 => 0.94301791682167
702 => 0.93478273193799
703 => 0.93097275859437
704 => 0.87367990091071
705 => 0.85836937723951
706 => 0.86318637966092
707 => 0.86477226193146
708 => 0.85810910240878
709 => 0.86766236153906
710 => 0.86617349622301
711 => 0.87196580021068
712 => 0.86834702015179
713 => 0.86849553614768
714 => 0.87913759669562
715 => 0.88222703214725
716 => 0.88065572034175
717 => 0.88175621326891
718 => 0.90711660828618
719 => 0.9035111710945
720 => 0.90159585444545
721 => 0.90212641024675
722 => 0.90860653490666
723 => 0.91042061600975
724 => 0.90273422690275
725 => 0.9063591724401
726 => 0.92179373046402
727 => 0.92719495225207
728 => 0.94443305946598
729 => 0.93711000513859
730 => 0.95055178829089
731 => 0.99186724705949
801 => 1.0248728943361
802 => 0.99451953708447
803 => 1.0551302050642
804 => 1.1023243041703
805 => 1.1005129160408
806 => 1.0922835332424
807 => 1.0385543061301
808 => 0.98911187028372
809 => 1.0304725673059
810 => 1.0305780042286
811 => 1.0270250836734
812 => 1.0049581992449
813 => 1.026257203928
814 => 1.0279478415731
815 => 1.0270015340687
816 => 1.0100829055159
817 => 0.98425128680109
818 => 0.98929872326581
819 => 0.99756652715994
820 => 0.98191384954378
821 => 0.97691187061623
822 => 0.98621150110797
823 => 1.0161768482073
824 => 1.0105120729156
825 => 1.0103641427396
826 => 1.034600453676
827 => 1.0172524855688
828 => 0.98936238760376
829 => 0.9823197700424
830 => 0.95732322217519
831 => 0.97458842682172
901 => 0.9752097708003
902 => 0.96575379466151
903 => 0.99012968795257
904 => 0.9899050598046
905 => 1.0130463426115
906 => 1.0572837838695
907 => 1.0442005956973
908 => 1.0289862712997
909 => 1.0306404902092
910 => 1.0487831886859
911 => 1.0378136990294
912 => 1.0417584039918
913 => 1.0487772179025
914 => 1.0530118426021
915 => 1.0300311928821
916 => 1.0246733041408
917 => 1.0137129441396
918 => 1.0108535908001
919 => 1.0197805753257
920 => 1.0174286302982
921 => 0.97515754924486
922 => 0.97073998608071
923 => 0.97087546643613
924 => 0.9597672938162
925 => 0.9428246643039
926 => 0.98734888307037
927 => 0.98377296518738
928 => 0.97982542859862
929 => 0.98030897930641
930 => 0.99963543360715
1001 => 0.98842511410339
1002 => 1.0182295858394
1003 => 1.0121026824549
1004 => 1.0058186471175
1005 => 1.0049500020175
1006 => 1.0025311845413
1007 => 0.99423615941309
1008 => 0.98421941811706
1009 => 0.97760549787815
1010 => 0.9017893957615
1011 => 0.91586042331237
1012 => 0.93204785789513
1013 => 0.93763569544603
1014 => 0.92807731264863
1015 => 0.99461358262496
1016 => 1.0067704003091
1017 => 0.96994660657428
1018 => 0.96305837827208
1019 => 0.99506517372569
1020 => 0.97576116339555
1021 => 0.98445375806521
1022 => 0.96566512298448
1023 => 1.0038421789222
1024 => 1.00355133372
1025 => 0.9886995966923
1026 => 1.0012521831278
1027 => 0.99907086233064
1028 => 0.98230328780461
1029 => 1.0043737409424
1030 => 1.0043846876118
1031 => 0.99009021362729
1101 => 0.97339739747609
1102 => 0.97041311621497
1103 => 0.9681648611665
1104 => 0.98390082514383
1105 => 0.99800964124082
1106 => 1.0242626501252
1107 => 1.0308632803148
1108 => 1.0566259793738
1109 => 1.0412855464472
1110 => 1.0480857616717
1111 => 1.0554683572471
1112 => 1.0590078450519
1113 => 1.0532404396133
1114 => 1.0932605156019
1115 => 1.0966394361988
1116 => 1.0977723590474
1117 => 1.0842778145945
1118 => 1.0962641285061
1119 => 1.0906561291719
1120 => 1.1052465854926
1121 => 1.1075345553439
1122 => 1.1055967262767
1123 => 1.1063229640207
1124 => 1.0721728891896
1125 => 1.0704020276536
1126 => 1.0462562049558
1127 => 1.0560958061821
1128 => 1.0377011433139
1129 => 1.0435342803955
1130 => 1.0461054716408
1201 => 1.0447624272481
1202 => 1.0566521224722
1203 => 1.0465434526274
1204 => 1.0198650108879
1205 => 0.9931793006247
1206 => 0.99284428327006
1207 => 0.98581840679968
1208 => 0.98073998496505
1209 => 0.9817182691771
1210 => 0.98516587033995
1211 => 0.98053960411807
1212 => 0.98152685257416
1213 => 0.99792175494727
1214 => 1.0012096356951
1215 => 0.99003613225603
1216 => 0.94517290361929
1217 => 0.93416335478095
1218 => 0.94207680015711
1219 => 0.93829468295846
1220 => 0.75727704004494
1221 => 0.79980445017482
1222 => 0.77453610717003
1223 => 0.7861809221672
1224 => 0.76038848716501
1225 => 0.7726979890454
1226 => 0.77042487351912
1227 => 0.83880769053042
1228 => 0.83773998690028
1229 => 0.83825104012641
1230 => 0.81385713810112
1231 => 0.85271728639403
]
'min_raw' => 0.49611175991254
'max_raw' => 1.1075345553439
'avg_raw' => 0.80182315762824
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.496111'
'max' => '$1.10'
'avg' => '$0.801823'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.076499426775017
'max_diff' => 0.16755112976327
'year' => 2035
]
10 => [
'items' => [
101 => 0.87186119280885
102 => 0.86831816523003
