Previsão de Preço Abey - Projeção ABEY
Previsão de Preço Abey até $0.037735 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.012641 | $0.037735 |
| 2027 | $0.012169 | $0.03197 |
| 2028 | $0.021962 | $0.053794 |
| 2029 | $0.048246 | $0.1587082 |
| 2030 | $0.041031 | $0.118633 |
| 2031 | $0.048511 | $0.108299 |
| 2032 | $0.074049 | $0.200889 |
| 2033 | $0.172074 | $0.535095 |
| 2034 | $0.13834 | $0.309898 |
| 2035 | $0.16356 | $0.365137 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Abey hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.54, com um retorno de 39.55% nos próximos 90 dias.
Previsão de preço de longo prazo de Abey para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Abey'
'name_with_ticker' => 'Abey <small>ABEY</small>'
'name_lang' => 'Abey'
'name_lang_with_ticker' => 'Abey <small>ABEY</small>'
'name_with_lang' => 'Abey'
'name_with_lang_with_ticker' => 'Abey <small>ABEY</small>'
'image' => '/uploads/coins/abey.png?1717130267'
'price_for_sd' => 0.03658
'ticker' => 'ABEY'
'marketcap' => '$0'
'low24h' => '$0.03566'
'high24h' => '$0.03941'
'volume24h' => '$97.21K'
'current_supply' => '0'
'max_supply' => '1.42B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.03658'
'change_24h_pct' => '-3.1992%'
'ath_price' => '$1.31'
'ath_days' => 1223
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '1 de set. de 2022'
'ath_pct' => '-97.13%'
'fdv' => '$53.42M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.80'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.036902'
'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' => '$0.032338'
'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' => '$0.012641'
'current_year_max_price_prediction' => '$0.037735'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.041031'
'grand_prediction_max_price' => '$0.118633'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.037282821210439
107 => 0.037422021731174
108 => 0.037735647612147
109 => 0.035055748797514
110 => 0.036258944687588
111 => 0.036965709548798
112 => 0.033772520193526
113 => 0.036902590462131
114 => 0.035009097721388
115 => 0.034366417845873
116 => 0.035231701631618
117 => 0.034894499698797
118 => 0.034604593278119
119 => 0.034442820514156
120 => 0.035078189428522
121 => 0.035048548709236
122 => 0.034008961845543
123 => 0.032652863160836
124 => 0.033108014391846
125 => 0.032942653682554
126 => 0.032343365140127
127 => 0.032747213259348
128 => 0.030968870525152
129 => 0.027909324281179
130 => 0.029930554246384
131 => 0.029852739091398
201 => 0.029813501161619
202 => 0.031332399617777
203 => 0.031186392578167
204 => 0.030921388371569
205 => 0.032338498130054
206 => 0.031821234005391
207 => 0.033415320154847
208 => 0.034465288391906
209 => 0.034198982484073
210 => 0.035186482685965
211 => 0.033118500156932
212 => 0.033805401000018
213 => 0.033946970311775
214 => 0.032321011215606
215 => 0.031210281135546
216 => 0.031136208102456
217 => 0.029210355211666
218 => 0.030239130280985
219 => 0.03114440976838
220 => 0.030710851146444
221 => 0.030573599438934
222 => 0.031274788646338
223 => 0.031329277053032
224 => 0.030086935605971
225 => 0.030345257732652
226 => 0.031422503943393
227 => 0.030318113892071
228 => 0.028172464423442
301 => 0.027640313689298
302 => 0.027569314971879
303 => 0.026126079975472
304 => 0.027675874545931
305 => 0.026999347684013
306 => 0.029136487934775
307 => 0.027915764885253
308 => 0.027863141954416
309 => 0.027783594676351
310 => 0.026541342695657
311 => 0.026813316930197
312 => 0.027717400708654
313 => 0.02803998798604
314 => 0.028006339490129
315 => 0.027712970204918
316 => 0.027847273161394
317 => 0.027414636544334
318 => 0.027261863550298
319 => 0.026779669957596
320 => 0.026070978585704
321 => 0.026169526467623
322 => 0.024765423420721
323 => 0.02400039355938
324 => 0.023788643376693
325 => 0.023505482182753
326 => 0.023820627187011
327 => 0.024761445773206
328 => 0.023626618952458
329 => 0.021681037967131
330 => 0.021797970699458
331 => 0.022060683831356
401 => 0.021571119648085
402 => 0.021107788234626
403 => 0.021510617307363
404 => 0.020686248995739
405 => 0.02216030480335
406 => 0.022120435724748
407 => 0.022669872574826
408 => 0.023013446712758
409 => 0.022221619558271
410 => 0.022022477170246
411 => 0.022135917724982
412 => 0.020260998047153
413 => 0.022516651636939
414 => 0.022536158622852
415 => 0.022369127966434
416 => 0.023570193867504
417 => 0.026104817540609
418 => 0.025151190159786
419 => 0.024781916814391
420 => 0.024079927914858
421 => 0.025015286443509
422 => 0.024943465502375
423 => 0.024618663969283
424 => 0.024422222988626
425 => 0.024784171518695
426 => 0.024377373560243
427 => 0.024304301468845
428 => 0.02386156409819
429 => 0.023703527000134
430 => 0.02358652262437
501 => 0.023457712303268
502 => 0.023741835774088
503 => 0.023097974609654
504 => 0.022321541163835
505 => 0.022256989123941
506 => 0.022435222981561
507 => 0.022356367767514
508 => 0.022256611595514
509 => 0.022066149896189
510 => 0.022009643978569
511 => 0.022193260798059
512 => 0.021985968114381
513 => 0.022291839760964
514 => 0.022208659597744
515 => 0.021744021967678
516 => 0.021164911449732
517 => 0.021159756151397
518 => 0.021034987740237
519 => 0.020876076409569
520 => 0.020831870912776
521 => 0.021476692166438
522 => 0.022811452863644
523 => 0.022549407400666
524 => 0.022738762103167
525 => 0.023670199828233
526 => 0.023966275871722
527 => 0.023756128108999
528 => 0.023468464890034
529 => 0.023481120611753
530 => 0.024464152912535
531 => 0.024525463431322
601 => 0.024680375332776
602 => 0.024879480904242
603 => 0.023790036648777
604 => 0.023429807885293
605 => 0.023259111512423
606 => 0.022733432751795
607 => 0.023300332226842
608 => 0.022970024179788
609 => 0.023014594020265
610 => 0.022985567853185
611 => 0.023001418103152
612 => 0.02215989277471
613 => 0.022466500375125
614 => 0.021956705771914
615 => 0.021274148025343
616 => 0.021271859852441
617 => 0.021438914893935
618 => 0.02133954401839
619 => 0.021072139547356
620 => 0.021110123090353
621 => 0.020777347285539
622 => 0.021150528098158
623 => 0.021161229588559
624 => 0.021017534648404
625 => 0.021592471179272
626 => 0.021828023145072
627 => 0.021733440057219
628 => 0.021821386943489
629 => 0.022560296572717
630 => 0.022680771083169
701 => 0.022734277902612
702 => 0.022662585852853
703 => 0.021834892855076
704 => 0.02187160455915
705 => 0.021602238433254
706 => 0.021374652441976
707 => 0.021383754688096
708 => 0.021500763471721
709 => 0.022011747692286
710 => 0.0230870838603
711 => 0.023127892081816
712 => 0.023177352836753
713 => 0.022976171089441
714 => 0.022915492749402
715 => 0.022995543142322
716 => 0.023399382868538
717 => 0.024438168285783
718 => 0.024070992141184
719 => 0.023772472220187
720 => 0.024034354671294
721 => 0.023994039920648
722 => 0.02365374285387
723 => 0.0236441918486
724 => 0.022991052977899
725 => 0.022749602408654
726 => 0.02254782824073
727 => 0.022327496116806
728 => 0.022196875848144
729 => 0.022397567946659
730 => 0.022443468604109
731 => 0.022004651823207
801 => 0.021944842717454
802 => 0.022303189973256
803 => 0.02214549470651
804 => 0.022307688199013
805 => 0.022345318480544
806 => 0.022339259138518
807 => 0.022174607168849
808 => 0.022279551424324
809 => 0.022031326974738
810 => 0.02176142016792
811 => 0.021589236440958
812 => 0.021438983302327
813 => 0.021522352476404
814 => 0.021225156593432
815 => 0.021130077649097
816 => 0.02224399867189
817 => 0.023066864108095
818 => 0.023054899318762
819 => 0.022982066740792
820 => 0.022873852303478
821 => 0.023391466308423
822 => 0.023211139939119
823 => 0.02334234243956
824 => 0.023375738982474
825 => 0.023476820259479
826 => 0.023512948127779
827 => 0.023403744617358
828 => 0.023037244298302
829 => 0.022123960349018
830 => 0.021698824205264
831 => 0.021558522196622
901 => 0.021563621908165
902 => 0.021422949097703
903 => 0.021464383544897
904 => 0.021408539887897
905 => 0.021302785511571
906 => 0.021515822441673
907 => 0.021540372963291
908 => 0.021490647598204
909 => 0.021502359721766
910 => 0.021090654936822
911 => 0.021121955957446
912 => 0.020947667897073
913 => 0.020914990986826
914 => 0.020474405947201
915 => 0.019693845685681
916 => 0.020126351841381
917 => 0.019603945224864
918 => 0.019406101923437
919 => 0.020342661341446
920 => 0.020248656751992
921 => 0.020087761757661
922 => 0.01984976452759
923 => 0.019761489039868
924 => 0.019225155121094
925 => 0.019193465651943
926 => 0.019459287224321
927 => 0.019336619715031
928 => 0.019164348074168
929 => 0.018540397653859
930 => 0.017838870798547
1001 => 0.017860045484669
1002 => 0.018083188124972
1003 => 0.018732005446539
1004 => 0.018478501294349
1005 => 0.018294581123311
1006 => 0.018260138403895
1007 => 0.018691261148098
1008 => 0.019301390154152
1009 => 0.019587649032925
1010 => 0.019303975177872
1011 => 0.018978105927272
1012 => 0.018997940078623
1013 => 0.019129887801707
1014 => 0.019143753641763
1015 => 0.018931646259523
1016 => 0.018991353245197
1017 => 0.018900652874236
1018 => 0.01834402486507
1019 => 0.01833395722947
1020 => 0.018197351739181
1021 => 0.018193215379226
1022 => 0.017960815362408
1023 => 0.01792830099355
1024 => 0.017466856654486
1025 => 0.01777058071584
1026 => 0.017566858561713
1027 => 0.017259801222245
1028 => 0.017206864421183
1029 => 0.01720527307702
1030 => 0.017520552307889
1031 => 0.017766896494463
1101 => 0.017570402395805
1102 => 0.017525664498418
1103 => 0.018003348198621
1104 => 0.017942558593587
1105 => 0.017889915187678
1106 => 0.019246759793613
1107 => 0.01817271141211
1108 => 0.017704365013237
1109 => 0.017124697408062
1110 => 0.017313440103245
1111 => 0.017353210962327
1112 => 0.01595921486482
1113 => 0.015393670821673
1114 => 0.015199597418143
1115 => 0.015087905430616
1116 => 0.015138804871871
1117 => 0.014629748901339
1118 => 0.014971842932545
1119 => 0.014531043491494
1120 => 0.014457142030717
1121 => 0.015245346035888
1122 => 0.015355020018587
1123 => 0.014887116735359
1124 => 0.015187586389852
1125 => 0.015078631916292
1126 => 0.01453859973274
1127 => 0.014517974475536
1128 => 0.014247005308879
1129 => 0.01382299103303
1130 => 0.013629205131145
1201 => 0.013528279750917
1202 => 0.013569923529795
1203 => 0.013548867160874
1204 => 0.013411460110583
1205 => 0.013556743172153
1206 => 0.013185604984947
1207 => 0.013037814768338
1208 => 0.012971061356203
1209 => 0.01264165485314
1210 => 0.013165887087249
1211 => 0.013269167441473
1212 => 0.013372651289899
1213 => 0.014273407539022
1214 => 0.014228408302327
1215 => 0.014635179486537
1216 => 0.014619373106323
1217 => 0.01450335537533
1218 => 0.014013895652261
1219 => 0.014208985574095
1220 => 0.013608529118393
1221 => 0.014058431922075
1222 => 0.013853115070865
1223 => 0.013989014088151
1224 => 0.013744655401551
1225 => 0.013879893588038
1226 => 0.013293659044908
1227 => 0.012746241477075
1228 => 0.012966538286486
1229 => 0.013206026112311
1230 => 0.013725296739065
1231 => 0.01341602343766
]
'min_raw' => 0.01264165485314
'max_raw' => 0.037735647612147
'avg_raw' => 0.025188651232644
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.012641'
'max' => '$0.037735'
'avg' => '$0.025188'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.02394781514686
'max_diff' => 0.0011461776121467
'year' => 2026
]
1 => [
'items' => [
101 => 0.013527249811763
102 => 0.013154660077587
103 => 0.012385901030986
104 => 0.012390252123703
105 => 0.012271995292709
106 => 0.012169804124951
107 => 0.0134515471967
108 => 0.013292142184369
109 => 0.013038151159631
110 => 0.013378128239445
111 => 0.013468023575509
112 => 0.013470582769349
113 => 0.013718621270703
114 => 0.013850999463338
115 => 0.01387433169355
116 => 0.014264625634657
117 => 0.014395447015614
118 => 0.014934281769243
119 => 0.013839768098568
120 => 0.013817227309785
121 => 0.013382912414164
122 => 0.013107463041113
123 => 0.013401772668394
124 => 0.013662490820893
125 => 0.013391013653911
126 => 0.013426462840723
127 => 0.013062026924548
128 => 0.013192295616277
129 => 0.013304500562682
130 => 0.013242547586379
131 => 0.013149800982296
201 => 0.013641114905579
202 => 0.013613393048552
203 => 0.014070915869172
204 => 0.014427587625616
205 => 0.015066807175866
206 => 0.014399748251911
207 => 0.014375437973403
208 => 0.01461307484531
209 => 0.014395410634647
210 => 0.014532966902273
211 => 0.01504464473454
212 => 0.015055455680844
213 => 0.014874358401127
214 => 0.014863338615198
215 => 0.014898120328755
216 => 0.015101837911444
217 => 0.015030652728444
218 => 0.0151130300244
219 => 0.0152160440944
220 => 0.015642153964979
221 => 0.015744887612187
222 => 0.01549529811076
223 => 0.015517833248203
224 => 0.015424479923285
225 => 0.015334301781127
226 => 0.015537009075238
227 => 0.015907460639447
228 => 0.015905156079493
301 => 0.01599109364184
302 => 0.016044632031237
303 => 0.015814806071448
304 => 0.015665197822561
305 => 0.015722567145004
306 => 0.015814301940933
307 => 0.015692818787055
308 => 0.01494296848485
309 => 0.015170425165916
310 => 0.015132565252123
311 => 0.015078648130959
312 => 0.015307357582642
313 => 0.015285297998087
314 => 0.014624527796584
315 => 0.01466682816102
316 => 0.014627100221848
317 => 0.014755469320885
318 => 0.014388478282028
319 => 0.014501362253858
320 => 0.014572162022768
321 => 0.014613863630566
322 => 0.014764518432991
323 => 0.014746840830777
324 => 0.014763419568417
325 => 0.01498680086902
326 => 0.016116586832264
327 => 0.016178078589511
328 => 0.015875270687273
329 => 0.015996236471595
330 => 0.015764008618005
331 => 0.015919904731911
401 => 0.016026564893714
402 => 0.015544588132096
403 => 0.015516048596277
404 => 0.015282862255727
405 => 0.015408163386789
406 => 0.015208800277799
407 => 0.015257717011319
408 => 0.015120941559911
409 => 0.015367110140725
410 => 0.015642364864805
411 => 0.015711905078246
412 => 0.015528974715627
413 => 0.015396521077392
414 => 0.015163976121593
415 => 0.015550703565689
416 => 0.015663794455648
417 => 0.015550109547389
418 => 0.015523766270081
419 => 0.015473845807183
420 => 0.015534357132273
421 => 0.015663178538374
422 => 0.015602428742215
423 => 0.015642555052852
424 => 0.015489634934776
425 => 0.015814882153404
426 => 0.016331453011591
427 => 0.016333113871368
428 => 0.016272363747744
429 => 0.016247506106038
430 => 0.016309839419501
501 => 0.016343652685008
502 => 0.016545227190773
503 => 0.016761524666542
504 => 0.017770890607972
505 => 0.017487464690661
506 => 0.018383034201347
507 => 0.019091313409152
508 => 0.019303695374277
509 => 0.019108313959705
510 => 0.018439924694754
511 => 0.018407130328696
512 => 0.019405986077202
513 => 0.019123763577758
514 => 0.019090194109474
515 => 0.01873307168344
516 => 0.018944175267699
517 => 0.018898003817118
518 => 0.018825119923593
519 => 0.019227890856756
520 => 0.019981842088028
521 => 0.019864331718124
522 => 0.01977661567814
523 => 0.019392269524686
524 => 0.019623731755887
525 => 0.019541312488724
526 => 0.019895437965017
527 => 0.019685661877701
528 => 0.019121625464751
529 => 0.019211450122602
530 => 0.01919787330627
531 => 0.019477283224318
601 => 0.019393411302301
602 => 0.019181495967399
603 => 0.019979265164684
604 => 0.019927462470438
605 => 0.020000906847135
606 => 0.020033239333099
607 => 0.020518827385217
608 => 0.020717757273084
609 => 0.020762917840388
610 => 0.020951885848073
611 => 0.020758216144211
612 => 0.021533033043817
613 => 0.022048241070236
614 => 0.022646681705284
615 => 0.023521164318768
616 => 0.023849977870854
617 => 0.023790580645766
618 => 0.024453603382977
619 => 0.025645040503578
620 => 0.02403140415233
621 => 0.025730567148409
622 => 0.025192631761631
623 => 0.023917196636623
624 => 0.023835073650965
625 => 0.024698813125726
626 => 0.026614504148903
627 => 0.026134645275185
628 => 0.026615289026116
629 => 0.026054592559759
630 => 0.026026749254284
701 => 0.026588057250243
702 => 0.027899583978108
703 => 0.027276526791543
704 => 0.026383221534713
705 => 0.027042824234987
706 => 0.026471415332662
707 => 0.025183871148441
708 => 0.026134278336148
709 => 0.025498768115767
710 => 0.025684243783656
711 => 0.027019991741885
712 => 0.0268592710136
713 => 0.02706725851834
714 => 0.026700166016456
715 => 0.026357243734521
716 => 0.025717153829548
