Previsão de Preço Abey - Projeção ABEY
Previsão de Preço Abey até $0.0377071 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.012632 | $0.0377071 |
| 2027 | $0.01216 | $0.031945 |
| 2028 | $0.021946 | $0.053753 |
| 2029 | $0.0482097 | $0.158588 |
| 2030 | $0.04100033 | $0.118544 |
| 2031 | $0.048475 | $0.108217 |
| 2032 | $0.073993 | $0.200737 |
| 2033 | $0.171944 | $0.534691 |
| 2034 | $0.138235 | $0.309664 |
| 2035 | $0.163437 | $0.364861 |
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 $3,954.62, 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' => 0.03656
'ticker' => 'ABEY'
'marketcap' => '$0'
'low24h' => '$0.03566'
'high24h' => '$0.03941'
'volume24h' => '$96.77K'
'current_supply' => '0'
'max_supply' => '1.42B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.03656'
'change_24h_pct' => '-7.2431%'
'ath_price' => '$1.31'
'ath_days' => 1223
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '1 de set. de 2022'
'ath_pct' => '-97.21%'
'fdv' => '$51.9M'
'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' => '$0.036874'
'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' => '$0.032314'
'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' => '$0.012632'
'current_year_max_price_prediction' => '$0.0377071'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.04100033'
'grand_prediction_max_price' => '$0.118544'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.037254647257483
107 => 0.037393742586905
108 => 0.037707131466478
109 => 0.035029257802857
110 => 0.036231544459583
111 => 0.036937775231384
112 => 0.033746998911491
113 => 0.036874703842667
114 => 0.034982641980105
115 => 0.034340447766135
116 => 0.035205077672591
117 => 0.034868130557165
118 => 0.03457844321352
119 => 0.034416792698306
120 => 0.035051681475887
121 => 0.035022063155556
122 => 0.033983261888833
123 => 0.032628187983349
124 => 0.033082995264814
125 => 0.032917759515617
126 => 0.032318923844691
127 => 0.032722466783201
128 => 0.03094546791041
129 => 0.027888233710139
130 => 0.029907936268454
131 => 0.029830179916973
201 => 0.029790971638586
202 => 0.031308722290681
203 => 0.031162825585948
204 => 0.030898021638231
205 => 0.032314060512529
206 => 0.031797187275
207 => 0.033390068802414
208 => 0.034439243597487
209 => 0.034173138932208
210 => 0.035159892898076
211 => 0.033093473105998
212 => 0.033779854870554
213 => 0.033921317200945
214 => 0.032296586812626
215 => 0.031186696091177
216 => 0.031112679033737
217 => 0.029188281475107
218 => 0.030216279117733
219 => 0.031120874501811
220 => 0.030687643512275
221 => 0.030550495523396
222 => 0.03125115485481
223 => 0.031305602085603
224 => 0.030064199453479
225 => 0.030322326370807
226 => 0.03139875852609
227 => 0.030295203042334
228 => 0.028151175002161
301 => 0.027619426404691
302 => 0.027548481339717
303 => 0.026106336969866
304 => 0.027654960388629
305 => 0.026978944765811
306 => 0.02911447001838
307 => 0.027894669447165
308 => 0.027842086282524
309 => 0.027762599116897
310 => 0.026521285883532
311 => 0.026793054592067
312 => 0.027696455170782
313 => 0.028018798674804
314 => 0.027985175606452
315 => 0.027692028015098
316 => 0.027826229481261
317 => 0.027393919799859
318 => 0.027241262253608
319 => 0.026759433045874
320 => 0.026051277219221
321 => 0.02614975063029
322 => 0.024746708638638
323 => 0.023982256896512
324 => 0.023770666729604
325 => 0.023487719515452
326 => 0.023802626370336
327 => 0.024742733996959
328 => 0.023608764744292
329 => 0.02166465399929
330 => 0.021781498367669
331 => 0.02204401297201