103 => 0.86920986894009
104 => 0.85388744484562
105 => 0.8383993946848
106 => 0.82122076346263
107 => 0.85313653693044
108 => 0.84958804774124
109 => 0.85772700523515
110 => 0.87842666571563
111 => 0.88147476935175
112 => 0.8855714515495
113 => 0.8841030826033
114 => 0.91908558811644
115 => 0.9148489758768
116 => 0.92505799241782
117 => 0.904057270833
118 => 0.88029296095298
119 => 0.88480977934735
120 => 0.88437477341401
121 => 0.87883664860606
122 => 0.87383707715573
123 => 0.86551419931146
124 => 0.8918490163649
125 => 0.89077987088555
126 => 0.9080880934505
127 => 0.90502869698904
128 => 0.88459729865811
129 => 0.88532701004655
130 => 0.89023466982115
131 => 0.90722013633572
201 => 0.912262579256
202 => 0.90992671878872
203 => 0.91545552725453
204 => 0.91982527203823
205 => 0.91600429992159
206 => 0.97010120737613
207 => 0.94763639977778
208 => 0.95858559069209
209 => 0.96119690820878
210 => 0.95450807329988
211 => 0.9559586420824
212 => 0.95815585853158
213 => 0.97149692655192
214 => 1.0065077493065
215 => 1.0220138043777
216 => 1.0686645361148
217 => 1.0207262423587
218 => 1.0178817823956
219 => 1.0262849878986
220 => 1.0536739059098
221 => 1.0758700514476
222 => 1.0832337934488
223 => 1.0842070335164
224 => 1.0980219030431
225 => 1.1059403286237
226 => 1.0963444145154
227 => 1.0882128820427
228 => 1.0590867420485
229 => 1.0624581720607
301 => 1.0856839815583
302 => 1.118491805467
303 => 1.1466443314529
304 => 1.1367862980672
305 => 1.2119961341131
306 => 1.2194528821524
307 => 1.2184226006789
308 => 1.2354101824254
309 => 1.2016932921195
310 => 1.1872786682798
311 => 1.0899710116601
312 => 1.1173104940425
313 => 1.1570500372768
314 => 1.1517903597141
315 => 1.1229304411763
316 => 1.1466224386168
317 => 1.1387891233457
318 => 1.1326106625869
319 => 1.1609153890767
320 => 1.1297931796071
321 => 1.1567395694301
322 => 1.1221805457573
323 => 1.1368313287334
324 => 1.1285148357375
325 => 1.1338966259369
326 => 1.1024347903995
327 => 1.1194108331626
328 => 1.1017285312085
329 => 1.1017201474951
330 => 1.1013298096994
331 => 1.122132959533
401 => 1.1228113495023
402 => 1.1074377903434
403 => 1.1052222202884
404 => 1.1134143440088
405 => 1.1038235126529
406 => 1.1083110022803
407 => 1.1039594341422
408 => 1.1029798044963
409 => 1.0951739488072
410 => 1.0918109715499
411 => 1.0931296815857
412 => 1.0886282443917
413 => 1.0859159656583
414 => 1.1007902691922
415 => 1.0928435288417
416 => 1.0995723172612
417 => 1.0919040136164
418 => 1.0653223322627
419 => 1.0500349262199
420 => 0.99982459426588
421 => 1.0140641821223
422 => 1.0235050436031
423 => 1.02038483894
424 => 1.0270882459152
425 => 1.0274997806607
426 => 1.0253204347199
427 => 1.022797031312
428 => 1.021568778086
429 => 1.0307231713437
430 => 1.0360376047525
501 => 1.0244525603551
502 => 1.0217383465448
503 => 1.0334514660584
504 => 1.0405964621952
505 => 1.0933510992429
506 => 1.0894428653352
507 => 1.0992517654914
508 => 1.0981474338637
509 => 1.1084287239077
510 => 1.1252342879324
511 => 1.0910638773606
512 => 1.096994679112
513 => 1.0955405834848
514 => 1.1114160182584
515 => 1.1114655796329
516 => 1.1019474634494
517 => 1.1071073886463
518 => 1.1042272599565
519 => 1.1094320417717
520 => 1.0893906684886
521 => 1.1137988978148
522 => 1.1276367910112
523 => 1.1278289301717
524 => 1.1343879817224
525 => 1.1410523579727
526 => 1.1538440478402
527 => 1.140695604685
528 => 1.1170428354239
529 => 1.1187504889666
530 => 1.104882879003
531 => 1.1051159960319
601 => 1.1038715990621
602 => 1.1076061280424
603 => 1.090210187589
604 => 1.0942929800429
605 => 1.0885770466987
606 => 1.0969822537892
607 => 1.0879396403903
608 => 1.0955398822758
609 => 1.0988198947216
610 => 1.1109232112603
611 => 1.0861519706966
612 => 1.0356417343218
613 => 1.0462595983852
614 => 1.0305549434202
615 => 1.0320084690291
616 => 1.0349448220858
617 => 1.0254271411139
618 => 1.0272428147068
619 => 1.0271779460693
620 => 1.0266189431968
621 => 1.0241430267857
622 => 1.0205524581445
623 => 1.0348561784923
624 => 1.0372866593056
625 => 1.0426893170809
626 => 1.0587639619622
627 => 1.0571577258723
628 => 1.059777563577
629 => 1.0540584725774
630 => 1.0322737612578
701 => 1.0334567758919
702 => 1.0187045644485
703 => 1.0423120698668
704 => 1.0367215009799
705 => 1.0331172248497
706 => 1.0321337647142
707 => 1.048248255531
708 => 1.0530699637471
709 => 1.0500653987596
710 => 1.0439029483132
711 => 1.0557366749353
712 => 1.0589028809545
713 => 1.059611677717
714 => 1.0805787723994
715 => 1.0607835053944
716 => 1.0655484229105
717 => 1.1027229491657
718 => 1.0690107835862
719 => 1.0868688695647
720 => 1.085994809185
721 => 1.0951304016869
722 => 1.0852454239519
723 => 1.085367960098
724 => 1.093479747341
725 => 1.0820882051267
726 => 1.0792674990748
727 => 1.0753707138664
728 => 1.0838792018079