717 => 0.025527654764736
718 => 0.025580025488788
719 => 0.025527628812406
720 => 0.025169504393304
721 => 0.025092167459096
722 => 0.02496326918054
723 => 0.025003220146904
724 => 0.024760853672699
725 => 0.025218249284993
726 => 0.025303145941191
727 => 0.025636000324191
728 => 0.025670558370436
729 => 0.026597553089203
730 => 0.02608697997562
731 => 0.026429516500973
801 => 0.026398876810067
802 => 0.02394483918324
803 => 0.024282983916059
804 => 0.024809031004664
805 => 0.024572047504287
806 => 0.024237008280354
807 => 0.023966446143361
808 => 0.023556516839418
809 => 0.024133484462723
810 => 0.024892135533702
811 => 0.025689799013561
812 => 0.026648139419629
813 => 0.026434248997307
814 => 0.025671883506277
815 => 0.025706082665296
816 => 0.02591748840948
817 => 0.025643698762525
818 => 0.025562952850629
819 => 0.025906395161123
820 => 0.025908760259563
821 => 0.025593732182157
822 => 0.025243636123649
823 => 0.025242169208381
824 => 0.025179872996296
825 => 0.026065674917497
826 => 0.026552776409482
827 => 0.026608621810535
828 => 0.026549017569038
829 => 0.026571956875983
830 => 0.026288523250346
831 => 0.026936368468921
901 => 0.027530895306737
902 => 0.027371549413989
903 => 0.027132667268406
904 => 0.026942386133327
905 => 0.027326725225786
906 => 0.027309611211005
907 => 0.027525702633463
908 => 0.027515899478336
909 => 0.027443236060572
910 => 0.027371552009029
911 => 0.027655771170602
912 => 0.027573920616489
913 => 0.027491942925858
914 => 0.02732752411714
915 => 0.027349871363952
916 => 0.02711103046474
917 => 0.027000531736148
918 => 0.025338895981652
919 => 0.024894852612536
920 => 0.025034557695796
921 => 0.025080552236646
922 => 0.02488730399335
923 => 0.025164372332836
924 => 0.025121191525615
925 => 0.025289182786585
926 => 0.025184229140064
927 => 0.025188536474326
928 => 0.025497182770268
929 => 0.025586784103055
930 => 0.025541212142028
1001 => 0.025573129181416
1002 => 0.026308643882769
1003 => 0.026204077212672
1004 => 0.026148528253275
1005 => 0.026163915694656
1006 => 0.026351855470465
1007 => 0.02640446834656
1008 => 0.026181543893504
1009 => 0.026286676354276
1010 => 0.026734317028948
1011 => 0.026890965930815
1012 => 0.027390914029837
1013 => 0.027178527191504
1014 => 0.027568372425152
1015 => 0.028766623765351
1016 => 0.029723869848589
1017 => 0.028843546790576
1018 => 0.030601407317888
1019 => 0.031970153888516
1020 => 0.031917619115369
1021 => 0.031678946491101
1022 => 0.030120664910451
1023 => 0.028686710967267
1024 => 0.029886274329641
1025 => 0.029889332263344
1026 => 0.029786288706676
1027 => 0.029146294026028
1028 => 0.029764018279059
1029 => 0.029813050987019
1030 => 0.029785605709411
1031 => 0.029294923288305
1101 => 0.028545741924546
1102 => 0.028692130169738
1103 => 0.028931917101601
1104 => 0.028477950414789
1105 => 0.028332880551542
1106 => 0.02860259302799
1107 => 0.029471662823933
1108 => 0.029307370213188
1109 => 0.029303079869163
1110 => 0.030005993328838
1111 => 0.02950285898993
1112 => 0.028693976594309
1113 => 0.028489723121567
1114 => 0.027764760894959
1115 => 0.028265494887104
1116 => 0.028283515412042
1117 => 0.028009268521921
1118 => 0.028716230217982
1119 => 0.028709715441495
1120 => 0.029380870354542
1121 => 0.030663866474015
1122 => 0.030284421389082
1123 => 0.029843168038813
1124 => 0.029891144512616
1125 => 0.030417328014202
1126 => 0.030099185457542
1127 => 0.030213591739086
1128 => 0.030417154846593
1129 => 0.03053996952354
1130 => 0.029873473370614
1201 => 0.02971808123517
1202 => 0.029400203461282
1203 => 0.029317275083544
1204 => 0.029576179897639
1205 => 0.029507967626367
1206 => 0.0282820008567
1207 => 0.028153880508055
1208 => 0.028157809776234
1209 => 0.027835645067776
1210 => 0.027344266558988
1211 => 0.028635579941397
1212 => 0.02853186940487
1213 => 0.028417380999103
1214 => 0.028431405175547
1215 => 0.02899192054818
1216 => 0.028666793325348
1217 => 0.02953119733455
1218 => 0.029353501856621
1219 => 0.02917124916019
1220 => 0.02914605628599
1221 => 0.029075904546933
1222 => 0.028835328131396
1223 => 0.028544817653232
1224 => 0.028352997471962
1225 => 0.026154141434109
1226 => 0.026562236324578
1227 => 0.027031712297042
1228 => 0.02719377352143
1229 => 0.026916556582819
1230 => 0.028846274345789
1231 => 0.029198852376307
]
'min_raw' => 0.012169804124951
'max_raw' => 0.031970153888516
'avg_raw' => 0.022069979006734
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.012169'
'max' => '$0.03197'
'avg' => '$0.022069'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00047185072818937
'max_diff' => -0.0057654937236305
'year' => 2027
]
2 => [
'items' => [
101 => 0.028130870523773
102 => 0.027931094724575
103 => 0.028859371613925
104 => 0.028299507172413
105 => 0.028551614096145
106 => 0.028006696822151
107 => 0.029113926653445
108 => 0.029105491417248
109 => 0.028674754004954
110 => 0.029038810316262
111 => 0.028975546573187
112 => 0.028489245095567
113 => 0.029129343277686
114 => 0.029129660758398
115 => 0.028715085364105
116 => 0.028230952065793
117 => 0.028144400466773
118 => 0.028079195463483
119 => 0.028535577662475
120 => 0.028944768515021
121 => 0.029706171244594
122 => 0.029897605981291
123 => 0.030644788503153
124 => 0.030199877691041
125 => 0.03039710089149
126 => 0.030611214574503
127 => 0.03071386854791
128 => 0.03054659940696
129 => 0.031707281416007
130 => 0.031805278539948
131 => 0.031838136127934
201 => 0.031446760684987
202 => 0.031794393680887
203 => 0.0316317477145
204 => 0.032054907334687
205 => 0.032121264166306
206 => 0.032065062290638
207 => 0.032086124996365
208 => 0.031095687659981
209 => 0.031044328259116
210 => 0.030344039184029
211 => 0.030629412158403
212 => 0.030095921061094
213 => 0.030265096583618
214 => 0.030339667541983
215 => 0.030300715905198
216 => 0.030645546718204
217 => 0.030352370082868
218 => 0.029578628739515
219 => 0.02880467659085
220 => 0.028794960252072
221 => 0.028591192312718
222 => 0.028443905414526
223 => 0.028472278096401
224 => 0.028572267128037
225 => 0.028438093870237
226 => 0.028466726537545
227 => 0.02894221959333
228 => 0.029037576334606
229 => 0.028713516869466
301 => 0.027412371355368
302 => 0.027093066982532
303 => 0.027322576633645
304 => 0.027212885802728
305 => 0.021962922721457
306 => 0.023196323673598
307 => 0.022463478710174
308 => 0.022801207385896
309 => 0.022053162447523
310 => 0.022410168700509
311 => 0.022344242681363
312 => 0.024327514913419
313 => 0.024296548845418
314 => 0.024311370663482
315 => 0.023603886669217
316 => 0.024730927882365
317 => 0.025286148911053
318 => 0.025183392275372
319 => 0.025209253906768
320 => 0.024764865395699
321 => 0.024315673315654
322 => 0.023817450168719
323 => 0.024743087193483
324 => 0.02464017215748
325 => 0.024876222222409
326 => 0.02547656399887
327 => 0.02556496660593
328 => 0.02568378060631
329 => 0.02564119424493
330 => 0.026655774147079
331 => 0.026532901826515
401 => 0.026828988766295
402 => 0.026219915466997
403 => 0.025530691215074
404 => 0.025661690212926
405 => 0.025649073956006
406 => 0.025488454525141
407 => 0.025343454484737
408 => 0.025102070270971
409 => 0.025865845641467
410 => 0.025834837756243
411 => 0.026336819375304
412 => 0.026248089248146
413 => 0.025655527743037
414 => 0.025676691193116
415 => 0.025819025565708
416 => 0.026311646454392
417 => 0.026457889874342
418 => 0.026390144095428
419 => 0.026550493329137
420 => 0.026677226825495
421 => 0.026566409105056
422 => 0.028135354332583
423 => 0.027483818887634
424 => 0.027801372730148
425 => 0.027877107450451
426 => 0.027683114556923
427 => 0.027725184669165
428 => 0.027788909425791
429 => 0.028175833669441
430 => 0.029191234842209
501 => 0.029640949109559
502 => 0.030993936671391
503 => 0.02960360659998
504 => 0.029521110167301
505 => 0.029764824083497
506 => 0.030559171010571
507 => 0.031202914585751
508 => 0.031416481468097
509 => 0.031444707857204
510 => 0.031845373526141
511 => 0.032075027615604
512 => 0.031796722175379
513 => 0.031560887454582
514 => 0.030716156757573
515 => 0.030813936635877
516 => 0.031487543033753
517 => 0.032439051745972
518 => 0.033255545208664
519 => 0.032969637655699
520 => 0.035150910465543
521 => 0.035367174754938
522 => 0.035337294022805
523 => 0.03582997625849
524 => 0.034852102353649
525 => 0.034434042313914
526 => 0.031611877598056
527 => 0.03240479076861
528 => 0.033557336628167
529 => 0.033404792861829
530 => 0.03256778325098
531 => 0.033254910261818
601 => 0.033027724583586
602 => 0.032848533813223
603 => 0.033669441470098
604 => 0.032766819780336
605 => 0.033548332286342
606 => 0.032546034413678
607 => 0.032970943657318
608 => 0.03272974462008
609 => 0.032885829957415
610 => 0.031973358264701
611 => 0.032465705841092
612 => 0.031952874986835
613 => 0.031952631838237
614 => 0.031941311068706
615 => 0.032544654294499
616 => 0.032564329295431
617 => 0.032118457739969
618 => 0.032054200683005
619 => 0.03229179270109
620 => 0.03201363467336
621 => 0.032143783063829
622 => 0.032017576735523
623 => 0.031989165032709
624 => 0.031762775750837
625 => 0.031665241023503
626 => 0.031703486903251
627 => 0.03157293399857
628 => 0.031494271151194
629 => 0.031925663048448
630 => 0.031695187760045
701 => 0.031890339405019
702 => 0.03166793947547
703 => 0.030897004424614
704 => 0.030453631524377
705 => 0.028997406679028
706 => 0.029410390238728
707 => 0.029684198766071
708 => 0.029593705049417
709 => 0.029788120569209
710 => 0.029800056103146
711 => 0.029736849635831
712 => 0.029663664643929
713 => 0.029628042237255
714 => 0.029893542471712
715 => 0.030047674294141
716 => 0.029711679114875
717 => 0.029632960145445
718 => 0.029972669822485
719 => 0.030179892529236
720 => 0.0317099085675
721 => 0.031596560037499
722 => 0.031881042604277
723 => 0.031849014232998
724 => 0.032147197284608
725 => 0.03263460055243
726 => 0.031643573428851
727 => 0.031815581470365
728 => 0.031773409070831
729 => 0.03223383627074
730 => 0.032235273674201
731 => 0.031959224567811
801 => 0.03210887526677
802 => 0.032025344352063
803 => 0.032176296004819
804 => 0.031595046198775
805 => 0.032302945720497
806 => 0.032704279133276
807 => 0.032709851648102
808 => 0.03290008050058
809 => 0.03309336403201
810 => 0.033464354939142
811 => 0.033083017296966
812 => 0.032397028001162
813 => 0.032446554212587
814 => 0.03204435893945
815 => 0.032051119914654
816 => 0.032015029299149
817 => 0.032123339953056
818 => 0.031618814296472
819 => 0.03173722545964
820 => 0.031571449137789
821 => 0.031815221105016
822 => 0.03155296276523
823 => 0.031773388734023
824 => 0.031868517274918
825 => 0.03221954363879
826 => 0.031501115885875
827 => 0.030036193064398
828 => 0.030344137601945
829 => 0.029888663442391
830 => 0.029930819309971
831 => 0.030015980871537
901 => 0.029739944387371
902 => 0.029792603449641
903 => 0.02979072209738
904 => 0.029774509619989
905 => 0.029702701869423
906 => 0.029598566424371
907 => 0.030013409986257
908 => 0.030083899991179
909 => 0.030240590540256
910 => 0.030706795330094
911 => 0.030660210477723
912 => 0.030736192304727
913 => 0.030570324402997
914 => 0.029938513446211
915 => 0.029972823820899
916 => 0.029544972898757
917 => 0.030229649430236
918 => 0.030067508990293
919 => 0.029962975993876
920 => 0.029934453197312
921 => 0.03040181361865
922 => 0.030541655181692
923 => 0.030454515304022
924 => 0.030275788872647
925 => 0.030618996456614
926 => 0.030710824327318
927 => 0.030731381201088
928 => 0.031339479236351
929 => 0.030765367126132
930 => 0.030903561617246
1001 => 0.031981715587555
1002 => 0.031003978711562
1003 => 0.03152190774091
1004 => 0.031496557810096
1005 => 0.031761512775747
1006 => 0.031474823769456
1007 => 0.031478377623283
1008 => 0.031713639683177
1009 => 0.031383256549792
1010 => 0.031301449039777
1011 => 0.031188432550608
1012 => 0.031435199920083
1013 => 0.031583125797755
1014 => 0.032775299732205
1015 => 0.033545498463597
1016 => 0.033512062105413
1017 => 0.033817607828978
1018 => 0.033679956682034
1019 => 0.033235444818013
1020 => 0.033994172367449
1021 => 0.033754079224299
1022 => 0.033773872211307
1023 => 0.033773135515342
1024 => 0.03393277646623
1025 => 0.033819656221647
1026 => 0.03359668460802
1027 => 0.033744703570795
1028 => 0.034184266972491
1029 => 0.035548685258805
1030 => 0.036312231807964
1031 => 0.035502718797808
1101 => 0.036061110032402
1102 => 0.035726274266786
1103 => 0.035665424647673
1104 => 0.036016135607786
1105 => 0.036367460441009
1106 => 0.036345082567951
1107 => 0.036090038779762
1108 => 0.03594597101531
1109 => 0.037036900393981
1110 => 0.037840678576689
1111 => 0.037785866293226
1112 => 0.038027789886524
1113 => 0.038738085038861
1114 => 0.038803025525882
1115 => 0.038794844517158
1116 => 0.038633882744237
1117 => 0.039333260565194
1118 => 0.039916693847819
1119 => 0.038596624744439
1120 => 0.039099289778032
1121 => 0.039324952306469
1122 => 0.039656291849268
1123 => 0.040215317196926
1124 => 0.040822566998633
1125 => 0.040908438778749
1126 => 0.040847508641414
1127 => 0.040447011073437
1128 => 0.041111471052462
1129 => 0.04150069612467
1130 => 0.041732470747913
1201 => 0.042320212628837
1202 => 0.039326345921419
1203 => 0.037207138261079
1204 => 0.036876193383188
1205 => 0.037549182806145
1206 => 0.037726644749989
1207 => 0.037655110062944
1208 => 0.0352697491713
1209 => 0.036863634951755
1210 => 0.038578522033802
1211 => 0.038644397830721
1212 => 0.039502906160591
1213 => 0.039782471664243
1214 => 0.040473683397048
1215 => 0.040430447914964
1216 => 0.040598746972321
1217 => 0.040560057933568
1218 => 0.041840382116787
1219 => 0.043252769820858
1220 => 0.043203863325784
1221 => 0.043000815882711
1222 => 0.043302375960408
1223 => 0.044760111431675
1224 => 0.044625906509215
1225 => 0.044756275159836
1226 => 0.04647502743483
1227 => 0.048709649881983
1228 => 0.047671443402855
1229 => 0.049924052726696
1230 => 0.051341950890364
1231 => 0.053794059151022
]
'min_raw' => 0.021962922721457
'max_raw' => 0.053794059151022
'avg_raw' => 0.037878490936239
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.021962'
'max' => '$0.053794'
'avg' => '$0.037878'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0097931185965058
'max_diff' => 0.021823905262506
'year' => 2028
]
3 => [
'items' => [
101 => 0.0534870431199
102 => 0.054441630871372
103 => 0.052937420348012
104 => 0.049483448935273
105 => 0.048936844737935
106 => 0.050031160183228
107 => 0.052721427923739
108 => 0.049946434078229
109 => 0.050507811719016
110 => 0.050346134920703
111 => 0.050337519851203
112 => 0.050666322013996
113 => 0.050189377327698
114 => 0.048246218875012
115 => 0.049136756942773
116 => 0.04879287742766
117 => 0.049174437387594
118 => 0.051233559124062
119 => 0.050323172321038
120 => 0.049364153777871
121 => 0.050566975854254
122 => 0.052098581691998
123 => 0.052002736551232
124 => 0.051816756917986
125 => 0.052865114373019
126 => 0.054596693748819
127 => 0.055064732696048
128 => 0.055410229478258
129 => 0.055457867647309
130 => 0.055948570395489
131 => 0.053309938045511
201 => 0.057497515349811
202 => 0.058220594270775
203 => 0.058084685402184
204 => 0.058888357191023
205 => 0.058651896563562
206 => 0.058309302213905
207 => 0.059583292945107
208 => 0.058122765377535
209 => 0.056049730370673
210 => 0.054912422365926
211 => 0.056410121290597
212 => 0.057324713761404
213 => 0.057929201205602
214 => 0.058112118740974
215 => 0.053514767563617
216 => 0.051037050259806
217 => 0.052625238644462
218 => 0.054562938084649
219 => 0.053299174027284
220 => 0.053348711185711
221 => 0.051546915751259
222 => 0.054722357000188
223 => 0.054259721919883
224 => 0.056659873534889
225 => 0.056087058089548
226 => 0.058044288558236
227 => 0.057528884181894
228 => 0.059668298932217
301 => 0.060521769398463
302 => 0.061954879143361
303 => 0.063009080505514
304 => 0.063628127709028
305 => 0.063590962436917
306 => 0.066043935865335
307 => 0.064597503134961
308 => 0.062780442727591
309 => 0.062747577837574
310 => 0.063688659170496
311 => 0.065660907471245
312 => 0.066172282760584
313 => 0.066458071784224
314 => 0.066020375946131
315 => 0.064450376884078
316 => 0.063772459249159
317 => 0.064350064715275
318 => 0.063643702864419
319 => 0.064863081589127
320 => 0.066537549023392
321 => 0.066191778119778
322 => 0.067347638409688