401 => 0.021554818743528
402 => 0.021091837461229
403 => 0.021494362123329
404 => 0.020670616771912
405 => 0.022143558662239
406 => 0.022103719711977
407 => 0.022652741362575
408 => 0.022996055867753
409 => 0.02220482708271
410 => 0.022005835182982
411 => 0.022119190012744
412 => 0.020245687177769
413 => 0.022499636210978
414 => 0.022519128455814
415 => 0.022352224021439
416 => 0.023552382298754
417 => 0.026085090602641
418 => 0.025132183860763
419 => 0.024763189568549
420 => 0.024061731149317
421 => 0.024996382844464
422 => 0.024924616177115
423 => 0.02460006009066
424 => 0.024403767556895
425 => 0.024765442569014
426 => 0.024358952020414
427 => 0.024285935148272
428 => 0.023843532346232
429 => 0.023685614673949
430 => 0.023568698716274
501 => 0.023439985734799
502 => 0.023723894498657
503 => 0.023080519888447
504 => 0.022304673179325
505 => 0.022240169920239
506 => 0.022418269089759
507 => 0.02233947346517
508 => 0.022239792677103
509 => 0.022049474906236
510 => 0.021993011689115
511 => 0.022176489752699
512 => 0.021969353716349
513 => 0.022274994221267
514 => 0.02219187691579
515 => 0.021727590403968
516 => 0.021148917509356
517 => 0.021143766106786
518 => 0.021019091980856
519 => 0.020860300736603
520 => 0.020816128645103
521 => 0.021460462619019
522 => 0.022794214661733
523 => 0.022532367221767
524 => 0.022721578832347
525 => 0.023652312686789
526 => 0.023948164990973
527 => 0.023738176033109
528 => 0.023450730196031
529 => 0.02346337635405
530 => 0.02444566579512
531 => 0.024506929982659
601 => 0.024661724819993
602 => 0.024860679930984
603 => 0.023772058948817
604 => 0.023412102403688
605 => 0.023241535022977
606 => 0.02271625350827
607 => 0.023282724587648
608 => 0.022952666148404
609 => 0.02299720230826
610 => 0.022968198075729
611 => 0.022984036347948
612 => 0.022143146944962
613 => 0.022449522847564
614 => 0.021940113486904
615 => 0.021258071536864
616 => 0.021255785093093
617 => 0.021422713894117
618 => 0.021323418111343
619 => 0.021056215713027
620 => 0.021094170552548
621 => 0.020761646220385
622 => 0.02113454502702
623 => 0.021145238430498
624 => 0.021001652078008
625 => 0.021576154139749
626 => 0.021811528103194
627 => 0.021717016490067
628 => 0.021804896916468
629 => 0.022543248165068
630 => 0.022663631635113
701 => 0.022717098020421
702 => 0.022645460147047
703 => 0.021818392621882
704 => 0.021855076583586
705 => 0.021585914012795
706 => 0.021358500004129
707 => 0.021367595371846
708 => 0.021484515734052
709 => 0.021995113813094
710 => 0.023069637369035
711 => 0.023110414752517
712 => 0.023159838130857
713 => 0.022958808412949
714 => 0.022898175926433
715 => 0.02297816582672
716 => 0.023381700378568
717 => 0.024419700804481
718 => 0.024052802128245
719 => 0.023754507793348
720 => 0.024016192344628
721 => 0.02397590805911
722 => 0.023635868148664
723 => 0.023626324360916
724 => 0.022973679055434
725 => 0.022732410946012
726 => 0.022530789255174
727 => 0.022310623632246
728 => 0.022180102070956
729 => 0.022380642510086
730 => 0.02242650848124
731 => 0.021988023306235
801 => 0.02192825939714
802 => 0.022286335856409
803 => 0.022128759757121
804 => 0.022290830682938
805 => 0.022328432527946
806 => 0.022322377764856
807 => 0.022157850219699
808 => 0.0222627151707
809 => 0.022014678299836
810 => 0.021744975456706
811 => 0.021572921845869
812 => 0.021422782250814
813 => 0.021506088424315
814 => 0.021209117126891
815 => 0.021114110031994
816 => 0.022227189284837
817 => 0.023049432896531
818 => 0.023037477148773
819 => 0.022964699609063
820 => 0.02285656694744