729 => 1.088979655523
730 => 1.1300855665964
731 => 1.1566418598071
801 => 1.1554889810816
802 => 1.1660241345342
803 => 1.1612779514128
804 => 1.1459512741341
805 => 1.1721120433598
806 => 1.1638336813637
807 => 1.1645161394684
808 => 1.1644907383437
809 => 1.1699951253641
810 => 1.1660947626905
811 => 1.1584067474967
812 => 1.163510410767
813 => 1.1786664660866
814 => 1.2257113268434
815 => 1.2520382541844
816 => 1.2241264127604
817 => 1.2433796272203
818 => 1.2318345591661
819 => 1.2297364768647
820 => 1.2418289183468
821 => 1.253942526047
822 => 1.2531709416051
823 => 1.2443770844554
824 => 1.2394096576874
825 => 1.2770246773847
826 => 1.3047387831425
827 => 1.3028488669276
828 => 1.3111903424667
829 => 1.3356811726419
830 => 1.337920307224
831 => 1.3376382277326
901 => 1.3320882990412
902 => 1.3562027018848
903 => 1.3763193609895
904 => 1.330803650902
905 => 1.3481354374589
906 => 1.3559162348396
907 => 1.367340753853
908 => 1.3866158324003
909 => 1.4075536801648
910 => 1.4105145214105
911 => 1.4084136628573
912 => 1.3946045894171
913 => 1.4175150322815
914 => 1.4309354323954
915 => 1.4389269735429
916 => 1.4591921922272
917 => 1.3559642863953
918 => 1.2828944438877
919 => 1.2714835328389
920 => 1.2946880691687
921 => 1.3008069203461
922 => 1.2983404191089
923 => 1.2160936681472
924 => 1.2710505207164
925 => 1.3301794731775
926 => 1.3324508570518
927 => 1.3620520469819
928 => 1.3716914078169
929 => 1.3955242456273
930 => 1.3940334951333
1001 => 1.3998364118768
1002 => 1.39850242181
1003 => 1.4426477352577
1004 => 1.491346571633
1005 => 1.4896602857821
1006 => 1.4826592518747
1007 => 1.4930569810809
1008 => 1.5433193991046
1009 => 1.5386920410918
1010 => 1.5431871252438
1011 => 1.6024493487596
1012 => 1.6794986692831
1013 => 1.6437015242746
1014 => 1.721371028592
1015 => 1.7702598644762
1016 => 1.854808050938
1017 => 1.8442222015844
1018 => 1.8771361901308
1019 => 1.825271321908
1020 => 1.7061791008493
1021 => 1.6873323010001
1022 => 1.7250640715752
1023 => 1.817823947722
1024 => 1.722142732971
1025 => 1.7414989180997
1026 => 1.7359243354805
1027 => 1.7356272896631
1028 => 1.7469643203378
1029 => 1.7305193660444
1030 => 1.6635196638622
1031 => 1.6942252325406
1101 => 1.6823683378713
1102 => 1.6955244464969
1103 => 1.7665225387572
1104 => 1.7351325897858
1105 => 1.7020658284568
1106 => 1.7435388852651
1107 => 1.7963483382706
1108 => 1.7930436176093
1109 => 1.7866310782601
1110 => 1.8227782268216
1111 => 1.8824827261243
1112 => 1.8986206123737
1113 => 1.9105332700785
1114 => 1.91217582431
1115 => 1.929095153736
1116 => 1.8381156551921
1117 => 1.9825024559006
1118 => 2.0074340677781
1119 => 2.0027479580546
1120 => 2.0304583953738
1121 => 2.0223052817685
1122 => 2.0104926993388
1123 => 2.0544196366688
1124 => 2.004060947741
1125 => 1.9325831287907
1126 => 1.8933689836435
1127 => 1.9450093332881
1128 => 1.9765442928162
1129 => 1.9973868950642
1130 => 2.003693853911
1201 => 1.8451781346786
1202 => 1.7597469536972
1203 => 1.8145073612358
1204 => 1.8813188377944
1205 => 1.8377445140664
1206 => 1.8394525450594
1207 => 1.7773270105542
1208 => 1.8868155690818
1209 => 1.870864007048
1210 => 1.9536207390969
1211 => 1.9338701808292
1212 => 2.0013550832172
1213 => 1.9835840467531
1214 => 2.0573506255505
1215 => 2.0867781109831
1216 => 2.136191439047
1217 => 2.1725400843191
1218 => 2.1938847040618
1219 => 2.1926032531541
1220 => 2.2771812704216
1221 => 2.2273085685698
1222 => 2.1646567009506
1223 => 2.1635235263294
1224 => 2.1959718163533
1225 => 2.2639745304896
1226 => 2.2816066448659
1227 => 2.2914605913849
1228 => 2.2763689292726
1229 => 2.2222356858212
1230 => 2.1988612257607
1231 => 2.2187769429556
]
'min_raw' => 0.82122076346263
'max_raw' => 2.2914605913849
'avg_raw' => 1.5563406774238
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.82122'
'max' => '$2.29'
'avg' => '$1.55'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.32510900355009
'max_diff' => 1.183926036041
'year' => 2036
]
11 => [
'items' => [
101 => 2.1944217322033
102 => 2.2364656588269
103 => 2.2942009501792
104 => 2.2822788408251
105 => 2.3221326649335
106 => 2.3633771801412
107 => 2.4223586892953
108 => 2.4377786398672
109 => 2.4632672317942
110 => 2.4895033654534
111 => 2.4979297045011
112 => 2.5140182002827
113 => 2.5139334059684
114 => 2.5624171708867
115 => 2.6158962650088
116 => 2.636083384996
117 => 2.6825025542823
118 => 2.6030113536012
119 => 2.6633063424469
120 => 2.7176939316673
121 => 2.6528508056617
122 => 2.7422219483497
123 => 2.7456920273009
124 => 2.7980860995967
125 => 2.7449746698352
126 => 2.7134372723805
127 => 2.8044845571413
128 => 2.8485394702745
129 => 2.835269771908
130 => 2.7342867121333
131 => 2.6755102399771
201 => 2.5216808752099
202 => 2.7038984027107
203 => 2.7926512449983
204 => 2.7340568637128
205 => 2.7636084614016