323 => 0.068543832209697
324 => 0.070254443068134
325 => 0.070701660090267
326 => 0.071440892821711
327 => 0.072201806127669
328 => 0.072446190974355
329 => 0.072912797474841
330 => 0.07291033822826
331 => 0.074316488323717
401 => 0.075867515423849
402 => 0.076452992247788
403 => 0.077799263921058
404 => 0.07549382085957
405 => 0.07724252590473
406 => 0.07881990162839
407 => 0.076939289263074
408 => 0.079531275282178
409 => 0.079631916225734
410 => 0.081151474986985
411 => 0.079611111070223
412 => 0.078696447893465
413 => 0.081337046212783
414 => 0.082614748561433
415 => 0.082229894215733
416 => 0.079301133642353
417 => 0.077596469368195
418 => 0.073135034157543
419 => 0.078419796884219
420 => 0.08099385064974
421 => 0.079294467464946
422 => 0.080151537496139
423 => 0.084827433680442
424 => 0.086607712205567
425 => 0.086237426717427
426 => 0.086299998869505
427 => 0.087260604847321
428 => 0.091520460768334
429 => 0.088967856357776
430 => 0.090919226785385
501 => 0.091954226624
502 => 0.092915592155272
503 => 0.090554782253163
504 => 0.087483403257704
505 => 0.086510568602123
506 => 0.0791254972984
507 => 0.078741072265302
508 => 0.078525282844953
509 => 0.077164761073675
510 => 0.076095763639728
511 => 0.075245657190923
512 => 0.073014724005984
513 => 0.07376759846617
514 => 0.07021195660132
515 => 0.072486730262241
516 => 0.066811839991965
517 => 0.071538057239325
518 => 0.068965792066316
519 => 0.070692998949142
520 => 0.07068697288704
521 => 0.067506637404317
522 => 0.065672286269791
523 => 0.066841206206725
524 => 0.068094381168099
525 => 0.068297704589395
526 => 0.06992247863803
527 => 0.070375918150602
528 => 0.069001975258441
529 => 0.066694240504762
530 => 0.067230274654216
531 => 0.065661423554861
601 => 0.062912072348229
602 => 0.064886704383899
603 => 0.065560930579319
604 => 0.065858707277035
605 => 0.063155036130431
606 => 0.062305483956612
607 => 0.061853189507704
608 => 0.066345230510983
609 => 0.066591314657352
610 => 0.065332313371737
611 => 0.071023118566118
612 => 0.069735114083647
613 => 0.071174130659326
614 => 0.067181635173597
615 => 0.06733415387776
616 => 0.065444042532237
617 => 0.066502378588444
618 => 0.06575438077568
619 => 0.066416875493783
620 => 0.066813972096246
621 => 0.068703773293096
622 => 0.071559635733364
623 => 0.068421500013603
624 => 0.067054169341571
625 => 0.06790245360034
626 => 0.070161546367033
627 => 0.073584187549404
628 => 0.071557915082368
629 => 0.072457140394901
630 => 0.07265358112194
701 => 0.071159482821431
702 => 0.073639277084904
703 => 0.074968218976512
704 => 0.076331438371525
705 => 0.077515083575674
706 => 0.07578693856732
707 => 0.077636301446115
708 => 0.0761460414223
709 => 0.074809124120689
710 => 0.07481115167238
711 => 0.073972483919834
712 => 0.072347459470338
713 => 0.072047780029503
714 => 0.073606750326068
715 => 0.074856896868877
716 => 0.074959864925941
717 => 0.075652010286888
718 => 0.076061614781833
719 => 0.080076295662598
720 => 0.081691033524024
721 => 0.083665504415552
722 => 0.084434672102884
723 => 0.086749591079877
724 => 0.084880105997428
725 => 0.084475631140228
726 => 0.078860394906271
727 => 0.07977988952501
728 => 0.081252089127646
729 => 0.078884670935474
730 => 0.080386252873854
731 => 0.080682696956345
801 => 0.078804226971207
802 => 0.079807598954166
803 => 0.077142940446488
804 => 0.07161771800716
805 => 0.073645428236947
806 => 0.075138505485954
807 => 0.073007700156524
808 => 0.076827086235973
809 => 0.074595879736491
810 => 0.073888694392955
811 => 0.071129712238043
812 => 0.0724318456122
813 => 0.074192999645501
814 => 0.073104811209053
815 => 0.075362965606998
816 => 0.078561114462268
817 => 0.080840305789591
818 => 0.081015273798872
819 => 0.079549906469363
820 => 0.08189816696675
821 => 0.081915271480819
822 => 0.07926642404684
823 => 0.077644019742372
824 => 0.077275406070829
825 => 0.078196275293311
826 => 0.07931438053124
827 => 0.08107732085796
828 => 0.082142628775182
829 => 0.084920386827637
830 => 0.085671968512067
831 => 0.086497728917926
901 => 0.087601199475233
902 => 0.088926198803323
903 => 0.086027175705716
904 => 0.086142359297839
905 => 0.083442829129054
906 => 0.080557993991921
907 => 0.082747224261229
908 => 0.08560935161725
909 => 0.084952776439409
910 => 0.084878898319288
911 => 0.08500314082525
912 => 0.084508104582898
913 => 0.082269074005642
914 => 0.081144646866817
915 => 0.082595444747858
916 => 0.083366479254047
917 => 0.08456228653187
918 => 0.084414878044449
919 => 0.087495149171796
920 => 0.088692049389319
921 => 0.088385831095429
922 => 0.08844218263106
923 => 0.090609113303479
924 => 0.093019185874492
925 => 0.095276536874333
926 => 0.097572811266851
927 => 0.094804562861555
928 => 0.093399017043171
929 => 0.094849181551243
930 => 0.094079703850717
1001 => 0.098501350959852
1002 => 0.098807496212177
1003 => 0.1032288235859
1004 => 0.10742518974543
1005 => 0.10478952734634
1006 => 0.10727483827584
1007 => 0.10996290467647
1008 => 0.11514862088634
1009 => 0.11340225410256
1010 => 0.11206456451523
1011 => 0.11080045431888
1012 => 0.11343086696565
1013 => 0.11681485081385
1014 => 0.11754372852336
1015 => 0.11872478886547
1016 => 0.11748304832892
1017 => 0.11897858803197
1018 => 0.12425850035715
1019 => 0.12283182143981
1020 => 0.12080570802711
1021 => 0.12497369171967
1022 => 0.12648206881538
1023 => 0.13706864921629
1024 => 0.15043464428228
1025 => 0.1449010345591
1026 => 0.14146614443546
1027 => 0.1422734250912
1028 => 0.14715423402181
1029 => 0.14872179494119
1030 => 0.14446062399166
1031 => 0.14596574160884
1101 => 0.15425908765936
1102 => 0.15870820173307
1103 => 0.15266570722523
1104 => 0.13599470452692
1105 => 0.12062327868248
1106 => 0.12470047300075
1107 => 0.12423824569513
1108 => 0.13314841141043
1109 => 0.12279779561946
1110 => 0.12297207344375
1111 => 0.13206649195001
1112 => 0.12964025701034
1113 => 0.12571006713678
1114 => 0.12065197341796
1115 => 0.1113016193617
1116 => 0.10301975002015
1117 => 0.11926240299953
1118 => 0.11856199026771
1119 => 0.11754768883668
1120 => 0.11980490691255
1121 => 0.13076531716643
1122 => 0.1305126442347
1123 => 0.12890526795784
1124 => 0.13012444869707
1125 => 0.12549633885854
1126 => 0.12668910814403
1127 => 0.12062084377009
1128 => 0.12336395270022
1129 => 0.12570163471445
1130 => 0.12617095898878
1201 => 0.12722837054314
1202 => 0.11819290458504
1203 => 0.12224956353288
1204 => 0.1246324706072
1205 => 0.11386640975453
1206 => 0.12441966019967
1207 => 0.11803561722481
1208 => 0.11586877715403
1209 => 0.11878614184986
1210 => 0.11764924199066
1211 => 0.11667180225273
1212 => 0.11612637408441
1213 => 0.11826856473924
1214 => 0.11816862898472
1215 => 0.11466358929214
1216 => 0.11009140789686
1217 => 0.11162598204986
1218 => 0.11106845687336
1219 => 0.10904791371158
1220 => 0.11040951584131
1221 => 0.10441370915304
1222 => 0.094098235380792
1223 => 0.10091295332625
1224 => 0.10065059409833
1225 => 0.10051830067858
1226 => 0.10563937286962
1227 => 0.10514709994169
1228 => 0.10425361975714
1229 => 0.10903150424732
1230 => 0.10728751213679
1231 => 0.11266208488522
]
'min_raw' => 0.048246218875012
'max_raw' => 0.15870820173307
'avg_raw' => 0.10347721030404
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.048246'
'max' => '$0.1587082'
'avg' => '$0.103477'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.026283296153555
'max_diff' => 0.10491414258205
'year' => 2029
]
4 => [
'items' => [
101 => 0.1162021261029
102 => 0.11530425714176
103 => 0.1186336830175
104 => 0.11166133553894
105 => 0.11397726968929
106 => 0.11445458050793
107 => 0.10897254589436
108 => 0.10522764188074
109 => 0.10497789947806
110 => 0.098484751998005
111 => 0.101953338971
112 => 0.10500555196735
113 => 0.10354377880339
114 => 0.10308102508891
115 => 0.10544513345714
116 => 0.10562884492457
117 => 0.10144020399829
118 => 0.10231115508387
119 => 0.10594316589432
120 => 0.10221963773023
121 => 0.09498543074229
122 => 0.093191247388544
123 => 0.092951870255794
124 => 0.088085902701958
125 => 0.093311143299463
126 => 0.09103018575091
127 => 0.098235703316721
128 => 0.094119950327095
129 => 0.093942528441764
130 => 0.093674329239953
131 => 0.089485989955778
201 => 0.090402970076165
202 => 0.093451151656347
203 => 0.094538777184379
204 => 0.094425328931152
205 => 0.093436213903675
206 => 0.093889025698165
207 => 0.092430361138023
208 => 0.091915276322359
209 => 0.090289526958884
210 => 0.087900124519301
211 => 0.088232385583582
212 => 0.083498354129609
213 => 0.080919002539419
214 => 0.080205072014561
215 => 0.079250374279512
216 => 0.080312907664089
217 => 0.083484943213299
218 => 0.079658795356069
219 => 0.073099133227915
220 => 0.073493380098937
221 => 0.074379135765178
222 => 0.072728535940998
223 => 0.071166381731754
224 => 0.072524548075115
225 => 0.069745132756918
226 => 0.074715014827568
227 => 0.074580593445491
228 => 0.076433058145984
301 => 0.077591442339605
302 => 0.074921741804645
303 => 0.07425031933974
304 => 0.0746327920902
305 => 0.068311369493689
306 => 0.075916463056356
307 => 0.075982232221295
308 => 0.075419076701475
309 => 0.079468554242674
310 => 0.088014214918323
311 => 0.08479899362374
312 => 0.083553962757899
313 => 0.081187158171824
314 => 0.084340784755818
315 => 0.084098635438406
316 => 0.083003544392666
317 => 0.08234122991131
318 => 0.083561564650879
319 => 0.082190016932231
320 => 0.081943649274351
321 => 0.080450929318253
322 => 0.079918096208357
323 => 0.079523607786487
324 => 0.07908931479564
325 => 0.080047256914378
326 => 0.077876434045537
327 => 0.075258634474105
328 => 0.075040992764724
329 => 0.075641920659579
330 => 0.075376054799926
331 => 0.075039719901274
401 => 0.074397564984389
402 => 0.074207051338018
403 => 0.074826128264642
404 => 0.07412722650891
405 => 0.075158494120641
406 => 0.07487804639289
407 => 0.073311488183159
408 => 0.071358976639701
409 => 0.071341595191432
410 => 0.070920929782155
411 => 0.070385149135972
412 => 0.070236107217205
413 => 0.072410167093911
414 => 0.076910405974555
415 => 0.076026901400695
416 => 0.0766653240005
417 => 0.079805731321467
418 => 0.08080397237346
419 => 0.08009544451939
420 => 0.079125567892646
421 => 0.079168237542015
422 => 0.082482599577223
423 => 0.08268931227188
424 => 0.083211608563234
425 => 0.083882906898539
426 => 0.080209769528669
427 => 0.078995233102214
428 => 0.078419718363444
429 => 0.076647355720267
430 => 0.078558696880044
501 => 0.077445040238031
502 => 0.077595310566967
503 => 0.077497446818112
504 => 0.077550887042504
505 => 0.074713625644243
506 => 0.075747374575701
507 => 0.07402856647825
508 => 0.071727275381027
509 => 0.071719560646332
510 => 0.072282798382141
511 => 0.071947762537387
512 => 0.071046189693714
513 => 0.071174253860854
514 => 0.070052277001259
515 => 0.071310482165656
516 => 0.071346562987696
517 => 0.070862085464505
518 => 0.072800524119112
519 => 0.07359470401752
520 => 0.073275810533241
521 => 0.073572329600558
522 => 0.076063615004523
523 => 0.076469803227772
524 => 0.076650205205251
525 => 0.076408490454111
526 => 0.073617865724425
527 => 0.07374164179784
528 => 0.072833455097841
529 => 0.0720661330387
530 => 0.072096821896991
531 => 0.072491325180275
601 => 0.07421414415569
602 => 0.077839715123723
603 => 0.077977302891702
604 => 0.078144063280211
605 => 0.077465764973089
606 => 0.077261183713221
607 => 0.077531079201891
608 => 0.078892653034019
609 => 0.082394990593942
610 => 0.081157030587004
611 => 0.080150549831369
612 => 0.081033504799324
613 => 0.080897580802838
614 => 0.079750245483412
615 => 0.079718043602315
616 => 0.077515940299047
617 => 0.076701872847295
618 => 0.076021577152718
619 => 0.075278712013809
620 => 0.074838316658399
621 => 0.075514964080419
622 => 0.075669721351692
623 => 0.074190219937673
624 => 0.073988569361888
625 => 0.075196762153832
626 => 0.074665081552064
627 => 0.075211928236026
628 => 0.07533880135747
629 => 0.075318371862781
630 => 0.074763236251408
701 => 0.075117063135715
702 => 0.074280157073458
703 => 0.07337014742998
704 => 0.072789617973045
705 => 0.072283029025811
706 => 0.072564114016859
707 => 0.071562097347865
708 => 0.071241532048843
709 => 0.074997194548669
710 => 0.077771542817466
711 => 0.077731202694876
712 => 0.077485642573241
713 => 0.077120790042544
714 => 0.078865961798872
715 => 0.078257978854778
716 => 0.078700337245281
717 => 0.078812936021388
718 => 0.07915373860408
719 => 0.07927554623442
720 => 0.078907358974692
721 => 0.077671677560759
722 => 0.074592476962299
723 => 0.073159100771573
724 => 0.072686062753865
725 => 0.072703256787381
726 => 0.072228968585448
727 => 0.072368667717024
728 => 0.072180386928569
729 => 0.071823828665251
730 => 0.072542097548854
731 => 0.072624871346552
801 => 0.072457218806445
802 => 0.07249670704875
803 => 0.071108615622001
804 => 0.0712141491984
805 => 0.070626524834449
806 => 0.070516352350125
807 => 0.069030889128361
808 => 0.06639917570967
809 => 0.067857400410228
810 => 0.066096070029375
811 => 0.065429027525636
812 => 0.068586702991944
813 => 0.068269759955411
814 => 0.067727291248693
815 => 0.066924866971071
816 => 0.06662724000102
817 => 0.064818952748237
818 => 0.064712109490505
819 => 0.065608345480847
820 => 0.065194763408902
821 => 0.064613937544111
822 => 0.062510245139213
823 => 0.060144998367489
824 => 0.060216390300116
825 => 0.060968731291221
826 => 0.063156264189864
827 => 0.062301557241661
828 => 0.061681457544107
829 => 0.061565331510884
830 => 0.063018891942992
831 => 0.065075984484749
901 => 0.066041126280491
902 => 0.065084700072703
903 => 0.063986009142841
904 => 0.064052881368898
905 => 0.064497752329571
906 => 0.064544501977401
907 => 0.063829367129314
908 => 0.064030673400124
909 => 0.063724870766932
910 => 0.061848160571499
911 => 0.061814216835176
912 => 0.061353641887177
913 => 0.061339695860795
914 => 0.060556142978444
915 => 0.060446518513757
916 => 0.058890726707588
917 => 0.05991475358578
918 => 0.059227890119713
919 => 0.058192624861637
920 => 0.05801414474093
921 => 0.05800877941298
922 => 0.059071765351948
923 => 0.059902331976182
924 => 0.059239838403777
925 => 0.059089001459238
926 => 0.060699545405283
927 => 0.060494589007714
928 => 0.060317098089247
929 => 0.064891794410024
930 => 0.061270565304124
1001 => 0.05969150272142
1002 => 0.057737112919473
1003 => 0.058373472093876
1004 => 0.058507562321984
1005 => 0.053807607153541
1006 => 0.051900835927046
1007 => 0.051246503897271
1008 => 0.050869926563239
1009 => 0.051041537583118
1010 => 0.049325219837314
1011 => 0.05047861374777
1012 => 0.048992427656632
1013 => 0.048743263721984
1014 => 0.051400748556067
1015 => 0.051770522045929
1016 => 0.050192953458561
1017 => 0.051206007876806
1018 => 0.050838660262241
1019 => 0.049017904051551
1020 => 0.048948364556879
1021 => 0.048034773093031
1022 => 0.046605179358274
1023 => 0.04595181666037
1024 => 0.045611539694546
1025 => 0.04575194460251
1026 => 0.045680951584582
1027 => 0.045217674121074
1028 => 0.045707506106498
1029 => 0.044456187796291
1030 => 0.043957902762611
1031 => 0.043732838973022
1101 => 0.042622221949519
1102 => 0.044389707527544
1103 => 0.044737924452611
1104 => 0.045086827472591
1105 => 0.048123790055304
1106 => 0.047972071987039
1107 => 0.04934352943446
1108 => 0.049290237120002
1109 => 0.04889907523986
1110 => 0.047248827610546
1111 => 0.047906586902755
1112 => 0.045882106039825
1113 => 0.04739898475365
1114 => 0.04670674465503
1115 => 0.047164937679975
1116 => 0.046341065307524
1117 => 0.046797030295295
1118 => 0.044820499603541
1119 => 0.042974843054119
1120 => 0.04371758912768
1121 => 0.044525039052957
1122 => 0.046275796225373
1123 => 0.045233059696915
1124 => 0.045608067182782
1125 => 0.044351854880623
1126 => 0.041759930081964
1127 => 0.041774600094842
1128 => 0.04137588893272
1129 => 0.041031344275863
1130 => 0.045352830530709
1201 => 0.044815385402331
1202 => 0.04395903692934
1203 => 0.045105293390374
1204 => 0.045408381792207
1205 => 0.045417010292916
1206 => 0.046253289417725
1207 => 0.046699611736547
1208 => 0.046778277979711
1209 => 0.048094181251604
1210 => 0.048535254671159
1211 => 0.050351973663258
1212 => 0.046661744406075
1213 => 0.046585746562946
1214 => 0.045121423569459
1215 => 0.044192726776959
1216 => 0.045185012233376
1217 => 0.04606404168729