821 => 0.023373789800853
822 => 0.023193599700921
823 => 0.023324703054008
824 => 0.023358074359759
825 => 0.023459079251473
826 => 0.023495179818597
827 => 0.023386058831293
828 => 0.023019835469892
829 => 0.022107241672753
830 => 0.021682426796685
831 => 0.021542230811731
901 => 0.021547326669514
902 => 0.021406760162948
903 => 0.021448163298881
904 => 0.021392361841921
905 => 0.021286687382262
906 => 0.021499563324214
907 => 0.021524095293447
908 => 0.021474407504918
909 => 0.021486110777841
910 => 0.021074717110748
911 => 0.021105994477757
912 => 0.020931838123715
913 => 0.020899185906819
914 => 0.02045893380933
915 => 0.019678963403067
916 => 0.020111142721696
917 => 0.019589130878401
918 => 0.019391437083575
919 => 0.020327288760589
920 => 0.020233355208702
921 => 0.020072581799804
922 => 0.01983476441993
923 => 0.019746555640397
924 => 0.019210627019455
925 => 0.019178961497462
926 => 0.01944458219329
927 => 0.019322007381615
928 => 0.019149865923313
929 => 0.018526387011039
930 => 0.017825390286871
1001 => 0.017846548971665
1002 => 0.018069522987115
1003 => 0.01871785000918
1004 => 0.018464537425488
1005 => 0.018280756239592
1006 => 0.018246339547916
1007 => 0.018677136500467
1008 => 0.019286804443078
1009 => 0.0195728470012
1010 => 0.019289387513343
1011 => 0.018963764516235
1012 => 0.018983583679278
1013 => 0.019115431691856
1014 => 0.019129287053748
1015 => 0.018917339957216
1016 => 0.018977001823402
1017 => 0.018886369993069
1018 => 0.018330162617611
1019 => 0.018320102589942
1020 => 0.018183600329948
1021 => 0.018179467095765
1022 => 0.017947242699433
1023 => 0.017914752901094
1024 => 0.017453657267162
1025 => 0.017757151809742
1026 => 0.017553583604758
1027 => 0.017246758302962
1028 => 0.017193861505283
1029 => 0.01719227136367
1030 => 0.017507312343733
1031 => 0.017753470372465
1101 => 0.017557124760839
1102 => 0.017512420671072
1103 => 0.017989743394351
1104 => 0.017928999726921
1105 => 0.01787639610268
1106 => 0.019232215365714
1107 => 0.018158978623126
1108 => 0.017690986145147
1109 => 0.017111756584286
1110 => 0.017300356650031
1111 => 0.017340097454995
1112 => 0.0159471547751
1113 => 0.015382038103347
1114 => 0.015188111357574
1115 => 0.015076503773659
1116 => 0.015127364751129
1117 => 0.014618693464976
1118 => 0.014960528981917
1119 => 0.014520062645023
1120 => 0.014446217030241
1121 => 0.015233825403917
1122 => 0.015343416507973
1123 => 0.014875866810784
1124 => 0.0151761094058
1125 => 0.015067237267163
1126 => 0.014527613176154
1127 => 0.014507003505083
1128 => 0.014236239104919
1129 => 0.013812545248981
1130 => 0.013618905787594
1201 => 0.013518056674848
1202 => 0.013559668984277
1203 => 0.013538628527272
1204 => 0.013401325313002
1205 => 0.013546498586793
1206 => 0.013175640861995
1207 => 0.013027962327777
1208 => 0.012961259359986
1209 => 0.012632101783454
1210 => 0.013155937864756
1211 => 0.013259140171885
1212 => 0.01336254581944
1213 => 0.014262621383375
1214 => 0.014217656151788
1215 => 0.014624119946379
1216 => 0.01460832551076
1217 => 0.014492395452266
1218 => 0.014003305605048
1219 => 0.014198248100961
1220 => 0.013598245399331
1221 => 0.01404780821961
1222 => 0.013842646522627
1223 => 0.013978442843486
1224 => 0.013734268814321
1225 => 0.013869404803759
1226 => 0.013283613267459
1227 => 0.01273660937317
1228 => 0.012956739708271
1229 => 0.013196046557483
1230 => 0.013714924780825
1231 => 0.013405885191655
]
'min_raw' => 0.012632101783454
'max_raw' => 0.037707131466478
'avg_raw' => 0.025169616624966
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.012632'