206 => 2.9248323962537
207 => 2.9862160321687
208 => 2.9734486650024
209 => 2.9756061398847
210 => 3.0087276356326
211 => 3.1556065881197
212 => 3.067593315162
213 => 3.1348761645437
214 => 3.1705627452495
215 => 3.2037104302437
216 => 3.1223101923313
217 => 3.0164096788143
218 => 2.9828665407823
219 => 2.728230807263
220 => 2.7149759115064
221 => 2.7075355368538
222 => 2.6606250271308
223 => 2.6237662163586
224 => 2.5944547215526
225 => 2.5175326060284
226 => 2.5434915619454
227 => 2.4208937646931
228 => 2.499327490776
301 => 2.3036584461339
302 => 2.4666174408489
303 => 2.3779262688618
304 => 2.4374800055097
305 => 2.4372722281329
306 => 2.3276149174347
307 => 2.2643668691137
308 => 2.3046709871547
309 => 2.3478802010395
310 => 2.3548907506191
311 => 2.4109126242967
312 => 2.4265471250539
313 => 2.3791738578544
314 => 2.2996036400997
315 => 2.3180859868807
316 => 2.2639923249461
317 => 2.1691952630884
318 => 2.2372801679125
319 => 2.2605273479014
320 => 2.2707946269471
321 => 2.1775726041262
322 => 2.1482802206072
323 => 2.1326852014087
324 => 2.2875698475856
325 => 2.2960547781355
326 => 2.2526446737939
327 => 2.4488624617326
328 => 2.4044523331528
329 => 2.4540693275222
330 => 2.3164089076331
331 => 2.3216677210572
401 => 2.2564970721757
402 => 2.292988280845
403 => 2.2671974707241
404 => 2.2900401517977
405 => 2.3037319606493
406 => 2.3688919156686
407 => 2.4673614628673
408 => 2.3591591912818
409 => 2.3120139120668
410 => 2.3412625781367
411 => 2.4191556302247
412 => 2.5371675914101
413 => 2.4673021351763
414 => 2.4983072382605
415 => 2.5050804739633
416 => 2.4535642730963
417 => 2.539067067218
418 => 2.5848887092113
419 => 2.6318922324436
420 => 2.6727040746574
421 => 2.613117991635
422 => 2.6768836417984
423 => 2.6254997839192
424 => 2.5794031514359
425 => 2.5794730609996
426 => 2.5505559700785
427 => 2.4945254626309
428 => 2.4841925773954
429 => 2.5379455512902
430 => 2.5810503459283
501 => 2.5846006632727
502 => 2.6084656923887
503 => 2.6225887707902
504 => 2.7610141385187
505 => 2.8166899665338
506 => 2.8847693151412
507 => 2.9112900581656
508 => 2.9911079864566
509 => 2.9266485268664
510 => 2.9127023173151
511 => 2.7190901315267
512 => 2.7507941161032
513 => 2.8015552543896
514 => 2.7199271640005
515 => 2.771701399156
516 => 2.7819227299039
517 => 2.7171534727245
518 => 2.7517495314984
519 => 2.6598726564114
520 => 2.4693641276737
521 => 2.5392791576702
522 => 2.5907601528923
523 => 2.5172904251495
524 => 2.6489820684574
525 => 2.5720505291042
526 => 2.5476669244944
527 => 2.4525377895288
528 => 2.4974350793764
529 => 2.5581593067625
530 => 2.520638794187
531 => 2.5984994915144
601 => 2.7087710036195
602 => 2.7873570499277
603 => 2.7933899107564
604 => 2.7428643478364
605 => 2.8238318848655
606 => 2.8244216449785
607 => 2.7330899324476
608 => 2.6771497670595
609 => 2.6644400437842
610 => 2.6961914244139
611 => 2.7347434621266
612 => 2.7955292805409
613 => 2.8322608775383
614 => 2.928037401574
615 => 2.9539517828499
616 => 2.9824238311226
617 => 3.0204712680695
618 => 3.0661569712868
619 => 2.9661992535358
620 => 2.9701707600066
621 => 2.8770915172457
622 => 2.777622997442
623 => 2.853107205047
624 => 2.9517927652471
625 => 2.9291541886993
626 => 2.9266068863736
627 => 2.9308907423228
628 => 2.9138219949125
629 => 2.8366206829734
630 => 2.7978506674233
701 => 2.8478738787687
702 => 2.8744589893218
703 => 2.9156901773244
704 => 2.9106075631183
705 => 3.0168146755066
706 => 3.0580835478443
707 => 3.0475252043057
708 => 3.0494681936175
709 => 3.1241835157267
710 => 3.2072823202901
711 => 3.2851153166167
712 => 3.3642903834851
713 => 3.2688417501198
714 => 3.2203788205502
715 => 3.2703801933264
716 => 3.243848761111
717 => 3.3963062403544
718 => 3.4068620654349
719 => 3.5593085202672
720 => 3.7039983588892
721 => 3.6131212636384
722 => 3.6988142712656
723 => 3.7914982456679
724 => 3.9703006697227
725 => 3.9100863036462
726 => 3.8639630429109
727 => 3.8203767843821
728 => 3.9110728692569
729 => 4.0277519335429
730 => 4.052883486452
731 => 4.0936062031567
801 => 4.0507912458786
802 => 4.1023571460073
803 => 4.2844074326662
804 => 4.2352158382086
805 => 4.1653558661354
806 => 4.3090670831573
807 => 4.3610756139343
808 => 4.7260987200062
809 => 5.1869554697745
810 => 4.9961577492219
811 => 4.8777234470709
812 => 4.9055583173756
813 => 5.0738476014055
814 => 5.127896778201
815 => 4.9809724838023
816 => 5.0328686284324
817 => 5.3188214876605
818 => 5.4722260221703
819 => 5.2638820593283
820 => 4.6890693288886
821 => 4.1590657400048
822 => 4.2996465581494
823 => 4.2837090561025
824 => 4.5909297299975
825 => 4.2340426349495
826 => 4.2400516983422
827 => 4.553625370421
828 => 4.4699692907241
829 => 4.3344571554762
830 => 4.1600551285588
831 => 3.8376568515669
901 => 3.5520997068942
902 => 4.1121430274803