1218 => 0.045148737464877
1219 => 0.045268256873198
1220 => 0.044039535737712
1221 => 0.044478745726945
1222 => 0.044857052537647
1223 => 0.044648173752624
1224 => 0.044335472101597
1225 => 0.045991971296388
1226 => 0.045898505119946
1227 => 0.047441075252888
1228 => 0.048643618981764
1229 => 0.050798792324316
1230 => 0.048549756589636
1231 => 0.048467792788357
]
'min_raw' => 0.041031344275863
'max_raw' => 0.1186336830175
'avg_raw' => 0.079832513646682
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.041031'
'max' => '$0.118633'
'avg' => '$0.079832'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0072148745991491
'max_diff' => -0.040074518715567
'year' => 2030
]
5 => [
'items' => [
101 => 0.049269002093268
102 => 0.048535132010189
103 => 0.04899891257036
104 => 0.050724070106053
105 => 0.050760519966314
106 => 0.050149937843941
107 => 0.050112783866305
108 => 0.050230052841943
109 => 0.050916900895087
110 => 0.05067689508061
111 => 0.050954635885326
112 => 0.051301955014542
113 => 0.05273861419324
114 => 0.053084987857438
115 => 0.052243479427593
116 => 0.052319458216837
117 => 0.052004710964153
118 => 0.05170066906183
119 => 0.052384110856497
120 => 0.053633114169331
121 => 0.053625344184545
122 => 0.053915088675968
123 => 0.054095597093751
124 => 0.053320722824387
125 => 0.052816308167948
126 => 0.053009732843966
127 => 0.053319023113159
128 => 0.052909434178176
129 => 0.050381261531415
130 => 0.051148147612148
131 => 0.051020500269501
201 => 0.050838714931124
202 => 0.051609824815456
203 => 0.051535449385977
204 => 0.049307616518106
205 => 0.049450235150121
206 => 0.049316289629487
207 => 0.049749095009332
208 => 0.048511759099331
209 => 0.048892355291663
210 => 0.049131061655625
211 => 0.049271661537828
212 => 0.049779604722587
213 => 0.049720003452513
214 => 0.049775899823955
215 => 0.050529045474922
216 => 0.054338197729138
217 => 0.054545521481915
218 => 0.053524583498144
219 => 0.053932428085549
220 => 0.053149455663538
221 => 0.053675070295894
222 => 0.054034682478187
223 => 0.052409664175849
224 => 0.052313441138266
225 => 0.051527237110551
226 => 0.051949698622173
227 => 0.051277531981124
228 => 0.051442458163447
301 => 0.050981310179668
302 => 0.051811284736822
303 => 0.052739325256729
304 => 0.052973784941488
305 => 0.052357022452128
306 => 0.051910445763202
307 => 0.051126404208955
308 => 0.052430282787173
309 => 0.052811576618424
310 => 0.052428280012999
311 => 0.052339461814326
312 => 0.052171151488332
313 => 0.05237516964564
314 => 0.052809500010332
315 => 0.052604677831166
316 => 0.052739966489007
317 => 0.052224385634373
318 => 0.053320979340013
319 => 0.055062634054216
320 => 0.055068233758911
321 => 0.054863410475677
322 => 0.054779601201157
323 => 0.054989762319471
324 => 0.055103766104896
325 => 0.055783388624566
326 => 0.056512650665527
327 => 0.059915798408738
328 => 0.05896020814036
329 => 0.061979683272302
330 => 0.064367696071893
331 => 0.065083756695346
401 => 0.064425014615025
402 => 0.062171493542794
403 => 0.062060925048
404 => 0.065428636941969
405 => 0.064477104080946
406 => 0.06436392227488
407 => 0.063159859082015
408 => 0.063871609555126
409 => 0.063715939285907
410 => 0.063470206150295
411 => 0.064828176472023
412 => 0.06737017568745
413 => 0.066973981271008
414 => 0.066678240518064
415 => 0.065382390627503
416 => 0.066162781700172
417 => 0.065884899386601
418 => 0.067078858154176
419 => 0.066371583429689
420 => 0.064469895283665
421 => 0.064772745388966
422 => 0.0647269702048
423 => 0.065669020251278
424 => 0.065386240210445
425 => 0.064671752863369
426 => 0.067361487410482
427 => 0.067186831010082
428 => 0.067434453853837
429 => 0.067543465087649
430 => 0.069180659108038
501 => 0.069851365113826
502 => 0.070003627119501
503 => 0.070640745950735
504 => 0.069987775022578
505 => 0.072600124295589
506 => 0.074337184127335
507 => 0.07635486851019
508 => 0.079303247695976
509 => 0.080411865543864
510 => 0.080211603652497
511 => 0.082447031101773
512 => 0.086464044537363
513 => 0.081023556918639
514 => 0.086752403591691
515 => 0.084938716877719
516 => 0.080638498305719
517 => 0.080361614925929
518 => 0.083273772869451
519 => 0.089732658903368
520 => 0.088114781207951
521 => 0.089735305171689
522 => 0.08784487788879
523 => 0.087751002240422
524 => 0.089643491338071
525 => 0.094065395268939
526 => 0.091964714463974
527 => 0.088952873421991
528 => 0.091176769977955
529 => 0.089250224969269
530 => 0.084909179858705
531 => 0.088113544047368
601 => 0.085970876969447
602 => 0.086596221133231
603 => 0.091099788633348
604 => 0.090557907476772
605 => 0.091259151870225
606 => 0.090021473870542
607 => 0.088865287454931
608 => 0.086707179650663
609 => 0.086068270323248
610 => 0.086244841875796
611 => 0.086068182823156
612 => 0.084860741340703
613 => 0.084599994467529
614 => 0.084165404921989
615 => 0.084300102394372
616 => 0.083482946905101
617 => 0.085025088146294
618 => 0.085311323149962
619 => 0.086433564941395
620 => 0.086550079807076
621 => 0.089675507222105
622 => 0.087954074322581
623 => 0.089108960132948
624 => 0.089005656275862
625 => 0.080731697081578
626 => 0.08187177565679
627 => 0.083645380143455
628 => 0.082846373726276
629 => 0.081716765591094
630 => 0.080804546456177
701 => 0.079422441187583
702 => 0.081367727812148
703 => 0.083925572865282
704 => 0.08661495097871
705 => 0.089846062566959
706 => 0.089124916074747
707 => 0.086554547595082
708 => 0.086669852447425
709 => 0.087382621673818
710 => 0.086459520763725
711 => 0.086187280284269
712 => 0.087345220012478
713 => 0.087353194106994
714 => 0.08629105494946
715 => 0.085110681645275
716 => 0.085105735838032
717 => 0.084895699809606
718 => 0.08788224283165
719 => 0.089524539520217
720 => 0.089712826188867
721 => 0.089511866327227
722 => 0.089589207802161
723 => 0.088633591544622
724 => 0.090817846930157
725 => 0.092822335672394
726 => 0.092285089869819
727 => 0.091479682037767
728 => 0.090838135905841
729 => 0.092133961989766
730 => 0.092076260894068
731 => 0.092804828211908
801 => 0.092771776189962
802 => 0.092526786403775
803 => 0.092285098619175
804 => 0.093243363365967
805 => 0.092967398508152
806 => 0.092691005000689
807 => 0.092136655507744
808 => 0.092212000810605
809 => 0.091406732043572
810 => 0.09103417786535
811 => 0.085431856907363
812 => 0.08393473368627
813 => 0.084405759128379
814 => 0.084560832934092
815 => 0.083909282989657
816 => 0.084843438240528
817 => 0.084697851134195
818 => 0.085264245399329
819 => 0.084910386852454
820 => 0.084924909330648
821 => 0.085965531866412
822 => 0.086267629015668
823 => 0.086113979967334
824 => 0.086221590494006
825 => 0.088701429661613
826 => 0.088348875832772
827 => 0.088161588637858
828 => 0.088213468470793
829 => 0.088847120546468
830 => 0.089024508531536
831 => 0.088272903173969
901 => 0.088627364605577
902 => 0.090136616393508
903 => 0.09066476910303
904 => 0.092350379024144
905 => 0.091634301970328
906 => 0.092948692393696
907 => 0.096988680446416
908 => 0.10021610244884
909 => 0.097248031796556
910 => 0.10317478129429
911 => 0.10778960592
912 => 0.10761248126447
913 => 0.10680777984816
914 => 0.10155392470325
915 => 0.096719248868343
916 => 0.10076366049543
917 => 0.1007739705324
918 => 0.10042655198683
919 => 0.09826876523802
920 => 0.10035146568524
921 => 0.10051678288349
922 => 0.10042424921386
923 => 0.098769879172749
924 => 0.096243961898663
925 => 0.096737520087828
926 => 0.097545978469994
927 => 0.096015398090467
928 => 0.095526284918073
929 => 0.096435639363142
930 => 0.099365768856679
1001 => 0.098811844849011
1002 => 0.098797379654588
1003 => 0.10116730145973
1004 => 0.099470948908384
1005 => 0.096743745437185
1006 => 0.096055090593313
1007 => 0.093610829831056
1008 => 0.095299089445705
1009 => 0.095359846903686
1010 => 0.094435204366337
1011 => 0.096818775083095
1012 => 0.096796810059321
1013 => 0.0990596557072
1014 => 0.10338536669993
1015 => 0.10210604110407
1016 => 0.10061832462631
1017 => 0.10078008065735
1018 => 0.10255414506991
1019 => 0.10148150522812
1020 => 0.10186723399394
1021 => 0.10255356122322
1022 => 0.1029676394812
1023 => 0.10072050116833
1024 => 0.10019658573455
1025 => 0.099124838626368
1026 => 0.09884523981095
1027 => 0.099718155467828
1028 => 0.099488173032806
1029 => 0.095354740474607
1030 => 0.094922773774073
1031 => 0.094936021576072
1101 => 0.093849820768684
1102 => 0.092193103819353
1103 => 0.096546857044766
1104 => 0.096197189730028
1105 => 0.095811184076658
1106 => 0.095858467566678
1107 => 0.097748284279442
1108 => 0.096652095148008
1109 => 0.099566493615793
1110 => 0.098967380905653
1111 => 0.098352903215158
1112 => 0.098267963680883
1113 => 0.098031442194815
1114 => 0.09722032201332
1115 => 0.096240845653399
1116 => 0.095594110519789
1117 => 0.088180513868942
1118 => 0.089556434284432
1119 => 0.09113930530336
1120 => 0.091685706036137
1121 => 0.090751049772943
1122 => 0.097257227939388
1123 => 0.09844596938549
1124 => 0.094845194005561
1125 => 0.094171635950666
1126 => 0.097301386293332
1127 => 0.095413764240285
1128 => 0.096263760335191
1129 => 0.09442653370101
1130 => 0.098159636381537
1201 => 0.098131196393769
1202 => 0.096678935135096
1203 => 0.097906376406271
1204 => 0.097693078279558
1205 => 0.096053478895278
1206 => 0.098211614606519
1207 => 0.098212685014907
1208 => 0.096814915128317
1209 => 0.095182625911953
1210 => 0.094890811153017
1211 => 0.094670967931956
1212 => 0.096209692379445
1213 => 0.097589307907597
1214 => 0.10015643036979
1215 => 0.10080186595011
1216 => 0.10332104398919
1217 => 0.10182099612347
1218 => 0.10248594791347
1219 => 0.10320784714469
1220 => 0.1035539521831
1221 => 0.10298999259603
1222 => 0.10690331302576
1223 => 0.10723371717107
1224 => 0.10734449882301
1225 => 0.10602494919215
1226 => 0.10719701810879
1227 => 0.10664864587754
1228 => 0.10807535808106
1229 => 0.10829908477175
1230 => 0.10810959622404
1231 => 0.10818061060695
]
'min_raw' => 0.048511759099331
'max_raw' => 0.10829908477175
'avg_raw' => 0.07840542193554
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.048511'
'max' => '$0.108299'
'avg' => '$0.0784054'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0074804148234679
'max_diff' => -0.010334598245752
'year' => 2031
]
6 => [
'items' => [
101 => 0.10484128197721
102 => 0.10466812017139
103 => 0.10230704666212
104 => 0.10326920156932
105 => 0.10147049908759
106 => 0.10204088617323
107 => 0.10229230736574
108 => 0.1021609792028
109 => 0.10332360036417
110 => 0.1023351348692
111 => 0.099726411909186
112 => 0.09711697820435
113 => 0.097084218889784
114 => 0.096397201055632
115 => 0.095900612995132
116 => 0.095996273472992
117 => 0.096333393474163
118 => 0.095881018967813
119 => 0.095977556004713
120 => 0.097580714040156
121 => 0.097902215950964
122 => 0.096809626839132
123 => 0.092422723895273
124 => 0.091346166909136
125 => 0.092119974721718
126 => 0.09175014442691
127 => 0.074049527357688
128 => 0.078208024781138
129 => 0.075737186821353
130 => 0.07687586263101
131 => 0.074353776894458
201 => 0.07555744840178
202 => 0.075335174225423
203 => 0.082021915023445
204 => 0.081917510763195
205 => 0.081967483557626
206 => 0.079582151876006
207 => 0.08338205001364
208 => 0.085254016476156
209 => 0.084907565304718
210 => 0.084994759600572
211 => 0.083496472709288
212 => 0.081981990249827
213 => 0.080302196125105
214 => 0.083423045980009
215 => 0.083076060750827
216 => 0.083871920025225
217 => 0.085896014239086
218 => 0.086194069800863
219 => 0.086594659498472
220 => 0.086451076607796
221 => 0.089871803583596
222 => 0.089457530976143
223 => 0.090455808765741
224 => 0.088402275613021
225 => 0.086078507927561
226 => 0.086520180194878
227 => 0.086477643603831
228 => 0.085936103978581
229 => 0.085447226218777
301 => 0.084633382489159
302 => 0.08720850447588
303 => 0.087103959225944
304 => 0.088796425301847
305 => 0.088497265483193
306 => 0.086499402997394
307 => 0.086570757046922
308 => 0.087050647321583
309 => 0.088711553041475
310 => 0.089204622942224
311 => 0.088976213318759
312 => 0.089516841955434
313 => 0.089944132786656
314 => 0.08957050310515
315 => 0.094860311480013
316 => 0.092663614238617
317 => 0.093734269189552
318 => 0.093989614086685
319 => 0.093335553502004
320 => 0.093477395822668
321 => 0.093692248288755
322 => 0.094996790390407
323 => 0.098420286337442
324 => 0.099936529387859
325 => 0.10449822141515
326 => 0.099810626509644
327 => 0.099532484027147
328 => 0.10035418251116
329 => 0.10303237863533
330 => 0.10520280504379
331 => 0.10592286069838
401 => 0.10601802793996
402 => 0.10736890021636
403 => 0.10814319501292
404 => 0.10720486879054
405 => 0.10640973556392
406 => 0.10356166704174
407 => 0.10389133872821
408 => 0.10616244972835
409 => 0.10937052778381
410 => 0.11212339249903
411 => 0.11115943522278
412 => 0.11851374879278
413 => 0.11924289894356
414 => 0.11914215396897
415 => 0.12080326652456
416 => 0.11750629638141
417 => 0.11609677776942
418 => 0.10658165239266
419 => 0.10925501450661
420 => 0.11314090334029
421 => 0.11262659138182
422 => 0.10980455504069
423 => 0.11212125173141
424 => 0.11135527935565
425 => 0.11075112516267
426 => 0.11351887264177
427 => 0.1104756205957
428 => 0.11311054457316
429 => 0.10973122731727
430 => 0.11116383849842
501 => 0.1103506191044
502 => 0.11087687171675
503 => 0.10780040969803
504 => 0.10946039392644
505 => 0.1077313488966
506 => 0.10773052910413
507 => 0.10769236033927
508 => 0.10972657414911
509 => 0.10979290978841
510 => 0.10828962270942
511 => 0.10807297555557
512 => 0.1088740336327
513 => 0.10793620442183
514 => 0.10837500880697
515 => 0.10794949535964
516 => 0.10785370331996
517 => 0.10709041605013
518 => 0.10676157090727
519 => 0.10689051956108
520 => 0.10645035132804
521 => 0.10618513404604
522 => 0.10763960194646
523 => 0.10686253842033
524 => 0.10752050581642
525 => 0.10677066892647
526 => 0.10417140757755
527 => 0.10267654488909
528 => 0.097766781152625
529 => 0.099159184057744
530 => 0.10008234862438
531 => 0.099777242740616
601 => 0.10043272823925
602 => 0.10047296972523
603 => 0.10025986470774
604 => 0.10001311639793
605 => 0.099893012966756
606 => 0.10078816554386
607 => 0.10130783174432
608 => 0.10017500053899
609 => 0.099909594037578
610 => 0.10105494893149
611 => 0.10175361475513
612 => 0.10691217065044
613 => 0.1065300081678
614 => 0.10748916100363
615 => 0.10738117511372
616 => 0.1083865200907
617 => 0.11002983423757
618 => 0.10668851709912
619 => 0.1072684542203
620 => 0.10712626703089
621 => 0.10867862948138
622 => 0.10868347578751
623 => 0.10775275695218
624 => 0.108257314732
625 => 0.10797568442112
626 => 0.1084846284575
627 => 0.10652490415485
628 => 0.1089116368163
629 => 0.11026476043769
630 => 0.11028354856049
701 => 0.11092491841797
702 => 0.11157658733881
703 => 0.11282740908397
704 => 0.11154170259923
705 => 0.10922884179418
706 => 0.10939582287381
707 => 0.10803979343005
708 => 0.10806258852999
709 => 0.10794090650005
710 => 0.1083060834317
711 => 0.10660503995567
712 => 0.1070042714595
713 => 0.10644534501624
714 => 0.10726723922337
715 => 0.10638301692048
716 => 0.10712619846392
717 => 0.10744693098121
718 => 0.10863044087488
719 => 0.1062082115469
720 => 0.10126912197665
721 => 0.10230737848499
722 => 0.10077171555587
723 => 0.10091384700664
724 => 0.10120097515725
725 => 0.10027029887863
726 => 0.10044784258361
727 => 0.10044149947311
728 => 0.10038683797367
729 => 0.10014473312918
730 => 0.099793633205684
731 => 0.10119230723803
801 => 0.10142996921108
802 => 0.10195826233708
803 => 0.1035301043354
804 => 0.10337304025318
805 => 0.1036292182878
806 => 0.1030699830766
807 => 0.10093978832416
808 => 0.10105546814789
809 => 0.099612938892294
810 => 0.10192137362077
811 => 0.10137470580721
812 => 0.10102226551153
813 => 0.10092609891152
814 => 0.10250183720212
815 => 0.10297332279534
816 => 0.10267952461387
817 => 0.10207693597221
818 => 0.10323408430354
819 => 0.10354368838084
820 => 0.10361299731598
821 => 0.10566324229793
822 => 0.10372758323509
823 => 0.10419351561031
824 => 0.10782858699552
825 => 0.1045320788547
826 => 0.1062783127378
827 => 0.10619284367618
828 => 0.10708615784144
829 => 0.10611956584074
830 => 0.10613154790704
831 => 0.10692475036745
901 => 0.10581084056662
902 => 0.10553502083499
903 => 0.1051539778512