'max' => '$0.0377071'
'avg' => '$0.025169'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.023929718216546
'max_diff' => 0.0011453114664776
'year' => 2026
]
1 => [
'items' => [
101 => 0.013517027514001
102 => 0.013144719339141
103 => 0.012376541229833
104 => 0.012380889034507
105 => 0.01226272156806
106 => 0.012160607624317
107 => 0.013441382106034
108 => 0.013282097553184
109 => 0.013028298464865
110 => 0.013368018630155
111 => 0.013457846033942
112 => 0.013460403293845
113 => 0.013708254356994
114 => 0.013840532513826
115 => 0.013863847112295
116 => 0.014253846115336
117 => 0.014384568636945
118 => 0.014922996202906
119 => 0.013829309636395
120 => 0.013806785881278
121 => 0.01337279918956
122 => 0.013097557968613
123 => 0.013391645191437
124 => 0.013652166323949
125 => 0.013380894307347
126 => 0.01341631670585
127 => 0.013052156187299
128 => 0.013182326437336
129 => 0.013294446592494
130 => 0.013232540432934
131 => 0.01313986391578
201 => 0.013630806562027
202 => 0.013603105653906
203 => 0.014060282732814
204 => 0.014416684958869
205 => 0.015055421462478
206 => 0.014388866622875
207 => 0.014364574715204
208 => 0.01460203200923
209 => 0.01438453228347
210 => 0.014521984602315
211 => 0.015033275768908
212 => 0.015044078545576
213 => 0.014863118117795
214 => 0.014852106659319
215 => 0.014886862088964
216 => 0.015090425725964
217 => 0.015019294336318
218 => 0.015101609381243
219 => 0.015204545605375
220 => 0.01563033347244
221 => 0.015732989485691
222 => 0.015483588594531
223 => 0.015506106702579
224 => 0.015412823923078
225 => 0.015322713926909
226 => 0.015525268038788
227 => 0.015895439659458
228 => 0.015893136841018
301 => 0.015979009461905
302 => 0.016032507393311
303 => 0.015802855108839
304 => 0.015653359916196
305 => 0.015710685885681
306 => 0.015802351359286
307 => 0.015680960008028
308 => 0.014931676354119
309 => 0.01515896115029
310 => 0.015121129846548
311 => 0.015067253469577
312 => 0.015295790089668
313 => 0.015273747175141
314 => 0.014613476305715
315 => 0.014655744704532
316 => 0.014616046787045
317 => 0.014744318879877
318 => 0.014377605169504
319 => 0.01449040383696
320 => 0.014561150103767
321 => 0.014602820198415
322 => 0.014753361153733
323 => 0.014735696910164
324 => 0.014752263119551
325 => 0.01497547561495
326 => 0.016104407819398
327 => 0.016165853108437
328 => 0.015863274032648
329 => 0.015984148405317
330 => 0.015752096042111
331 => 0.015907874348147
401 => 0.016014453908797
402 => 0.015532841368291
403 => 0.015504323399282
404 => 0.015271313273427
405 => 0.015396519716693
406 => 0.015197307262795
407 => 0.015246187030826
408 => 0.01510951493815
409 => 0.015355497493824
410 => 0.015630544212893
411 => 0.015700031876054
412 => 0.015517239750598
413 => 0.015384886205179
414 => 0.015152516979393
415 => 0.015538952180562
416 => 0.015651957609783
417 => 0.01553835861115
418 => 0.015512035240979
419 => 0.015462152502072
420 => 0.015522618099849
421 => 0.015651342157946
422 => 0.015590638269308
423 => 0.015630734257218
424 => 0.015477929698107
425 => 0.015802931133301
426 => 0.016319111628243
427 => 0.016320771232938
428 => 0.016260067017083
429 => 0.016235228159846
430 => 0.016297514369153
501 => 0.016331302082588
502 => 0.016532724262149
503 => 0.016748858285831
504 => 0.017757461467694
505 => 0.017474249730218
506 => 0.018369142475239
507 => 0.019076886449271
508 => 0.01928910792119
509 => 0.019093874152816
510 => 0.018425989977531
511 => 0.018393220393582
512 => 0.019391321324883
513 => 0.019109312095872