903 => 4.0879929411239
904 => 4.0530200372376
905 => 4.1308484503732
906 => 4.5087611325787
907 => 4.5000490220699
908 => 4.4446270199707
909 => 4.4866641200958
910 => 4.3270878485779
911 => 4.3682142872322
912 => 4.1589817847284
913 => 4.2535636141813
914 => 4.3341664072956
915 => 4.350348611358
916 => 4.3868079433945
917 => 4.0752669430025
918 => 4.2151397058153
919 => 4.2973018496623
920 => 3.9260902946772
921 => 4.2899641907564
922 => 4.0698437073019
923 => 3.9951315091187
924 => 4.0957216413887
925 => 4.056521569016
926 => 4.0228196486954
927 => 4.004013398084
928 => 4.0778756894953
929 => 4.0744299253165
930 => 3.9535768805146
1001 => 3.7959290101708
1002 => 3.8488408100731
1003 => 3.8296174571178
1004 => 3.759949546146
1005 => 3.8068973064054
1006 => 3.6001631299409
1007 => 3.2444877244412
1008 => 3.4794577919466
1009 => 3.4704116999459
1010 => 3.4658502501515
1011 => 3.6424237617862
1012 => 3.6254502928865
1013 => 3.594643280629
1014 => 3.7593837512068
1015 => 3.6992512633738
1016 => 3.8845654218789
1017 => 4.0066253120386
1018 => 3.9756669756703
1019 => 4.0904648923321
1020 => 3.850059791076
1021 => 3.9299127223348
1022 => 3.9463703007958
1023 => 3.7573508793718
1024 => 3.6282273623129
1025 => 3.619616295841
1026 => 3.3957339115776
1027 => 3.5153300741356
1028 => 3.6205697479612
1029 => 3.5701681111274
1030 => 3.5542124586118
1031 => 3.6357264269549
1101 => 3.6420607604151
1102 => 3.4976372862404
1103 => 3.5276674998179
1104 => 3.6528984825438
1105 => 3.5245120003628
1106 => 3.2750780372979
1107 => 3.2132149657635
1108 => 3.2049612916582
1109 => 3.0371837352347
1110 => 3.2173489520132
1111 => 3.1387020067618
1112 => 3.387146764476
1113 => 3.2452364513056
1114 => 3.2391189813374
1115 => 3.2298715282427
1116 => 3.0854584546254
1117 => 3.117075739818
1118 => 3.2221764112466
1119 => 3.2596775148561
1120 => 3.2557658425121
1121 => 3.2216613606191
1122 => 3.2372742177865
1123 => 3.1869797649702
1124 => 3.1692197468922
1125 => 3.1131642445604
1126 => 3.0307781418603
1127 => 3.0422344347441
1128 => 2.8790060077988
1129 => 2.7900704976107
1130 => 2.7654543205418
1201 => 2.7325365397844
1202 => 2.7691724714692
1203 => 2.8785436021738
1204 => 2.7466188141643
1205 => 2.5204430185699
1206 => 2.5340365692699
1207 => 2.5645772417314
1208 => 2.5076649006461
1209 => 2.4538021460996
1210 => 2.5006314411544
1211 => 2.4047977749382
1212 => 2.5761582824429
1213 => 2.5715234609472
1214 => 2.6353960612822
1215 => 2.6753369090694
1216 => 2.583286185923
1217 => 2.5601356779832
1218 => 2.5733232594376
1219 => 2.3553619136973
1220 => 2.6175839692699
1221 => 2.6198516764955
1222 => 2.6004341904649
1223 => 2.7400593398596
1224 => 3.0347119552587
1225 => 2.9238517889716
1226 => 2.8809233818189
1227 => 2.7993164484413
1228 => 2.9080528418267
1229 => 2.8997035833667
1230 => 2.8619450702482
1231 => 2.8391086037005
]
'min_raw' => 2.1326852014087
'max_raw' => 5.4722260221703
'avg_raw' => 3.8024556117895
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$2.13'
'max' => '$5.47'
'avg' => '$3.80'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.311464437946
'max_diff' => 3.1807654307854
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.066942551507423
]
1 => [
'year' => 2028
'avg' => 0.1148928519483
]
2 => [
'year' => 2029
'avg' => 0.31386656410091
]
3 => [
'year' => 2030
'avg' => 0.24214758677974
]
4 => [
'year' => 2031
'avg' => 0.23781893923777
]
5 => [
'year' => 2032
'avg' => 0.41697144485845
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.066942551507423
'min' => '$0.066942'
'max_raw' => 0.41697144485845
'max' => '$0.416971'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.41697144485845
]
1 => [
'year' => 2033
'avg' => 1.072493432844
]
2 => [
'year' => 2034
'avg' => 0.67979787935909
]
3 => [
'year' => 2035
'avg' => 0.80182315762824
]
4 => [
'year' => 2036
'avg' => 1.5563406774238
]
5 => [
'year' => 2037
'avg' => 3.8024556117895
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.41697144485845
'min' => '$0.416971'
'max_raw' => 3.8024556117895
'max' => '$3.80'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 3.8024556117895
]
]
]
]
'prediction_2025_max_price' => '$0.114459'
'last_price' => 0.110983
'sma_50day_nextmonth' => '$0.103241'
'sma_200day_nextmonth' => '$0.115194'