904 => 0.10598597126613
905 => 0.10648471369056
906 => 0.11050421134548
907 => 0.11310099014193
908 => 0.11298825712586
909 => 0.11401842586538
910 => 0.11355432541296
911 => 0.11205562262859
912 => 0.11461372553418
913 => 0.11380423473928
914 => 0.11387096817688
915 => 0.113868484355
916 => 0.11440672496669
917 => 0.11402533216428
918 => 0.11327356780155
919 => 0.1137726240689
920 => 0.11525464276706
921 => 0.11985487428001
922 => 0.12242922477961
923 => 0.11969989514748
924 => 0.12158255018055
925 => 0.12045362801928
926 => 0.12024846928006
927 => 0.12143091576794
928 => 0.12261543197186
929 => 0.12253998341048
930 => 0.12168008547201
1001 => 0.12119435094567
1002 => 0.12487249551212
1003 => 0.12758248977312
1004 => 0.12739768633255
1005 => 0.12821334861792
1006 => 0.13060815831525
1007 => 0.13082710970124
1008 => 0.13079952685915
1009 => 0.13025683300375
1010 => 0.13261483415611
1011 => 0.13458192020249
1012 => 0.13013121505616
1013 => 0.13182598531187
1014 => 0.13258682228175
1015 => 0.13370395668369
1016 => 0.13558874967322
1017 => 0.1376361347765
1018 => 0.13792565747854
1019 => 0.13772022726651
1020 => 0.13636992175423
1021 => 0.13861019496462
1022 => 0.1399224944704
1023 => 0.14070393879465
1024 => 0.14268555158101
1025 => 0.13259152095186
1026 => 0.12544646436667
1027 => 0.12433066060502
1028 => 0.12659969143114
1029 => 0.12719801676481
1030 => 0.12695683257304
1031 => 0.11891442178629
1101 => 0.12428831897664
1102 => 0.13007018050336
1103 => 0.13029228535197
1104 => 0.13318680612527
1105 => 0.13412938073947
1106 => 0.13645984935548
1107 => 0.13631407790903
1108 => 0.13688150993118
1109 => 0.13675106713584
1110 => 0.14106776950894
1111 => 0.14582973326298
1112 => 0.14566484160029
1113 => 0.14498025296965
1114 => 0.14599698382586
1115 => 0.15091184074308
1116 => 0.15045935947712
1117 => 0.15089890648473
1118 => 0.15669379977933
1119 => 0.16422798537626
1120 => 0.16072759974662
1121 => 0.16832242935411
1122 => 0.1731029720074
1123 => 0.18137042620894
1124 => 0.18033530022484
1125 => 0.18355375947612
1126 => 0.17848220867598
1127 => 0.16683690290935
1128 => 0.16499398869534
1129 => 0.16868354962181
1130 => 0.17775397513744
1201 => 0.16839788964342
1202 => 0.17029061355347
1203 => 0.16974550894004
1204 => 0.16971646263174
1205 => 0.17082504207982
1206 => 0.16921698977076
1207 => 0.16266549538054
1208 => 0.16566800665138
1209 => 0.16450859285727
1210 => 0.16579504890186
1211 => 0.17273752159964
1212 => 0.16966808893207
1213 => 0.16643469095725
1214 => 0.17049008956613
1215 => 0.17565400558139
1216 => 0.1753308569976
1217 => 0.17470381367943
1218 => 0.17823842403305
1219 => 0.18407656479357
1220 => 0.18565459078159
1221 => 0.18681945730463
1222 => 0.18698007271757
1223 => 0.18863451129283
1224 => 0.17973817810146
1225 => 0.19385688735021
1226 => 0.196294798416
1227 => 0.1958365721767
1228 => 0.19854620772334
1229 => 0.1977489642087
1230 => 0.19659388343966
1231 => 0.2008892321371
]
'min_raw' => 0.074049527357688
'max_raw' => 0.2008892321371
'avg_raw' => 0.13746937974739
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.074049'
'max' => '$0.200889'
'avg' => '$0.137469'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.025537768258357
'max_diff' => 0.092590147365347
'year' => 2032
]
7 => [
'items' => [
101 => 0.19596496147225
102 => 0.18897557921193
103 => 0.18514106586962
104 => 0.19019066236015
105 => 0.19327427473028
106 => 0.19531234635236
107 => 0.19592906559376
108 => 0.18042877512249
109 => 0.172074978244
110 => 0.17742966626663
111 => 0.18396275521508
112 => 0.17970188646248
113 => 0.17986890445069
114 => 0.1737940253461
115 => 0.18450024721909
116 => 0.1829404407457
117 => 0.19103271948892
118 => 0.18910143222226
119 => 0.1957003713969
120 => 0.19396264955769
121 => 0.20117583575757
122 => 0.20405337102192
123 => 0.20888520058337
124 => 0.21243951407786
125 => 0.214526674945
126 => 0.21440136963528
127 => 0.22267174081033
128 => 0.21779499187317
129 => 0.21166864584661
130 => 0.21155783957537
131 => 0.21473076099351
201 => 0.22138033383747
202 => 0.22310447132855
203 => 0.22406802897491
204 => 0.22259230689783
205 => 0.21729894544629
206 => 0.21501329880946
207 => 0.21696073596559
208 => 0.21457918766882
209 => 0.21869040817348
210 => 0.22433599203569
211 => 0.2231702012932
212 => 0.22706726496022
213 => 0.23110031587254
214 => 0.23686775981279
215 => 0.23837558322661
216 => 0.24086795799225
217 => 0.24343343032856
218 => 0.24425739090157
219 => 0.24583058729538
220 => 0.24582229577384
221 => 0.25056322899493
222 => 0.25579262515228
223 => 0.25776660114088
224 => 0.26230565008099
225 => 0.25453268783829
226 => 0.26042856898874
227 => 0.26574680136991
228 => 0.25940618548009
301 => 0.26814524731018
302 => 0.26848456527791
303 => 0.27360786373367
304 => 0.26841441924353
305 => 0.26533056848335
306 => 0.27423353007762
307 => 0.27854139275242
308 => 0.27724382945622
309 => 0.26736930870354
310 => 0.26162191408735
311 => 0.24657987378718
312 => 0.26439782029052
313 => 0.27307642227567
314 => 0.26734683322099
315 => 0.27023650466988
316 => 0.2860016151159
317 => 0.29200394845844
318 => 0.29075550508267
319 => 0.29096647146205
320 => 0.29420522158362
321 => 0.30856762323496
322 => 0.29996133924761
323 => 0.30654052088463
324 => 0.3100300951019
325 => 0.31327140611098
326 => 0.30531177069954
327 => 0.29495640197951
328 => 0.29167642201708
329 => 0.26677713850736
330 => 0.26548102266857
331 => 0.26475347357193
401 => 0.26016637943147
402 => 0.2565621799479
403 => 0.25369598670322
404 => 0.24617423971141
405 => 0.24871260851795
406 => 0.23672451372362
407 => 0.24439407194104
408 => 0.22526078318662
409 => 0.24119555461004
410 => 0.23252298298942
411 => 0.2383463815846
412 => 0.2383260642955
413 => 0.22760334117157
414 => 0.22141869825121
415 => 0.22535979342997
416 => 0.22958496030612
417 => 0.23027047941661
418 => 0.23574851855968
419 => 0.23727732153445
420 => 0.2326449771479
421 => 0.22486428830498
422 => 0.22667156486457
423 => 0.22138207384941
424 => 0.21211244430268
425 => 0.21877005407535
426 => 0.22104325476617
427 => 0.22204722969263
428 => 0.21293161365756
429 => 0.21006728918969
430 => 0.20854234687701
501 => 0.22368757674385
502 => 0.22451726662438
503 => 0.22027245588927
504 => 0.23945940292145
505 => 0.2351168058832
506 => 0.23996855073703
507 => 0.22650757345976
508 => 0.22702180091937
509 => 0.22064915855457
510 => 0.22421741245874
511 => 0.22169548560947
512 => 0.22392913280546
513 => 0.22526797172506
514 => 0.23163956840194
515 => 0.24126830800926
516 => 0.23068786433244
517 => 0.22607781350771
518 => 0.22893786311146
519 => 0.23655455209919
520 => 0.24809422580673
521 => 0.24126250671429
522 => 0.2442943076374
523 => 0.24495662126367
524 => 0.23991916452889
525 => 0.2482799640219
526 => 0.25276058439321
527 => 0.25735677376044
528 => 0.2613475162057
529 => 0.2555209546548
530 => 0.26175621071905
531 => 0.25673169500212
601 => 0.25222418497916
602 => 0.25223102101124
603 => 0.24940339412962
604 => 0.24392451074256
605 => 0.24291412058484
606 => 0.24817029778354
607 => 0.25238525413506
608 => 0.25273241812845
609 => 0.25506603453693
610 => 0.25644704468931
611 => 0.26998282157488
612 => 0.27542702301207
613 => 0.28208408947601
614 => 0.28467739203543
615 => 0.29248230298884
616 => 0.28617920351008
617 => 0.2848154882895
618 => 0.26588332728344
619 => 0.26898346758758
620 => 0.27394709133356
621 => 0.2659651756108
622 => 0.27102786395315
623 => 0.27202734587433
624 => 0.26569395316885
625 => 0.26907689186259
626 => 0.26009280966344
627 => 0.24146413645053
628 => 0.24830070306047
629 => 0.25333471724882
630 => 0.24615055831257
701 => 0.25902788514045
702 => 0.25150521664959
703 => 0.24912089188975
704 => 0.23981879092848
705 => 0.2442090245115
706 => 0.25014687829462
707 => 0.24647797500625
708 => 0.25409150021822
709 => 0.26487428237139
710 => 0.27255873505952
711 => 0.27314865191868
712 => 0.26820806365856
713 => 0.27612538787582
714 => 0.2761830569392
715 => 0.26725228287892
716 => 0.26178223349375
717 => 0.26053942676436
718 => 0.26364420164099
719 => 0.26741397151429
720 => 0.27335784791039
721 => 0.27694960793073
722 => 0.28631501314145
723 => 0.28884902326426
724 => 0.29163313212537
725 => 0.29535356015118
726 => 0.29982088789434
727 => 0.29004662911742
728 => 0.29043497864013
729 => 0.28133332420089
730 => 0.27160690112329
731 => 0.27898804382344
801 => 0.28863790603162
802 => 0.28642421697891
803 => 0.28617513173892
804 => 0.2865940240221
805 => 0.28492497476869
806 => 0.27737592685334
807 => 0.2735848422498
808 => 0.2784763085972
809 => 0.28107590526673
810 => 0.28510765299251
811 => 0.28461065498544
812 => 0.29499600414895
813 => 0.29903143679723
814 => 0.2979990004399
815 => 0.29818899357662
816 => 0.30549495162895
817 => 0.31362067956802
818 => 0.32123149606719
819 => 0.32897354550233
820 => 0.31964020273094
821 => 0.31490130687218
822 => 0.3197906377584
823 => 0.31719628996786
824 => 0.33210418190585
825 => 0.33313637199844
826 => 0.34804318592616
827 => 0.36219152741396
828 => 0.35330520761934
829 => 0.36168460693703
830 => 0.37074761048156
831 => 0.38823161473829
901 => 0.38234361719931
902 => 0.37783350336113
903 => 0.37357146757677
904 => 0.3824400874649
905 => 0.39384942527133
906 => 0.39630688735755
907 => 0.40028891476
908 => 0.39610229984547
909 => 0.40114461636952
910 => 0.41894620940557
911 => 0.41413606182822
912 => 0.40730487899858
913 => 0.42135752701737
914 => 0.42644312570708
915 => 0.46213652066022
916 => 0.50720090620916
917 => 0.48854395468319
918 => 0.47696298281495
919 => 0.47968478590831
920 => 0.49614077398507
921 => 0.50142591506836
922 => 0.48705907970658
923 => 0.49213368883683
924 => 0.5200952840691
925 => 0.53509578279583
926 => 0.51472309068917
927 => 0.45851564115958
928 => 0.40668980572636
929 => 0.42043635103103
930 => 0.41887791939845
1001 => 0.44891916519547
1002 => 0.41402134139932
1003 => 0.41460893125159
1004 => 0.44527139819747
1005 => 0.43709117770407
1006 => 0.42384026814826
1007 => 0.40678655203045
1008 => 0.37526118050887
1009 => 0.34733827980218
1010 => 0.40210151834798
1011 => 0.39974002792139
1012 => 0.39632023983043
1013 => 0.40393060816715
1014 => 0.44088439656953
1015 => 0.44003249213911
1016 => 0.43461311079827
1017 => 0.43872366378106
1018 => 0.42311966833614
1019 => 0.42714117325867
1020 => 0.40668159624924
1021 => 0.41593017952491
1022 => 0.42381183764763
1023 => 0.42539419720571
1024 => 0.42895933408735
1025 => 0.39849562977354
1026 => 0.41217293864307
1027 => 0.42020707621339
1028 => 0.38390855038627
1029 => 0.41948957106645
1030 => 0.39796532445706
1031 => 0.3906596718745
1101 => 0.40049577063038
1102 => 0.39666263337929
1103 => 0.39336712706018
1104 => 0.39152817791013
1105 => 0.39875072326584
1106 => 0.39841378289219
1107 => 0.3865962968546
1108 => 0.37118086806092
1109 => 0.37635479195828
1110 => 0.37447505690057
1111 => 0.3676626545608
1112 => 0.37225339120521
1113 => 0.35203811034186
1114 => 0.31725877031534
1115 => 0.34023506765686
1116 => 0.33935050520261
1117 => 0.33890446870146
1118 => 0.3561705211354
1119 => 0.35451078858948
1120 => 0.35149835776649
1121 => 0.36760732890636
1122 => 0.36172733774407
1123 => 0.37984808500609
1124 => 0.39178358112931
1125 => 0.38875635323961
1126 => 0.39998174503275
1127 => 0.37647398871502
1128 => 0.38428232239629
1129 => 0.38589160914611
1130 => 0.36740854670302
1201 => 0.35478234136025
1202 => 0.35394031741317
1203 => 0.33204821734708
1204 => 0.34374280049553
1205 => 0.35403354971143
1206 => 0.34910507943141
1207 => 0.34754487297462
1208 => 0.35551562939488
1209 => 0.35613502543364
1210 => 0.34201273010913
1211 => 0.34494920250202
1212 => 0.35719478052832
1213 => 0.34464064535468
1214 => 0.32025001141863
1215 => 0.31420079697559
1216 => 0.31339372025975
1217 => 0.29698777092098
1218 => 0.31460503441012
1219 => 0.3069146267838
1220 => 0.33120853233011
1221 => 0.31733198377289
1222 => 0.31673379349929
1223 => 0.31582954116532
1224 => 0.30170826284821
1225 => 0.3047999253456
1226 => 0.31507708236043
1227 => 0.31874408776378
1228 => 0.31836158905732
1229 => 0.31502671868437
1230 => 0.31655340526381
1231 => 0.31163541585858
]
'min_raw' => 0.172074978244
'max_raw' => 0.53509578279583
'avg_raw' => 0.35358538051991
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.172074'
'max' => '$0.535095'
'avg' => '$0.353585'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.098025450886307
'max_diff' => 0.33420655065874
'year' => 2033
]
8 => [
'items' => [
101 => 0.3098987714405
102 => 0.30441744395534
103 => 0.29636140680754
104 => 0.29748164818349
105 => 0.2815205306169
106 => 0.27282406664599
107 => 0.2704170000364
108 => 0.26719816996781
109 => 0.27078057545763
110 => 0.28147531477624
111 => 0.26857519014247
112 => 0.24645883129642
113 => 0.24778806214751
114 => 0.25077444921772
115 => 0.2452093366693
116 => 0.23994242468671
117 => 0.2445215773375
118 => 0.23515058453962
119 => 0.2519068889269
120 => 0.25145367785222
121 => 0.25769939192489
122 => 0.26160496510949
123 => 0.25260388336333
124 => 0.25034013564569
125 => 0.25162966922725
126 => 0.23031655159548
127 => 0.2559576555127
128 => 0.25617940084414
129 => 0.25428068269081
130 => 0.26793377894645
131 => 0.29674607055338
201 => 0.28590572747911
202 => 0.28170801898965
203 => 0.27372817208267
204 => 0.28436084428979
205 => 0.28354442095981
206 => 0.27985224504228
207 => 0.27761920552707
208 => 0.28173364930258
209 => 0.27710938041075
210 => 0.27627873465137
211 => 0.27124592510101
212 => 0.26944944106977
213 => 0.26811939581313
214 => 0.26665514667313
215 => 0.26988491540783
216 => 0.26256583454352
217 => 0.25373974051951
218 => 0.25300594630107
219 => 0.25503201665402
220 => 0.25413563134604
221 => 0.25300165475308
222 => 0.25083658461698
223 => 0.250194254557
224 => 0.25228151563769
225 => 0.24992511957247
226 => 0.25340211032623
227 => 0.25245656123188
228 => 0.24717480085417
301 => 0.2405917718654
302 => 0.24053316909903
303 => 0.23911486630173
304 => 0.23730844444612
305 => 0.23680593921122
306 => 0.24413593387354
307 => 0.25930880345628
308 => 0.25633000610119
309 => 0.25848249246968
310 => 0.26907059500855
311 => 0.27243623441031
312 => 0.27004738328248
313 => 0.26677737652079
314 => 0.26692124022274
315 => 0.27809584322581
316 => 0.27879278950806
317 => 0.28055374791993
318 => 0.28281707712596
319 => 0.27043283803318
320 => 0.26633794367516
321 => 0.26439755555225
322 => 0.25842191115837
323 => 0.26486613132413
324 => 0.26111136020256
325 => 0.26161800710811
326 => 0.26128805264622
327 => 0.26146823009383
328 => 0.25190220519833
329 => 0.25538756189478
330 => 0.24959248039088
331 => 0.24183351678558
401 => 0.24180750601893
402 => 0.24370650136921
403 => 0.24257690462717
404 => 0.23953718883892
405 => 0.23996896611959
406 => 0.23618614280354
407 => 0.24042826936038
408 => 0.24054991837097
409 => 0.23891646857639
410 => 0.24545204983787
411 => 0.24812968281322
412 => 0.24705451116654
413 => 0.2480542459043
414 => 0.25645378857976
415 => 0.2578232805336
416 => 0.25843151839594
417 => 0.25761656023648
418 => 0.24820777412515
419 => 0.24862509379844
420 => 0.24556307893182
421 => 0.24297599903671
422 => 0.24307946866507
423 => 0.244409564028
424 => 0.25021816848699
425 => 0.26244203413499
426 => 0.26290592090081
427 => 0.2634681651935
428 => 0.26118123509377
429 => 0.26049147509271
430 => 0.26140144657626
501 => 0.26599208781333
502 => 0.27780046342201
503 => 0.27362659482702
504 => 0.27023317468915
505 => 0.27321011900956
506 => 0.27275184176549
507 => 0.26888352063166
508 => 0.26877494974127
509 => 0.26135040470836
510 => 0.25860571945841
511 => 0.25631205502741
512 => 0.25380743334639
513 => 0.25232260965821
514 => 0.25460397368356
515 => 0.25512574862846
516 => 0.25013750631561
517 => 0.24945762732056
518 => 0.25353113367192
519 => 0.25173853540231
520 => 0.2535822671769
521 => 0.25401002876385
522 => 0.25394114929616
523 => 0.25206947082409
524 => 0.25326242286793
525 => 0.25044073564812
526 => 0.24737257460029
527 => 0.24541527900496
528 => 0.24370727900045
529 => 0.2446549766725
530 => 0.24127660751441
531 => 0.2401957992276
601 => 0.25285827755775
602 => 0.26221218644481
603 => 0.26207617690504
604 => 0.26124825381049
605 => 0.26001812803005
606 => 0.26590209645051
607 => 0.26385223950649