514 => 0.019075767995427
515 => 0.018718915440344
516 => 0.018929859497447
517 => 0.018883722937796
518 => 0.018810894121309
519 => 0.01921336068777
520 => 0.019966742171748
521 => 0.019849320602303
522 => 0.019761670847742
523 => 0.019377615137718
524 => 0.019608902457101
525 => 0.019526545472686
526 => 0.019880403342768
527 => 0.019670785779443
528 => 0.019107175598598
529 => 0.019196932377581
530 => 0.019183365821004
531 => 0.019462564594036
601 => 0.019378756052511
602 => 0.019167000858192
603 => 0.019964167195739
604 => 0.01991240364785
605 => 0.019985792523961
606 => 0.020018100576852
607 => 0.02050332167887
608 => 0.020702101239023
609 => 0.020747227679304
610 => 0.020936052887287
611 => 0.020742529536114
612 => 0.021516760920618
613 => 0.022031579613659
614 => 0.022629568017954
615 => 0.02350338980076
616 => 0.023831954874398
617 => 0.023772602534717
618 => 0.024435124237651
619 => 0.025625661010791
620 => 0.024013244055318
621 => 0.025711123024686
622 => 0.025173594145939
623 => 0.023899122844163
624 => 0.023817061917358
625 => 0.024680148679837
626 => 0.026594392049993
627 => 0.026114895796937
628 => 0.026595176334088
629 => 0.026034903575899
630 => 0.026007081311105
701 => 0.026567965136775
702 => 0.027878500767638
703 => 0.027255914414108
704 => 0.026363284211887
705 => 0.027022388462343
706 => 0.026451411363379
707 => 0.025164840152987
708 => 0.026114529135189
709 => 0.025479499158376
710 => 0.02566483466566
711 => 0.026999573223343
712 => 0.026838973948802
713 => 0.02704680428115
714 => 0.026679989184423
715 => 0.026337326042648
716 => 0.025697719842027
717 => 0.025508363978227
718 => 0.025560695126671
719 => 0.025508338045509
720 => 0.025150484254546
721 => 0.025073205762459
722 => 0.024944404889999
723 => 0.024984325666141
724 => 0.024742142343892
725 => 0.025199192310603
726 => 0.025284024811936
727 => 0.025616627662904
728 => 0.025651159594259
729 => 0.026577453799902
730 => 0.026067266517176
731 => 0.026409544193879
801 => 0.026378927656832
802 => 0.023926744501808
803 => 0.024264633704775
804 => 0.024790283269119
805 => 0.024553478852883
806 => 0.024218692812025
807 => 0.023948335133941
808 => 0.02353871560615
809 => 0.024115247225469
810 => 0.02487332499757
811 => 0.025670385697579
812 => 0.026628001903153
813 => 0.026414273113951
814 => 0.025652483728719
815 => 0.025686657044053
816 => 0.025897903032744
817 => 0.025624320283668
818 => 0.025543635389995
819 => 0.025886818167354
820 => 0.025889181478532
821 => 0.02557439146214
822 => 0.025224559964885
823 => 0.025223094158138
824 => 0.025160845022173
825 => 0.0260459775589
826 => 0.026532710957107
827 => 0.026588514156801
828 => 0.026528954957151
829 => 0.026551876929276
830 => 0.026268657489298
831 => 0.026916013142972
901 => 0.027510090707621
902 => 0.027350865229679
903 => 0.027112163603008
904 => 0.026922026259937
905 => 0.027306074914303
906 => 0.027288973832273
907 => 0.027504901958356
908 => 0.027495106211295
909 => 0.027422497703961
910 => 0.027350867822757
911 => 0.027634872205056
912 => 0.027553083503925
913 => 0.02747116776235
914 => 0.02730687320195
915 => 0.027329203561352
916 => 0.027090543149883
917 => 0.026980127923179
918 => 0.025319747836738
919 => 0.024876040023156
920 => 0.025015639533814
921 => 0.025061599317423
922 => 0.024868497108325
923 => 0.025145356072284
924 => 0.025102207896017
925 => 0.025270072209032
926 => 0.025165197874081
927 => 0.025169501953369
928 => 0.025477915010893
929 => 0.025567448633576
930 => 0.025521911110455
1001 => 0.025553804030714
1002 => 0.026288762916923