'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' => '$0.112143'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.111185'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.10917'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.104282'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.106693'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.110287'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.112758'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.1114028'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.110835'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.109185'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.107084'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.107989'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.110536'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.114046'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.115489'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.112221'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.152365'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.167928'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.110447'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.11002'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.110915'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.1128037'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.121957'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.143918'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.193225'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '57.63'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 98.05
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.109231'
'vwma_10_action' => 'BUY'
'hma_9' => '0.113476'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 80.53
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 88.37
'cci_20_action' => 'NEUTRAL'
'adx_14' => 14.06
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.007299'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -19.47
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 73.49
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.008029'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 18
'buy_signals' => 16
'sell_pct' => 52.94
'buy_pct' => 47.06
'overall_action' => 'bearish'
'overall_action_label' => 'Baixista'
'overall_action_dir' => -1
'last_updated' => 1767685456
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de AdEx para 2026
A previsão de preço para AdEx em 2026 sugere que o preço médio poderia variar entre $0.038344 na extremidade inferior e $0.114459 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, AdEx poderia potencialmente ganhar 3.13% até 2026 se ADX atingir a meta de preço prevista.
Previsão de preço de AdEx 2027-2032
A previsão de preço de ADX para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.066942 na extremidade inferior e $0.416971 na extremidade superior. Considerando a volatilidade de preços no mercado, se AdEx atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de AdEx | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.036913 | $0.066942 | $0.096971 |
| 2028 | $0.066617 | $0.114892 | $0.163167 |
| 2029 | $0.14634 | $0.313866 | $0.481392 |
| 2030 | $0.124456 | $0.242147 | $0.359839 |
| 2031 | $0.147145 | $0.237818 | $0.328492 |
| 2032 | $0.2246066 | $0.416971 | $0.609336 |
Previsão de preço de AdEx 2032-2037
A previsão de preço de AdEx para 2032-2037 é atualmente estimada entre $0.416971 na extremidade inferior e $3.80 na extremidade superior. Comparado ao preço atual, AdEx poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de AdEx | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.2246066 | $0.416971 | $0.609336 |
| 2033 | $0.521936 | $1.07 | $1.62 |
| 2034 | $0.419612 | $0.679797 | $0.939983 |
| 2035 | $0.496111 | $0.801823 | $1.10 |
| 2036 | $0.82122 | $1.55 | $2.29 |
| 2037 | $2.13 | $3.80 | $5.47 |
AdEx Histograma de preços potenciais
Previsão de preço de AdEx baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 47.06%
Baixista 52.94%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para AdEx é Baixista, com 16 indicadores técnicos mostrando sinais de alta e 18 indicando sinais de baixa. A previsão de preço de ADX 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 AdEx
De acordo com nossos indicadores técnicos, o SMA de 200 dias de AdEx está projetado para aumentar no próximo mês, alcançando $0.115194 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para AdEx é esperado para alcançar $0.103241 até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em 57.63, sugerindo que o mercado de ADX está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de ADX 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 | $0.112143 | SELL |
| SMA 5 | $0.111185 | SELL |
| SMA 10 | $0.10917 | BUY |
| SMA 21 | $0.104282 | BUY |
| SMA 50 | $0.106693 | BUY |
| SMA 100 | $0.110287 | BUY |
| SMA 200 | $0.112758 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.1114028 | SELL |
| EMA 5 | $0.110835 | BUY |
| EMA 10 | $0.109185 | BUY |
| EMA 21 | $0.107084 | BUY |
| EMA 50 | $0.107989 | BUY |
| EMA 100 | $0.110536 | BUY |
| EMA 200 | $0.114046 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.115489 | SELL |
| SMA 50 | $0.112221 | SELL |
| SMA 100 | $0.152365 | SELL |