608 => 0.26534368170455
609 => 0.26572331633958
610 => 0.26687235604121
611 => 0.26728303897124
612 => 0.26604166991905
613 => 0.26187548375945
614 => 0.25149374395883
615 => 0.24666101605666
616 => 0.2450661353535
617 => 0.24512410623795
618 => 0.24352501045139
619 => 0.24399601582697
620 => 0.24336121400335
621 => 0.24215905292447
622 => 0.24458074661348
623 => 0.2448598242515
624 => 0.2442945720074
625 => 0.24442770937331
626 => 0.23974766221458
627 => 0.24010347603553
628 => 0.23812225946584
629 => 0.23775080524295
630 => 0.23274246227904
701 => 0.22386945674756
702 => 0.22878596313549
703 => 0.22284751478428
704 => 0.22059853441151
705 => 0.23124485770802
706 => 0.2301762621321
707 => 0.22834729101344
708 => 0.22564186153797
709 => 0.22463839142879
710 => 0.21854162470544
711 => 0.21818139520244
712 => 0.22120311741708
713 => 0.21980869658614
714 => 0.21785040163103
715 => 0.2107576558128
716 => 0.20278306118568
717 => 0.20302376407096
718 => 0.20556033424924
719 => 0.21293575414568
720 => 0.21005404999608
721 => 0.2079633405718
722 => 0.20757181354313
723 => 0.21247259402433
724 => 0.21940822515048
725 => 0.22266226809887
726 => 0.21943761036377
727 => 0.21573329718559
728 => 0.21595876156461
729 => 0.21745867506842
730 => 0.21761629477003
731 => 0.21520516770058
801 => 0.21588388584737
802 => 0.21485285091911
803 => 0.20852539146749
804 => 0.2084109477906
805 => 0.2068580871971
806 => 0.20681106719548
807 => 0.20416926394671
808 => 0.20379965741029
809 => 0.19855419671387
810 => 0.20200677482897
811 => 0.19969096669785
812 => 0.19620049760033
813 => 0.19559873941228
814 => 0.19558064983451
815 => 0.19916458114305
816 => 0.20196489450496
817 => 0.19973125117177
818 => 0.19922269388216
819 => 0.20465275524084
820 => 0.20396173043684
821 => 0.20336330741321
822 => 0.2187872154538
823 => 0.20657798869712
824 => 0.2012540689529
825 => 0.1946647072845
826 => 0.19681023667018
827 => 0.19726233123612
828 => 0.18141610424533
829 => 0.17498729192869
830 => 0.17278116580629
831 => 0.17151150903281
901 => 0.17209010756784
902 => 0.16630342245838
903 => 0.17019217055487
904 => 0.1651813903864
905 => 0.16434131678467
906 => 0.17330121244244
907 => 0.17454792958027
908 => 0.16922904694564
909 => 0.17264463064596
910 => 0.17140609251606
911 => 0.16526728583058
912 => 0.1650328285692
913 => 0.16195259116391
914 => 0.15713261607614
915 => 0.15492975812382
916 => 0.15378249057617
917 => 0.15425587552613
918 => 0.15401651760961
919 => 0.15245454529639
920 => 0.15410604803423
921 => 0.14988714098711
922 => 0.14820713820691
923 => 0.14744831992686
924 => 0.14370379709131
925 => 0.14966299811952
926 => 0.15083703579412
927 => 0.15201338668561
928 => 0.16225271806719
929 => 0.16174119000741
930 => 0.16636515454349
1001 => 0.16618547578455
1002 => 0.1648666461956
1003 => 0.15930272109676
1004 => 0.16152040247372
1005 => 0.15469472389962
1006 => 0.15980898638837
1007 => 0.15747505056521
1008 => 0.15901988033883
1009 => 0.15624213711418
1010 => 0.15777945490491
1011 => 0.15111544368069
1012 => 0.14489268376469
1013 => 0.14739690400857
1014 => 0.150119277806
1015 => 0.15602207784676
1016 => 0.15250641883953
1017 => 0.15377078276032
1018 => 0.14953537527764
1019 => 0.14079651985655
1020 => 0.1408459808292
1021 => 0.13950169830898
1022 => 0.13834004194305
1023 => 0.1529102345678
1024 => 0.15109820079425
1025 => 0.14821096212922
1026 => 0.15207564581667
1027 => 0.1530975295244
1028 => 0.15312662111696
1029 => 0.1559461945734
1030 => 0.15745100143254
1031 => 0.15771623016367
1101 => 0.16215288991829
1102 => 0.16363999974708
1103 => 0.16976519466821
1104 => 0.15732332908404
1105 => 0.15706709704993
1106 => 0.15213002984162
1107 => 0.14899886376617
1108 => 0.15234442346164
1109 => 0.15530813263738
1110 => 0.15222212054702
1111 => 0.15262508857675
1112 => 0.14848236948189
1113 => 0.14996319662525
1114 => 0.15123868445008
1115 => 0.15053443504292
1116 => 0.14948013959435
1117 => 0.15506514228267
1118 => 0.15475001454319
1119 => 0.15995089744521
1120 => 0.16400535758604
1121 => 0.17127167497985
1122 => 0.16368889397772
1123 => 0.16341254729918
1124 => 0.16611388040933
1125 => 0.16363958618706
1126 => 0.1652032547258
1127 => 0.17101974380404
1128 => 0.17114263705276
1129 => 0.1690840167977
1130 => 0.16895874956809
1201 => 0.16935413010691
1202 => 0.17166988627228
1203 => 0.1708606899121
1204 => 0.17179711242645
1205 => 0.17296812311965
1206 => 0.17781191984497
1207 => 0.17897974283685
1208 => 0.17614253841338
1209 => 0.17639870620599
1210 => 0.17533751386861
1211 => 0.17431241536741
1212 => 0.1766166870945
1213 => 0.18082778896635
1214 => 0.18080159192016
1215 => 0.18177848570231
1216 => 0.18238708243556
1217 => 0.17977453973641
1218 => 0.17807387050512
1219 => 0.17872601530479
1220 => 0.17976880904133
1221 => 0.17838785135045
1222 => 0.16986394076052
1223 => 0.17244955072399
1224 => 0.1720191787962
1225 => 0.17140627683601
1226 => 0.17400612764821
1227 => 0.173755365695
1228 => 0.16624407163865
1229 => 0.1667249203138
1230 => 0.1662733136392
1231 => 0.16773254719486
]
'min_raw' => 0.13834004194305
'max_raw' => 0.3098987714405
'avg_raw' => 0.22411940669177
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.13834'
'max' => '$0.309898'
'avg' => '$0.224119'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.033734936300948
'max_diff' => -0.22519701135533
'year' => 2034
]
9 => [
'items' => [
101 => 0.16356078278625
102 => 0.16484398942108
103 => 0.16564880459313
104 => 0.16612284691234
105 => 0.16783541282322
106 => 0.16763446297994
107 => 0.16782292149881
108 => 0.170362204644
109 => 0.18320502741561
110 => 0.18390403392297
111 => 0.18046187023108
112 => 0.18183694673231
113 => 0.17919710054611
114 => 0.18096924697634
115 => 0.18218170455626
116 => 0.17670284189478
117 => 0.17637841920549
118 => 0.17372767743503
119 => 0.17515203591679
120 => 0.17288577915732
121 => 0.1734418392958
122 => 0.17188704667216
123 => 0.17468536383858
124 => 0.17781431724516
125 => 0.17860481444178
126 => 0.17652535664792
127 => 0.17501969216222
128 => 0.17237624132205
129 => 0.1767723589824
130 => 0.17805791775555
131 => 0.17676560648945
201 => 0.17646614973153
202 => 0.17589867971639
203 => 0.17658654117785
204 => 0.17805091632638
205 => 0.1773603440491
206 => 0.17781647920456
207 => 0.17607816235646
208 => 0.17977540459675
209 => 0.18564751506413
210 => 0.18566639485947
211 => 0.18497581885974
212 => 0.18469325003932
213 => 0.1854018229227
214 => 0.18578619464475
215 => 0.18807758941955
216 => 0.1905363473061
217 => 0.20201029752252
218 => 0.1987884582155
219 => 0.20896882943586
220 => 0.21702018131541
221 => 0.21943442970114
222 => 0.21721343478544
223 => 0.20961553115459
224 => 0.20924274175475
225 => 0.2205972175314
226 => 0.21738905805656
227 => 0.21700745769531
228 => 0.21294787457556
301 => 0.21534759098848
302 => 0.21482273780726
303 => 0.213994231384
304 => 0.21857272313417
305 => 0.2271432509657
306 => 0.22580745382925
307 => 0.22481034323274
308 => 0.22044129485336
309 => 0.22307243784003
310 => 0.22213553821871
311 => 0.22616105356312
312 => 0.22377642744917
313 => 0.21736475309323
314 => 0.21838583336757
315 => 0.21823149913823
316 => 0.22140768664176
317 => 0.22045427399102
318 => 0.21804533001645
319 => 0.22711395783331
320 => 0.22652509158524
321 => 0.22735996929143
322 => 0.22772750827715
323 => 0.23324742222213
324 => 0.23550875434784
325 => 0.23602211633056
326 => 0.23817020695229
327 => 0.23596866987903
328 => 0.24477638784139
329 => 0.25063300634177
330 => 0.25743577010879
331 => 0.26737643638293
401 => 0.27111421885831
402 => 0.27043902190972
403 => 0.27797592162752
404 => 0.29151956288453
405 => 0.27317657903529
406 => 0.29249178556879
407 => 0.28637681418506
408 => 0.2718783270379
409 => 0.27094479539155
410 => 0.28076333921851
411 => 0.30253992442689
412 => 0.29708513682017
413 => 0.30254884650529
414 => 0.29617513893558
415 => 0.29585863063291
416 => 0.30223928975501
417 => 0.3171480475854
418 => 0.31006545558661
419 => 0.29991082323354
420 => 0.30740884573947
421 => 0.30091336473561
422 => 0.28627722806325
423 => 0.29708096564689
424 => 0.28985681399744
425 => 0.29196520550578
426 => 0.30714929776146
427 => 0.30532230760913
428 => 0.30768660204098
429 => 0.30351368425313
430 => 0.29961552103054
501 => 0.29233930989418
502 => 0.29018518248957
503 => 0.29078050580682
504 => 0.2901848874769
505 => 0.28611391421794
506 => 0.28523478793027
507 => 0.28376953893541
508 => 0.28422368086782
509 => 0.28146858408377
510 => 0.28666802094732
511 => 0.28763308224647
512 => 0.29141679879871
513 => 0.29180963680316
514 => 0.3023472335433
515 => 0.29654330233595
516 => 0.30043708047716
517 => 0.30008878431055
518 => 0.27219255321763
519 => 0.27603640773171
520 => 0.28201623908761
521 => 0.27932233316724
522 => 0.27551378047275
523 => 0.27243816997028
524 => 0.2677783055617
525 => 0.274336975232
526 => 0.28296092841168
527 => 0.29202835448749
528 => 0.30292227279627
529 => 0.30049087704894
530 => 0.29182470026235
531 => 0.29221345862235
601 => 0.2946166098331
602 => 0.29150431066587
603 => 0.29058643288216
604 => 0.29449050752059
605 => 0.29451739273698
606 => 0.29093631641117
607 => 0.28695660540508
608 => 0.28693993027065
609 => 0.28623177913657
610 => 0.29630111744916
611 => 0.30183823539616
612 => 0.30247305704527
613 => 0.30179550684118
614 => 0.30205626902373
615 => 0.29883434209244
616 => 0.30619871162461
617 => 0.312956985368
618 => 0.31114562363531
619 => 0.30843013489777
620 => 0.30626711732266
621 => 0.3106360854363
622 => 0.3104415421636
623 => 0.31289795774264
624 => 0.31278652054303
625 => 0.31196052037426
626 => 0.31114565313438
627 => 0.31437650963209
628 => 0.31344607484672
629 => 0.31251419483913
630 => 0.31064516682022
701 => 0.31089919876926
702 => 0.30818417889914
703 => 0.30692808647636
704 => 0.28803947022495
705 => 0.28299181475923
706 => 0.28457990992325
707 => 0.28510275208611
708 => 0.28290600595868
709 => 0.28605557560764
710 => 0.28556471851407
711 => 0.28747435632335
712 => 0.28628129752695
713 => 0.28633026107611
714 => 0.28983879260938
715 => 0.29085733423985
716 => 0.29033929574595
717 => 0.29070211214975
718 => 0.29906306304018
719 => 0.29787440319172
720 => 0.2972429513381
721 => 0.29741786781697
722 => 0.29955427003028
723 => 0.30015234600678
724 => 0.29761825606833
725 => 0.2988133475327
726 => 0.3039018953083
727 => 0.3056825990429
728 => 0.31136575057746
729 => 0.30895144679562
730 => 0.31338300587582
731 => 0.32700410765852
801 => 0.33788558627109
802 => 0.32787852884285
803 => 0.3478609785669
804 => 0.36342018198923
805 => 0.36282299384668
806 => 0.36010988683913
807 => 0.34239614740562
808 => 0.32609570028193
809 => 0.33973171645445
810 => 0.33976647746394
811 => 0.33859513158154
812 => 0.33132000290608
813 => 0.33834197287339
814 => 0.33889935134934
815 => 0.33858736762171
816 => 0.33300954352367
817 => 0.32449323708018
818 => 0.32615730297408
819 => 0.32888307685432
820 => 0.32372261824303
821 => 0.32207353903351
822 => 0.32513949103417
823 => 0.33501862719673
824 => 0.33315103373114
825 => 0.33310226331822
826 => 0.34109262014691
827 => 0.33537324908449
828 => 0.32617829217408
829 => 0.32385644428762
830 => 0.31561544847483
831 => 0.32130753363615
901 => 0.32151238164768
902 => 0.31839488477653
903 => 0.32643125986367
904 => 0.32635720325247
905 => 0.33398654534113
906 => 0.34857098196462
907 => 0.34425764639852
908 => 0.33924170642471
909 => 0.33978707817679
910 => 0.34576846020495
911 => 0.34215198008906
912 => 0.34345249155373
913 => 0.34576649172509
914 => 0.34716258548187
915 => 0.33958620176985
916 => 0.33781978430626
917 => 0.33420631410403
918 => 0.33326362717688
919 => 0.33620672325907
920 => 0.33543132142253
921 => 0.32149516496552
922 => 0.32003875907572
923 => 0.32008342496509
924 => 0.31642122310686
925 => 0.31083548624391
926 => 0.32551446921273
927 => 0.3243355414481
928 => 0.32303409643771
929 => 0.32319351602554
930 => 0.32956516501541
1001 => 0.3258692868253
1002 => 0.33569538473624
1003 => 0.33367543440529
1004 => 0.33160367997032
1005 => 0.33131730040023
1006 => 0.33051985169655
1007 => 0.32778510337403
1008 => 0.3244827304417
1009 => 0.32230221778513
1010 => 0.29730675907601
1011 => 0.30194577082053
1012 => 0.30728253097338
1013 => 0.30912475919241
1014 => 0.30597350034544
1015 => 0.32790953428046
1016 => 0.33191745906127
1017 => 0.31977719346973
1018 => 0.31750624546133
1019 => 0.32805841725382
1020 => 0.32169416771241
1021 => 0.32455998889122
1022 => 0.31836565102301
1023 => 0.33095206734731
1024 => 0.33085617994294
1025 => 0.32595977971568
1026 => 0.33009818365865
1027 => 0.32937903413244
1028 => 0.32385101033517
1029 => 0.33112731556184
1030 => 0.33113092451846
1031 => 0.32641824575664
1101 => 0.32091486870088
1102 => 0.31993099486727
1103 => 0.3191897780985
1104 => 0.32437769500352
1105 => 0.32902916507836
1106 => 0.33768439769042
1107 => 0.33986052881235
1108 => 0.34835411345448
1109 => 0.34329659734522
1110 => 0.34553852873066
1111 => 0.3479724623901
1112 => 0.34913937969139
1113 => 0.34723795056918
1114 => 0.36043198361732
1115 => 0.36154596426131
1116 => 0.36191947233535
1117 => 0.3574705186269
1118 => 0.36142223081058
1119 => 0.35957335554679
1120 => 0.36438361535084
1121 => 0.36513792550859
1122 => 0.36449905164034
1123 => 0.36473848159038
1124 => 0.35347970197072
1125 => 0.35289587485264
1126 => 0.34493535067123
1127 => 0.34817932311638
1128 => 0.34211487211781
1129 => 0.34403797200023
1130 => 0.34488565610442
1201 => 0.34444287403404
1202 => 0.34836273245121
1203 => 0.34503005202245
1204 => 0.33623456042755
1205 => 0.32743667250686
1206 => 0.32732622219062
1207 => 0.32500989359672
1208 => 0.32333561228007
1209 => 0.32365813825998
1210 => 0.32479476188089
1211 => 0.32326954964895
1212 => 0.32359503100886
1213 => 0.32900019025428
1214 => 0.33008415639311
1215 => 0.32640041592044
1216 => 0.31160966636143
1217 => 0.30797997931987
1218 => 0.31058892638552
1219 => 0.30934201772585
1220 => 0.24966315145935
1221 => 0.26368381585953
1222 => 0.25535321316972
1223 => 0.25919233816178
1224 => 0.25068895001459
1225 => 0.25474721253919
1226 => 0.25399779963491
1227 => 0.27654261308878
1228 => 0.27619060683607
1229 => 0.27635909360149
1230 => 0.26831678129837
1231 => 0.28112840316981
]
'min_raw' => 0.16356078278625
'max_raw' => 0.36513792550859
'avg_raw' => 0.26434935414742
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.16356'
'max' => '$0.365137'
'avg' => '$0.264349'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.025220740843207
'max_diff' => 0.055239154068095
'year' => 2035
]
10 => [
'items' => [
101 => 0.28743986879471
102 => 0.28627178448176
103 => 0.28656576613794
104 => 0.28151418727693
105 => 0.27640800392707
106 => 0.27074446075609
107 => 0.28126662393268
108 => 0.28009673900675
109 => 0.28278003411551
110 => 0.28960440907528
111 => 0.29060932421139
112 => 0.29195994034516
113 => 0.2914758406046
114 => 0.30300906043105
115 => 0.30161231141143
116 => 0.30497807467659
117 => 0.29805444427908
118 => 0.29021969928728
119 => 0.29170882817311
120 => 0.29156541308659
121 => 0.28973957443097
122 => 0.28809128893143
123 => 0.28534735797627
124 => 0.29402956154378
125 => 0.2936770799345
126 => 0.29938334747362
127 => 0.29837470925835
128 => 0.29163877640118
129 => 0.29187935156094
130 => 0.29349733512683
131 => 0.29909719472218
201 => 0.3007596143176
202 => 0.29998951532503
203 => 0.30181228251907
204 => 0.30325292338903
205 => 0.30199320483184
206 => 0.31982816309032
207 => 0.31242184497244
208 => 0.31603163289027
209 => 0.31689254603856
210 => 0.31468733511226
211 => 0.31516556639949
212 => 0.31588995648942
213 => 0.32028831126536
214 => 0.33183086687164
215 => 0.33694298617683
216 => 0.35232304933402
217 => 0.33651849583267
218 => 0.33558071903365
219 => 0.33835113284167
220 => 0.34738085805996
221 => 0.35469860223043
222 => 0.35712632014256
223 => 0.3574471831419
224 => 0.3620017433367
225 => 0.36461233230283
226 => 0.36144869993222
227 => 0.35876785274425
228 => 0.34916539087592
229 => 0.35027690198381
301 => 0.35793411128468
302 => 0.36875037042952
303 => 0.37803184601576
304 => 0.37478179675754
305 => 0.39957737842055
306 => 0.40203575906157
307 => 0.40169609034594
308 => 0.40729664730227
309 => 0.39618068227754
310 => 0.39142839186779
311 => 0.35934748233519
312 => 0.36836090935056
313 => 0.3814624548574
314 => 0.3797284161813
315 => 0.37021372362891
316 => 0.37802462826826
317 => 0.37544209892492
318 => 0.37340515088259
319 => 0.38273680474632
320 => 0.37247626799993
321 => 0.38136009815446
322 => 0.36996649408983
323 => 0.37479664270879
324 => 0.37205481674467
325 => 0.37382911416901
326 => 0.36345660768116
327 => 0.36905336040364
328 => 0.36322376436749
329 => 0.36322100037993
330 => 0.36309231172433
331 => 0.36995080560847
401 => 0.37017446084781
402 => 0.36510602350482
403 => 0.36437558249982
404 => 0.36707640573492
405 => 0.36391444907334
406 => 0.36539390869418
407 => 0.36395926039811
408 => 0.36363629084835
409 => 0.36106281452711
410 => 0.35995409016871
411 => 0.36038884955795
412 => 0.35890479162866
413 => 0.35801059304555
414 => 0.3629144331195
415 => 0.36029450918833
416 => 0.36251289220205
417 => 0.35998476477566
418 => 0.35122117366313
419 => 0.34618113974101
420 => 0.32962752851476
421 => 0.33432211212383
422 => 0.33743462591355
423 => 0.33640594012462
424 => 0.3386159552478
425 => 0.33875163222736
426 => 0.33803313378238
427 => 0.33720120462844
428 => 0.33679626752487
429 => 0.33981433693614
430 => 0.34156642781292
501 => 0.33774700831241
502 => 0.3368521717628
503 => 0.34071381575375
504 => 0.34306941635743
505 => 0.36046184771736
506 => 0.3591733602254
507 => 0.36240721097731
508 => 0.36204312901013
509 => 0.36543271979096
510 => 0.37097326816967
511 => 0.35970778415406
512 => 0.36166308264805
513 => 0.36118368861176
514 => 0.36641758699608
515 => 0.36643392665554
516 => 0.36329594312152
517 => 0.36499709490328
518 => 0.36404755864736
519 => 0.36576349899933
520 => 0.35915615168939
521 => 0.36720318749383
522 => 0.37176533825541
523 => 0.37182868372316
524 => 0.37399110697669
525 => 0.37618825424138
526 => 0.38040548708475
527 => 0.37607063790628
528 => 0.36827266622328
529 => 0.3688356545915
530 => 0.36426370664692
531 => 0.36434056191786
601 => 0.36393030245834
602 => 0.36516152197926
603 => 0.35942633513676
604 => 0.36077237202536
605 => 0.35888791249893
606 => 0.36165898620106
607 => 0.35867776897246
608 => 0.36118345743344
609 => 0.36226482950831
610 => 0.36625511574485
611 => 0.35808840045092
612 => 0.34143591512859
613 => 0.34493646943521
614 => 0.33975887465311
615 => 0.34023808076268
616 => 0.34120615336912
617 => 0.33806831331802
618 => 0.33866691431507
619 => 0.33864552807516
620 => 0.33846123301344
621 => 0.33764495962702
622 => 0.33646120172194
623 => 0.34117692887431
624 => 0.34197822280947
625 => 0.34375939996802
626 => 0.34905897500785
627 => 0.34852942248879
628 => 0.34939314461831
629 => 0.34750764405916
630 => 0.34032554372588
701 => 0.3407155663281
702 => 0.33585197822867
703 => 0.34363502708548
704 => 0.34179189838496
705 => 0.34060362132148
706 => 0.3402793889154
707 => 0.3455921005767
708 => 0.34718174717231
709 => 0.34619118609114
710 => 0.34415951641437
711 => 0.34806092280299
712 => 0.34910477456546
713 => 0.34933845447931
714 => 0.35625099857945
715 => 0.34972478890572
716 => 0.35129571243913
717 => 0.36355160940692
718 => 0.35243720205531
719 => 0.35832475151032
720 => 0.35803658660183
721 => 0.3610484576792
722 => 0.35778952526355
723 => 0.35782992363664
724 => 0.36050426111153
725 => 0.35674863644735
726 => 0.35581869096503
727 => 0.35453397794161
728 => 0.35733910182797
729 => 0.35902064673301
730 => 0.37257266370896
731 => 0.38132788472248
801 => 0.38094779748803
802 => 0.38442108331741
803 => 0.38285633623962
804 => 0.37780335516602
805 => 0.38642817771326
806 => 0.38369892298141
807 => 0.38392391942546
808 => 0.38391554504657
809 => 0.38573026084766
810 => 0.38444436838633
811 => 0.38190974235089
812 => 0.38359234539926
813 => 0.38858907491132
814 => 0.40409907663514
815 => 0.41277867907998
816 => 0.40357655366953
817 => 0.40992405655629
818 => 0.40611781667077
819 => 0.40542610965774
820 => 0.40941281054741
821 => 0.41340648962923
822 => 0.41315210953686
823 => 0.41025290360115
824 => 0.4086152157327
825 => 0.42101633693833
826 => 0.43015327179505
827 => 0.42953019409261
828 => 0.43228025643546
829 => 0.44035452453028
830 => 0.44109273441485
831 => 0.44099973693695
901 => 0.43917000671381
902 => 0.44712017222937
903 => 0.4537523401723
904 => 0.43874647703315
905 => 0.44446051327537
906 => 0.44702572823925
907 => 0.45079222487121
908 => 0.45714693602746
909 => 0.46404983784704
910 => 0.46502598385079
911 => 0.46433336154824
912 => 0.45978071223827
913 => 0.467333949778
914 => 0.47175845918356
915 => 0.47439315328147
916 => 0.48107429914248
917 => 0.44704157013356
918 => 0.42295151300467
919 => 0.41918950271935
920 => 0.42683969856829
921 => 0.42885699420449
922 => 0.42804382486301
923 => 0.40092827539227
924 => 0.41904674496308
925 => 0.43854069477708
926 => 0.43928953678104
927 => 0.4490486156572
928 => 0.45222657177743
929 => 0.46008390942445
930 => 0.4595924308153
1001 => 0.4615055674948
1002 => 0.46106577050309
1003 => 0.47561983393654
1004 => 0.49167512720297
1005 => 0.49111918344986
1006 => 0.4888110450852
1007 => 0.49223902415279
1008 => 0.50880980739353
1009 => 0.50728423521412
1010 => 0.50876619863849
1011 => 0.52830408596775
1012 => 0.55370611872784
1013 => 0.54190432418839
1014 => 0.56751082246411
1015 => 0.58362875578653
1016 => 0.61150305484224
1017 => 0.60801305531664
1018 => 0.61886431538798
1019 => 0.60176522778095
1020 => 0.56250226633947
1021 => 0.55628875239877
1022 => 0.56872836465927
1023 => 0.59930993756211
1024 => 0.56776524209799
1025 => 0.57414669290648
1026 => 0.57230883464433
1027 => 0.57221090298793
1028 => 0.57594855599571
1029 => 0.57052689536506
1030 => 0.5484380746177
1031 => 0.55856125099598
1101 => 0.55465220644147
1102 => 0.55898958281327
1103 => 0.58239661422183
1104 => 0.57204780768217
1105 => 0.56114618066141
1106 => 0.57481924021014
1107 => 0.59222974358869
1108 => 0.59114022557694
1109 => 0.58902610525095
1110 => 0.60094329083681
1111 => 0.62062699001688
1112 => 0.62594741480975
1113 => 0.62987484362054
1114 => 0.6304163696991
1115 => 0.6359944248648
1116 => 0.60599981638792
1117 => 0.65360203035691
1118 => 0.66182161772473
1119 => 0.66027667596657
1120 => 0.66941240139279
1121 => 0.66672443922141
1122 => 0.66283000376343
1123 => 0.67731207178852
1124 => 0.66070954944038
1125 => 0.63714435916664
1126 => 0.62421602971586
1127 => 0.64124109683524
1128 => 0.65163771123209
1129 => 0.65850921199954
1130 => 0.66058852397989
1201 => 0.60832821246028
1202 => 0.58016280304096
1203 => 0.59821650756167
1204 => 0.62024327307706
1205 => 0.60587745659332
1206 => 0.6064405694014
1207 => 0.58595869036575
1208 => 0.62205546489508
1209 => 0.61679646846781
1210 => 0.64408015123546
1211 => 0.63756868137772
1212 => 0.65981746552827
1213 => 0.65395861502348
1214 => 0.67827837590496
1215 => 0.68798018695182
1216 => 0.70427103766582
1217 => 0.71625465376672
1218 => 0.72329166235123
1219 => 0.72286918675097
1220 => 0.75075332058652
1221 => 0.73431102106113
1222 => 0.71365561770478
1223 => 0.71328202662503
1224 => 0.72397975271261
1225 => 0.74639925181435
1226 => 0.75221230174099
1227 => 0.75546100361912
1228 => 0.75048550360464
1229 => 0.73263856590005
1230 => 0.72493234868523
1231 => 0.73149826902286
]
'min_raw' => 0.27074446075609
'max_raw' => 0.75546100361912
'avg_raw' => 0.51310273218761
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.270744'
'max' => '$0.755461'
'avg' => '$0.5131027'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.10718367796983
'max_diff' => 0.39032307811053
'year' => 2036
]
11 => [
'items' => [
101 => 0.72346871266591
102 => 0.73732997963361
103 => 0.75636445978712
104 => 0.75243391490591
105 => 0.76557313714357
106 => 0.77917084987306
107 => 0.79861618978771
108 => 0.80369992170026
109 => 0.81210313723468
110 => 0.82075280633211
111 => 0.82353084693108
112 => 0.8288349884099
113 => 0.82880703296611
114 => 0.84479142032242
115 => 0.8624226945717
116 => 0.86907809243587
117 => 0.88438181284374
118 => 0.85817472795158
119 => 0.87805310288758
120 => 0.89598389466784
121 => 0.87460606550763
122 => 0.90407042260961
123 => 0.90521445682821
124 => 0.9224880152691
125 => 0.90497795457588
126 => 0.89458053643033
127 => 0.92459749303034
128 => 0.93912175280381
129 => 0.93474692755769
130 => 0.90145429142299
131 => 0.88207654920426
201 => 0.83136126013051
202 => 0.89143571077581
203 => 0.92069622328939
204 => 0.9013785137644
205 => 0.91112124280475
206 => 0.96427441335838
207 => 0.98451169929227
208 => 0.98030248528733
209 => 0.9810137731646
210 => 0.99193344532181
211 => 1.0403572852402
212 => 1.0113405979053
213 => 1.0335227681383
214 => 1.0452881112461
215 => 1.0562164176143
216 => 1.0293799511006
217 => 0.9944661024723
218 => 0.98340742102805
219 => 0.89945774826258
220 => 0.89508780322019
221 => 0.89263482064501
222 => 0.87716911248976
223 => 0.86501730229373
224 => 0.85535373165806
225 => 0.82999363652359
226 => 0.83855192417807
227 => 0.79813322559694
228 => 0.82399167659842
301 => 0.75948245771933
302 => 0.81320765210363
303 => 0.78396747138509
304 => 0.80360146632545
305 => 0.80353296516674
306 => 0.76738055551777
307 => 0.74652860011379
308 => 0.75981627766746
309 => 0.77406172278214
310 => 0.77637299832456
311 => 0.79484258975991
312 => 0.79999705572698
313 => 0.78437878320776
314 => 0.75814564754349
315 => 0.76423900664418
316 => 0.7464051183861
317 => 0.71515191518442
318 => 0.73759851135245
319 => 0.74526276619138
320 => 0.74864773775121
321 => 0.717913801857
322 => 0.70825653193283
323 => 0.70311508245754
324 => 0.75417828235979
325 => 0.75697563971909
326 => 0.74266396396243
327 => 0.80735409547131
328 => 0.7927127263664
329 => 0.8090707228791
330 => 0.76368609817336
331 => 0.76541985195562
401 => 0.74393404329905
402 => 0.75596466046448
403 => 0.74746180801685
404 => 0.75499270548639
405 => 0.75950669437858
406 => 0.78098897742537
407 => 0.81345294526856
408 => 0.77778024070919
409 => 0.76223713249013
410 => 0.77187998941147
411 => 0.79756018811384
412 => 0.8364670036931
413 => 0.81343338579754
414 => 0.8236553142834
415 => 0.82588835091561
416 => 0.80890421383031
417 => 0.83709323305336
418 => 0.85219995746217
419 => 0.86769633080947
420 => 0.8811513975884
421 => 0.86150673852201
422 => 0.88252933967431
423 => 0.86558883413421
424 => 0.85039144938748
425 => 0.85041449754693
426 => 0.84088095609694
427 => 0.82240851823405
428 => 0.81900191727409
429 => 0.83672348567407
430 => 0.85093450529209
501 => 0.85210499293403
502 => 0.85997294358311
503 => 0.8646291157309
504 => 0.91026593253836
505 => 0.92862143778587
506 => 0.95106620215059
507 => 0.95980970278826
508 => 0.98612450498916
509 => 0.96487316502819
510 => 0.96027530395044
511 => 0.89644420131723
512 => 0.90689654079753
513 => 0.92363174480625
514 => 0.89672015866738
515 => 0.91378936587923
516 => 0.9171591889581
517 => 0.89580571326822
518 => 0.9072115272634
519 => 0.87692106688037
520 => 0.81411319453063
521 => 0.83716315616987
522 => 0.85413568646954
523 => 0.82991379303401
524 => 0.87333059950047
525 => 0.84796739746757
526 => 0.83992848007155
527 => 0.80856579722868
528 => 0.82336777627014
529 => 0.84338766486765
530 => 0.83101770127625
531 => 0.85668723308778
601 => 0.893042135947
602 => 0.91895080469636
603 => 0.92093975057372
604 => 0.90428221231387
605 => 0.93097602368227
606 => 0.93117045895579
607 => 0.90105973068482
608 => 0.88261707727608
609 => 0.87842686761794
610 => 0.88889483288297
611 => 0.9016048752077
612 => 0.92164506946535
613 => 0.93375493914259
614 => 0.96533105668227
615 => 0.97387464873027
616 => 0.98326146613576
617 => 0.99580514897678
618 => 1.0108670563617
619 => 0.97791246047837
620 => 0.97922180800787
621 => 0.94853494460877
622 => 0.91574163012546
623 => 0.94062766807393
624 => 0.97316285224066
625 => 0.96569924504463
626 => 0.96485943676742
627 => 0.9662717613463
628 => 0.96064444525911
629 => 0.93519230315484
630 => 0.92241039672891
701 => 0.93890231703046
702 => 0.94766703869981
703 => 0.96126035764492
704 => 0.95958469416478
705 => 0.99459962395149
706 => 1.0082053668701
707 => 1.0047244356089
708 => 1.0053650107343
709 => 1.0299975583934
710 => 1.0573940174602
711 => 1.0830544166574
712 => 1.1091572768606
713 => 1.0776892600737
714 => 1.0617117418267
715 => 1.0781964622718
716 => 1.0694494375644
717 => 1.1197124360691
718 => 1.1231925370315
719 => 1.1734519009493
720 => 1.2211540220811
721 => 1.1911931744705
722 => 1.2194449043011
723 => 1.2500014535101
724 => 1.3089499945559
725 => 1.2890981997664
726 => 1.2738920360749
727 => 1.2595222848621
728 => 1.2894234560022
729 => 1.327890834991
730 => 1.3361763399893
731 => 1.3496020233929
801 => 1.3354865589084
802 => 1.3524870811126
803 => 1.4125063949012
804 => 1.3962886465104
805 => 1.3732568366622
806 => 1.4206363205822
807 => 1.4377827716297
808 => 1.5581255447474
809 => 1.7100632669206
810 => 1.647160052264
811 => 1.6081139970527
812 => 1.6172907462122
813 => 1.6727732589333
814 => 1.6905924810924
815 => 1.6421536926097
816 => 1.6592630915903
817 => 1.7535375621321
818 => 1.8041127908907
819 => 1.7354248370771
820 => 1.5459174967093
821 => 1.3711830741819
822 => 1.4175305114298
823 => 1.4122761503743
824 => 1.5135623079918
825 => 1.3959018585748
826 => 1.3978829587859
827 => 1.501263606879
828 => 1.4736834223608
829 => 1.4290070556444
830 => 1.3715092611008
831 => 1.2652192699846
901 => 1.1710752607373
902 => 1.3557133429417
903 => 1.3477514130945
904 => 1.3362213587838
905 => 1.36188024697
906 => 1.4864725245998
907 => 1.4836002693346
908 => 1.4653284467748
909 => 1.4791874631459
910 => 1.4265775030672
911 => 1.440136287686
912 => 1.3711553953566
913 => 1.402337639586
914 => 1.4289112002266
915 => 1.4342462359535
916 => 1.4462663438598
917 => 1.3435558378579
918 => 1.3896698396307
919 => 1.4167574953746
920 => 1.2943744812663
921 => 1.4143383766771
922 => 1.3417678764587
923 => 1.3171363587122
924 => 1.3502994524021
925 => 1.337375762539
926 => 1.3262647328992
927 => 1.3200645874485
928 => 1.3444159033773
929 => 1.3432798853831
930 => 1.3034364061368
1001 => 1.251462211688
1002 => 1.2689064573398
1003 => 1.2625687993539
1004 => 1.2396003092386
1005 => 1.2550782983502
1006 => 1.1869210675336
1007 => 1.0696600944182
1008 => 1.1471262850589
1009 => 1.1441439209863
1010 => 1.1426400777814
1011 => 1.2008537790397
1012 => 1.1952578748823
1013 => 1.1851012540414
1014 => 1.2394137749319
1015 => 1.2195889742004
1016 => 1.2806843387444
1017 => 1.3209256972336
1018 => 1.3107191870492
1019 => 1.3485663792116
1020 => 1.2693083375272
1021 => 1.2956346796941
1022 => 1.3010605023279
1023 => 1.2387435668548
1024 => 1.1961734340082
1025 => 1.1933344914823
1026 => 1.1195237476519
1027 => 1.1589528512266
1028 => 1.1936488306852
1029 => 1.1770321490413
1030 => 1.1717718040421
1031 => 1.1986457658134
1101 => 1.200734102803
1102 => 1.1531197981292
1103 => 1.1630203198198
1104 => 1.2043071410944
1105 => 1.1619799978548
1106 => 1.0797452726397
1107 => 1.0593499238023
1108 => 1.0566288083066
1109 => 1.0013150046841
1110 => 1.0607128385358
1111 => 1.0347840922966
1112 => 1.1166926909922
1113 => 1.0699069387019
1114 => 1.0678900984302
1115 => 1.0648413485533
1116 => 1.017230472791
1117 => 1.0276542287539
1118 => 1.0623043811576
1119 => 1.0746679458971
1120 => 1.0733783248031
1121 => 1.0621345765075
1122 => 1.0672819068999
1123 => 1.0507005622571
1124 => 1.0448453443529
1125 => 1.0263646660427
1126 => 0.99920317434429
1127 => 1.0029801463561
1128 => 0.94916612411065
1129 => 0.91984538866503
1130 => 0.91172979553476
1201 => 0.90087728522698
1202 => 0.91295561545145
1203 => 0.94901367574701
1204 => 0.90552000488633
1205 => 0.83095315692198
1206 => 0.83543475154036
1207 => 0.84550356405049
1208 => 0.82674039854973
1209 => 0.80898263707638
1210 => 0.82442156994473
1211 => 0.79282661346485
1212 => 0.84932166359439
1213 => 0.84779363081394
1214 => 0.86885149187177
1215 => 0.88201940454204
1216 => 0.85167162899941
1217 => 0.84403924551956
1218 => 0.84838699802217
1219 => 0.77652833389231
1220 => 0.86297910595389
1221 => 0.86372673582063
1222 => 0.85732507500239
1223 => 0.90335744225704
1224 => 1.0005000950198
1225 => 0.96395112149627
1226 => 0.9497982542494
1227 => 0.92289364326742
1228 => 0.95874243996318
1229 => 0.95598981170529
1230 => 0.94354138281985