| SMA 200 | $0.167928 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.1128037 | SELL |
| EMA 50 | $0.121957 | SELL |
| EMA 100 | $0.143918 | SELL |
| EMA 200 | $0.193225 | SELL |
Osciladores de AdEx
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 57.63 | NEUTRAL |
| Stoch RSI (14) | 98.05 | SELL |
| Estocástico Rápido (14) | 80.53 | SELL |
| Índice de Canal de Commodities (20) | 88.37 | NEUTRAL |
| Índice Direcional Médio (14) | 14.06 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.007299 | BUY |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Williams Percent Range (14) | -19.47 | SELL |
| Oscilador Ultimate (7, 14, 28) | 73.49 | SELL |
| VWMA (10) | 0.109231 | BUY |
| Média Móvel de Hull (9) | 0.113476 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.008029 | NEUTRAL |
Previsão do preço de AdEx com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do AdEx
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de AdEx por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.155949 | $0.219135 | $0.307921 | $0.432681 | $0.607989 | $0.854326 |
| Amazon.com stock | $0.231572 | $0.48319 | $1.00 | $2.10 | $4.38 | $9.15 |
| Apple stock | $0.15742 | $0.223289 | $0.316719 | $0.449241 | $0.637215 | $0.903841 |
| Netflix stock | $0.175113 | $0.276302 | $0.435961 | $0.687878 | $1.08 | $1.71 |
| Google stock | $0.143722 | $0.186119 | $0.241024 | $0.312125 | $0.4042014 | $0.523439 |
| Tesla stock | $0.25159 | $0.570335 | $1.29 | $2.93 | $6.64 | $15.06 |
| Kodak stock | $0.083225 | $0.06241 | $0.046801 | $0.035095 | $0.026318 | $0.019735 |
| Nokia stock | $0.073521 | $0.048705 | $0.032265 | $0.021374 | $0.014159 | $0.00938 |
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 AdEx
Você pode fazer perguntas como: 'Devo investir em AdEx agora?', 'Devo comprar ADX hoje?', 'AdEx será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para AdEx regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como AdEx, 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 AdEx para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de AdEx é de $0.1109 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 AdEx
com base no histórico de preços de 4 horas
Previsão de longo prazo para AdEx
com base no histórico de preços de 1 mês
Previsão do preço de AdEx com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se AdEx tiver 1% da média anterior do crescimento anual do Bitcoin | $0.113867 | $0.116827 | $0.119864 | $0.122979 |
| Se AdEx tiver 2% da média anterior do crescimento anual do Bitcoin | $0.116752 | $0.122822 | $0.1292072 | $0.135924 |
| Se AdEx tiver 5% da média anterior do crescimento anual do Bitcoin | $0.125407 | $0.1417056 | $0.160122 | $0.180933 |
| Se AdEx tiver 10% da média anterior do crescimento anual do Bitcoin | $0.139831 | $0.176177 | $0.221971 | $0.279669 |
| Se AdEx tiver 20% da média anterior do crescimento anual do Bitcoin | $0.168679 | $0.256369 | $0.389646 | $0.5922098 |
| Se AdEx tiver 50% da média anterior do crescimento anual do Bitcoin | $0.255223 | $0.586926 | $1.34 | $3.10 |
| Se AdEx tiver 100% da média anterior do crescimento anual do Bitcoin | $0.399463 | $1.43 | $5.17 | $18.62 |
Perguntas Frequentes sobre AdEx
ADX é um bom investimento?
A decisão de adquirir AdEx depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de AdEx experimentou uma queda de -0.3997% nas últimas 24 horas, e AdEx registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em AdEx dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
AdEx pode subir?
Parece que o valor médio de AdEx pode potencialmente subir para $0.114459 até o final deste ano. Observando as perspectivas de AdEx em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.359839. 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 AdEx na próxima semana?
Com base na nossa nova previsão experimental de AdEx, o preço de AdEx aumentará 0.86% na próxima semana e atingirá $0.111932 até 13 de janeiro de 2026.
Qual será o preço de AdEx no próximo mês?
Com base na nossa nova previsão experimental de AdEx, o preço de AdEx diminuirá -11.62% no próximo mês e atingirá $0.0980889 até 5 de fevereiro de 2026.
Até onde o preço de AdEx pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de AdEx em 2026, espera-se que ADX fluctue dentro do intervalo de $0.038344 e $0.114459. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de AdEx não considera flutuações repentinas e extremas de preço.
Onde estará AdEx em 5 anos?
O futuro de AdEx parece seguir uma tendência de alta, com um preço máximo de $0.359839 projetada após um período de cinco anos. Com base na previsão de AdEx para 2030, o valor de AdEx pode potencialmente atingir seu pico mais alto de aproximadamente $0.359839, enquanto seu pico mais baixo está previsto para cerca de $0.124456.
Quanto será AdEx em 2026?