1231 => 0.93601253418848
]
'min_raw' => 0.70311508245754
'max_raw' => 1.8041127908907
'avg_raw' => 1.2536139366741
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.703115'
'max' => '$1.80'
'avg' => '$1.25'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.43237062170146
'max_diff' => 1.0486517872716
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.022069979006734
]
1 => [
'year' => 2028
'avg' => 0.037878490936239
]
2 => [
'year' => 2029
'avg' => 0.10347721030404
]
3 => [
'year' => 2030
'avg' => 0.079832513646682
]
4 => [
'year' => 2031
'avg' => 0.07840542193554
]
5 => [
'year' => 2032
'avg' => 0.13746937974739
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.022069979006734
'min' => '$0.022069'
'max_raw' => 0.13746937974739
'max' => '$0.137469'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.13746937974739
]
1 => [
'year' => 2033
'avg' => 0.35358538051991
]
2 => [
'year' => 2034
'avg' => 0.22411940669177
]
3 => [
'year' => 2035
'avg' => 0.26434935414742
]
4 => [
'year' => 2036
'avg' => 0.51310273218761
]
5 => [
'year' => 2037
'avg' => 1.2536139366741
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.13746937974739
'min' => '$0.137469'
'max_raw' => 1.2536139366741
'max' => '$1.25'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.2536139366741
]
]
]
]
'prediction_2025_max_price' => '$0.037735'
'last_price' => 0.03658947
'sma_50day_nextmonth' => '$0.035792'
'sma_200day_nextmonth' => '$0.056838'
'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' => '$0.036499'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.037378'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.038128'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.038945'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.041295'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.048884'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.065125'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.036854'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.037265'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.037975'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.039074'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.042547'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.049592'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.06421'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.054393'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.08319'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.1465088'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.353871'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.037292'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.038774'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.04352'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.054575'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.087885'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.168532'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.355465'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '41.99'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 10.15
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.037759'
'vwma_10_action' => 'SELL'
'hma_9' => '0.036314'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 4.4
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -100.83
'cci_20_action' => 'BUY'
'adx_14' => 11.9
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.002797'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'SELL'
'williams_percent_r_14' => -95.6
'williams_percent_r_14_action' => 'BUY'
'ultimate_oscillator' => 41.91
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.014467'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 31
'buy_signals' => 2
'sell_pct' => 93.94
'buy_pct' => 6.06
'overall_action' => 'bearish'
'overall_action_label' => 'Baixista'
'overall_action_dir' => -1
'last_updated' => 1767701639
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Abey para 2026
A previsão de preço para Abey em 2026 sugere que o preço médio poderia variar entre $0.012641 na extremidade inferior e $0.037735 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Abey poderia potencialmente ganhar 3.13% até 2026 se ABEY atingir a meta de preço prevista.
Previsão de preço de Abey 2027-2032
A previsão de preço de ABEY para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.022069 na extremidade inferior e $0.137469 na extremidade superior. Considerando a volatilidade de preços no mercado, se Abey atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Abey | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.012169 | $0.022069 | $0.03197 |
| 2028 | $0.021962 | $0.037878 | $0.053794 |
| 2029 | $0.048246 | $0.103477 | $0.1587082 |
| 2030 | $0.041031 | $0.079832 | $0.118633 |
| 2031 | $0.048511 | $0.0784054 | $0.108299 |
| 2032 | $0.074049 | $0.137469 | $0.200889 |
Previsão de preço de Abey 2032-2037
A previsão de preço de Abey para 2032-2037 é atualmente estimada entre $0.137469 na extremidade inferior e $1.25 na extremidade superior. Comparado ao preço atual, Abey poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Abey | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.074049 | $0.137469 | $0.200889 |
| 2033 | $0.172074 | $0.353585 | $0.535095 |
| 2034 | $0.13834 | $0.224119 | $0.309898 |
| 2035 | $0.16356 | $0.264349 | $0.365137 |
| 2036 | $0.270744 | $0.5131027 | $0.755461 |
| 2037 | $0.703115 | $1.25 | $1.80 |
Abey Histograma de preços potenciais
Previsão de preço de Abey baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Abey é Baixista, com 2 indicadores técnicos mostrando sinais de alta e 31 indicando sinais de baixa. A previsão de preço de ABEY 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 Abey
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Abey está projetado para aumentar no próximo mês, alcançando $0.056838 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Abey é esperado para alcançar $0.035792 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 41.99, sugerindo que o mercado de ABEY está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de ABEY 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 | $0.036499 | BUY |
| SMA 5 | $0.037378 | SELL |
| SMA 10 | $0.038128 | SELL |
| SMA 21 | $0.038945 | SELL |
| SMA 50 | $0.041295 | SELL |
| SMA 100 | $0.048884 | SELL |
| SMA 200 | $0.065125 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.036854 | SELL |
| EMA 5 | $0.037265 | SELL |
| EMA 10 | $0.037975 | SELL |
| EMA 21 | $0.039074 | SELL |
| EMA 50 | $0.042547 | SELL |
| EMA 100 | $0.049592 | SELL |
| EMA 200 | $0.06421 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.054393 | SELL |
| SMA 50 | $0.08319 | SELL |
| SMA 100 | $0.1465088 | SELL |
| SMA 200 | $0.353871 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.054575 | SELL |
| EMA 50 | $0.087885 | SELL |
| EMA 100 | $0.168532 | SELL |
| EMA 200 | $0.355465 | SELL |
Osciladores de Abey
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 41.99 | NEUTRAL |
| Stoch RSI (14) | 10.15 | NEUTRAL |
| Estocástico Rápido (14) | 4.4 | BUY |
| Índice de Canal de Commodities (20) | -100.83 | BUY |
| Índice Direcional Médio (14) | 11.9 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.002797 | NEUTRAL |
| Momentum (10) | -0 | SELL |
| MACD (12, 26) | -0 | SELL |
| Williams Percent Range (14) | -95.6 | BUY |
| Oscilador Ultimate (7, 14, 28) | 41.91 | NEUTRAL |
| VWMA (10) | 0.037759 | SELL |
| Média Móvel de Hull (9) | 0.036314 | SELL |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.014467 | SELL |
Previsão do preço de Abey com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Abey
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Abey por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.051414 | $0.072245 | $0.101517 | $0.142648 | $0.200445 | $0.281659 |
| Amazon.com stock | $0.076346 | $0.15930068 | $0.33239 | $0.693552 | $1.44 | $3.01 |
| Apple stock | $0.051899 | $0.073615 | $0.104417 | $0.1481085 | $0.21008 | $0.297983 |
| Netflix stock | $0.057732 | $0.091092 | $0.14373 | $0.226783 | $0.357828 | $0.564597 |
| Google stock | $0.047383 | $0.061361 | $0.079462 | $0.1029032 | $0.133259 | $0.17257 |
| Tesla stock | $0.082945 | $0.188031 | $0.426252 | $0.966282 | $2.19 | $4.96 |
| Kodak stock | $0.027438 | $0.020575 | $0.015429 | $0.01157 | $0.008676 | $0.0065066 |
| Nokia stock | $0.024238 | $0.016057 | $0.010637 | $0.007046 | $0.004668 | $0.003092 |
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 Abey
Você pode fazer perguntas como: 'Devo investir em Abey agora?', 'Devo comprar ABEY hoje?', 'Abey será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Abey regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Abey, 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 Abey para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Abey é de $0.03658 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de Abey com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Abey tiver 1% da média anterior do crescimento anual do Bitcoin | $0.03754 | $0.038516 | $0.039517 | $0.040544 |
| Se Abey tiver 2% da média anterior do crescimento anual do Bitcoin | $0.038491 | $0.040492 | $0.042597 | $0.044812 |
| Se Abey tiver 5% da média anterior do crescimento anual do Bitcoin | $0.041344 | $0.046718 | $0.05279 | $0.05965 |
| Se Abey tiver 10% da média anterior do crescimento anual do Bitcoin | $0.04610024 | $0.058083 | $0.07318 | $0.0922029 |
| Se Abey tiver 20% da média anterior do crescimento anual do Bitcoin | $0.055611 | $0.084521 | $0.12846 | $0.195242 |
| Se Abey tiver 50% da média anterior do crescimento anual do Bitcoin | $0.084143 | $0.1935011 | $0.444987 | $1.02 |
| Se Abey tiver 100% da média anterior do crescimento anual do Bitcoin | $0.131697 | $0.47402 | $1.70 | $6.14 |
Perguntas Frequentes sobre Abey
ABEY é um bom investimento?
A decisão de adquirir Abey depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Abey experimentou uma queda de -3.1992% nas últimas 24 horas, e Abey registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Abey dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Abey pode subir?
Parece que o valor médio de Abey pode potencialmente subir para $0.037735 até o final deste ano. Observando as perspectivas de Abey em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.118633. 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 Abey na próxima semana?
Com base na nossa nova previsão experimental de Abey, o preço de Abey aumentará 0.86% na próxima semana e atingirá $0.036902 até 13 de janeiro de 2026.
Qual será o preço de Abey no próximo mês?
Com base na nossa nova previsão experimental de Abey, o preço de Abey diminuirá -11.62% no próximo mês e atingirá $0.032338 até 5 de fevereiro de 2026.
Até onde o preço de Abey pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Abey em 2026, espera-se que ABEY fluctue dentro do intervalo de $0.012641 e $0.037735. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Abey não considera flutuações repentinas e extremas de preço.
Onde estará Abey em 5 anos?
O futuro de Abey parece seguir uma tendência de alta, com um preço máximo de $0.118633 projetada após um período de cinco anos. Com base na previsão de Abey para 2030, o valor de Abey pode potencialmente atingir seu pico mais alto de aproximadamente $0.118633, enquanto seu pico mais baixo está previsto para cerca de $0.041031.
Quanto será Abey em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Abey, espera-se que o valor de ABEY em 2026 aumente 3.13% para $0.037735 se o melhor cenário ocorrer. O preço ficará entre $0.037735 e $0.012641 durante 2026.
Quanto será Abey em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Abey, o valor de ABEY pode diminuir -12.62% para $0.03197 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.03197 e $0.012169 ao longo do ano.
Quanto será Abey em 2028?
Nosso novo modelo experimental de previsão de preços de Abey sugere que o valor de ABEY em 2028 pode aumentar 47.02%, alcançando $0.053794 no melhor cenário. O preço é esperado para variar entre $0.053794 e $0.021962 durante o ano.
Quanto será Abey em 2029?
Com base no nosso modelo de previsão experimental, o valor de Abey pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.1587082 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.1587082 e $0.048246.
Quanto será Abey em 2030?
Usando nossa nova simulação experimental para previsões de preços de Abey, espera-se que o valor de ABEY em 2030 aumente 224.23%, alcançando $0.118633 no melhor cenário. O preço está previsto para variar entre $0.118633 e $0.041031 ao longo de 2030.
Quanto será Abey em 2031?
Nossa simulação experimental indica que o preço de Abey poderia aumentar 195.98% em 2031, potencialmente atingindo $0.108299 sob condições ideais. O preço provavelmente oscilará entre $0.108299 e $0.048511 durante o ano.
Quanto será Abey em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Abey, ABEY poderia ver um 449.04% aumento em valor, atingindo $0.200889 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.200889 e $0.074049 ao longo do ano.
Quanto será Abey em 2033?
De acordo com nossa previsão experimental de preços de Abey, espera-se que o valor de ABEY seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.535095. Ao longo do ano, o preço de ABEY poderia variar entre $0.535095 e $0.172074.
Quanto será Abey em 2034?
Os resultados da nossa nova simulação de previsão de preços de Abey sugerem que ABEY pode aumentar 746.96% em 2034, atingindo potencialmente $0.309898 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.309898 e $0.13834.
Quanto será Abey em 2035?
Com base em nossa previsão experimental para o preço de Abey, ABEY poderia aumentar 897.93%, com o valor potencialmente atingindo $0.365137 em 2035. A faixa de preço esperada para o ano está entre $0.365137 e $0.16356.
Quanto será Abey em 2036?
Nossa recente simulação de previsão de preços de Abey sugere que o valor de ABEY pode aumentar 1964.7% em 2036, possivelmente atingindo $0.755461 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.755461 e $0.270744.
Quanto será Abey em 2037?
De acordo com a simulação experimental, o valor de Abey poderia aumentar 4830.69% em 2037, com um pico de $1.80 sob condições favoráveis. O preço é esperado para cair entre $1.80 e $0.703115 ao longo do ano.
Previsões relacionadas
Previsão de Preço do SolPod
Previsão de Preço do zuzalu
Previsão de Preço do SOFT COQ INU
Previsão de Preço do All Street Bets
Previsão de Preço do MagicRing
Previsão de Preço do AI INU
Previsão de Preço do Wall Street Baby On Solana
Previsão de Preço do Meta Masters Guild Games
Previsão de Preço do Morfey
Previsão de Preço do PANTIESPrevisão de Preço do Celer Bridged BUSD (zkSync)
Previsão de Preço do Bridged BUSD
Previsão de Preço do Multichain Bridged BUSD (Moonriver)
Previsão de Preço do tooker kurlson
Previsão de Preço do dogwifsaudihatPrevisão de Preço do Harmony Horizen Bridged BUSD (Harmony)
Previsão de Preço do IoTeX Bridged BUSD (IoTeX)
Previsão de Preço do MIMANY
Previsão de Preço do The Open League MEME
Previsão de Preço do Sandwich Cat
Previsão de Preço do Hege
Previsão de Preço do DexNet
Previsão de Preço do SolDocs
Previsão de Preço do Secret Society
Previsão de Preço do duk
Como ler e prever os movimentos de preço de Abey?
Traders de Abey 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 Abey
Médias móveis são ferramentas populares para a previsão de preço de Abey. Uma média móvel simples (SMA) calcula o preço médio de fechamento de ABEY 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 ABEY 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 ABEY.
Como ler gráficos de Abey 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 Abey 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 ABEY 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 Abey?
A ação de preço de Abey 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 ABEY. A capitalização de mercado de Abey pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de ABEY, grandes detentores de Abey, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Abey.
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