Com base na nossa nova simulação experimental de previsão de preços de AdEx, espera-se que o valor de ADX em 2026 aumente 3.13% para $0.114459 se o melhor cenário ocorrer. O preço ficará entre $0.114459 e $0.038344 durante 2026.
Quanto será AdEx em 2027?
De acordo com nossa última simulação experimental para previsão de preços de AdEx, o valor de ADX pode diminuir -12.62% para $0.096971 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.096971 e $0.036913 ao longo do ano.
Quanto será AdEx em 2028?
Nosso novo modelo experimental de previsão de preços de AdEx sugere que o valor de ADX em 2028 pode aumentar 47.02%, alcançando $0.163167 no melhor cenário. O preço é esperado para variar entre $0.163167 e $0.066617 durante o ano.
Quanto será AdEx em 2029?
Com base no nosso modelo de previsão experimental, o valor de AdEx pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.481392 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.481392 e $0.14634.
Quanto será AdEx em 2030?
Usando nossa nova simulação experimental para previsões de preços de AdEx, espera-se que o valor de ADX em 2030 aumente 224.23%, alcançando $0.359839 no melhor cenário. O preço está previsto para variar entre $0.359839 e $0.124456 ao longo de 2030.
Quanto será AdEx em 2031?
Nossa simulação experimental indica que o preço de AdEx poderia aumentar 195.98% em 2031, potencialmente atingindo $0.328492 sob condições ideais. O preço provavelmente oscilará entre $0.328492 e $0.147145 durante o ano.
Quanto será AdEx em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de AdEx, ADX poderia ver um 449.04% aumento em valor, atingindo $0.609336 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.609336 e $0.2246066 ao longo do ano.
Quanto será AdEx em 2033?
De acordo com nossa previsão experimental de preços de AdEx, espera-se que o valor de ADX seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $1.62. Ao longo do ano, o preço de ADX poderia variar entre $1.62 e $0.521936.
Quanto será AdEx em 2034?
Os resultados da nossa nova simulação de previsão de preços de AdEx sugerem que ADX pode aumentar 746.96% em 2034, atingindo potencialmente $0.939983 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.939983 e $0.419612.
Quanto será AdEx em 2035?
Com base em nossa previsão experimental para o preço de AdEx, ADX poderia aumentar 897.93%, com o valor potencialmente atingindo $1.10 em 2035. A faixa de preço esperada para o ano está entre $1.10 e $0.496111.
Quanto será AdEx em 2036?
Nossa recente simulação de previsão de preços de AdEx sugere que o valor de ADX pode aumentar 1964.7% em 2036, possivelmente atingindo $2.29 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $2.29 e $0.82122.
Quanto será AdEx em 2037?
De acordo com a simulação experimental, o valor de AdEx poderia aumentar 4830.69% em 2037, com um pico de $5.47 sob condições favoráveis. O preço é esperado para cair entre $5.47 e $2.13 ao longo do ano.
Previsões relacionadas
Previsão de Preço do AIT Protocol- Previsão de Preço do iMe Lab
- Previsão de Preço do The Big Five
- Previsão de Preço do Metahero
- Previsão de Preço do Catcoin
- Previsão de Preço do Aurory
- Previsão de Preço do Taraxa
- Previsão de Preço do NFT Worlds
- Previsão de Preço do WiFi Map
- Previsão de Preço do Celo Dollar
- Previsão de Preço do Morpheus Network
- Previsão de Preço do Virtua
- Previsão de Preço do nuco.cloud
- Previsão de Preço do Tokemak
- Previsão de Preço do PIVX
- Previsão de Preço do Blocksquare
- Previsão de Preço do ZB Token
- Previsão de Preço do Raini Studios Token
- Previsão de Preço do FEG BSC
- Previsão de Preço do ETH 2x Flexible Leverage Index
- Previsão de Preço do PIXL
- Previsão de Preço do Railgun
- Previsão de Preço do Kishu Inu
- Previsão de Preço do STFX
- Previsão de Preço do Dejitaru Tsuka
Previsão de Preço do AIT Protocol
Previsão de Preço do iMe Lab
Previsão de Preço do The Big Five
Previsão de Preço do Metahero
Previsão de Preço do Catcoin
Previsão de Preço do Aurory
Previsão de Preço do Taraxa
Previsão de Preço do NFT Worlds
Previsão de Preço do WiFi Map
Previsão de Preço do Celo Dollar
Previsão de Preço do Morpheus Network
Previsão de Preço do Virtua
Previsão de Preço do nuco.cloud
Previsão de Preço do Tokemak
Previsão de Preço do PIVX
Previsão de Preço do Blocksquare
Previsão de Preço do ZB Token
Previsão de Preço do Raini Studios Token
Previsão de Preço do FEG BSC
Previsão de Preço do ETH 2x Flexible Leverage Index
Previsão de Preço do PIXL
Previsão de Preço do Railgun
Previsão de Preço do Kishu Inu
Previsão de Preço do STFX
Previsão de Preço do Dejitaru TsukaComo ler e prever os movimentos de preço de AdEx?
Traders de AdEx 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 AdEx
Médias móveis são ferramentas populares para a previsão de preço de AdEx. Uma média móvel simples (SMA) calcula o preço médio de fechamento de ADX 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 ADX 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 ADX.
Como ler gráficos de AdEx 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 AdEx 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 ADX 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 AdEx?
A ação de preço de AdEx 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 ADX. A capitalização de mercado de AdEx pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de ADX, grandes detentores de AdEx, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de AdEx.
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