1003 => 0.026184275265967
1004 => 0.026128768283912
1005 => 0.026144144097282
1006 => 0.026331941850405
1007 => 0.026384514967903
1008 => 0.026161758974819
1009 => 0.026266811988894
1010 => 0.026714114389614
1011 => 0.026870644914742
1012 => 0.027370215212037
1013 => 0.027157988870592
1014 => 0.027547539505255
1015 => 0.028744885348613
1016 => 0.029701408058316
1017 => 0.0288217502445
1018 => 0.030578282388439
1019 => 0.031945994622066
1020 => 0.031893499548495
1021 => 0.031655007284808
1022 => 0.030097903269335
1023 => 0.028665032939183
1024 => 0.029863689813243
1025 => 0.029866745436121
1026 => 0.029763779747603
1027 => 0.029124268699348
1028 => 0.029741526149344
1029 => 0.029790521804175
1030 => 0.029763097266466
1031 => 0.029272785645182
1101 => 0.028524170424215
1102 => 0.02867044804646
1103 => 0.028910053775681
1104 => 0.028456430143275
1105 => 0.028311469906696
1106 => 0.02858097856631
1107 => 0.029449391621943
1108 => 0.02928522316415
1109 => 0.02928093606226
1110 => 0.02998331834296
1111 => 0.029480564213562
1112 => 0.028672293075723
1113 => 0.028468193953632
1114 => 0.027743779567852
1115 => 0.028244135164385
1116 => 0.028262142071539
1117 => 0.027988102424827
1118 => 0.028694529882734
1119 => 0.028688020029346
1120 => 0.029358667762777
1121 => 0.030640694345313
1122 => 0.03026153600016
1123 => 0.029820616097059
1124 => 0.029868556315909
1125 => 0.03039434219015
1126 => 0.030076440048059
1127 => 0.030190759874848
1128 => 0.0303941691534
1129 => 0.030516891021519
1130 => 0.029850898527669
1201 => 0.029695623819249
1202 => 0.029377986259838
1203 => 0.029295120549574
1204 => 0.029553829713989
1205 => 0.029485668989495
1206 => 0.028260628660719
1207 => 0.028132605130301
1208 => 0.028136531429204
1209 => 0.027814610174783
1210 => 0.027323602991837
1211 => 0.028613940552103
1212 => 0.028510308387751
1213 => 0.028395906498799
1214 => 0.028409920077428
1215 => 0.028970011878742
1216 => 0.028645130348666
1217 => 0.029508881143408
1218 => 0.029331319946735
1219 => 0.029149204975366
1220 => 0.029124031138965
1221 => 0.029053932412308
1222 => 0.028813537796011
1223 => 0.028523246851356
1224 => 0.028331571625124
1225 => 0.026134377222967
1226 => 0.026542163723516
1227 => 0.027011284921488
1228 => 0.027173223679143
1229 => 0.026896216228353
1230 => 0.028824475738549
1231 => 0.029176787332232
]
'min_raw' => 0.012160607624317
'max_raw' => 0.031945994622066
'avg_raw' => 0.022053301123191
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.01216'
'max' => '$0.031945'
'avg' => '$0.022053'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00047149415913728
'max_diff' => -0.005761136844412
'year' => 2027
]
2 => [
'items' => [
101 => 0.028109612534248
102 => 0.027909987702005
103 => 0.028837563109317
104 => 0.028278121747226
105 => 0.02853003815832
106 => 0.027985532668444
107 => 0.029091925786202
108 => 0.02908349692436
109 => 0.02865308501253
110 => 0.029016866213075
111 => 0.028953650277265
112 => 0.028467716288867
113 => 0.029107330760379
114 => 0.029107648001177
115 => 0.028693385894002
116 => 0.028209618446459
117 => 0.028123132252916
118 => 0.028057976523866
119 => 0.028514013843093
120 => 0.02892289547752
121 => 0.029683722828836
122 => 0.029875012901769
123 => 0.030621630791327
124 => 0.030177056190261
125 => 0.030374130352708
126 => 0.030588082233888
127 => 0.030690658633545
128 => 0.030523515894857
129 => 0.031683320797524
130 => 0.031781243866813
131 => 0.031814076624915
201 => 0.031422996937304
202 => 0.031770367233243
203 => 0.031607844175468
204 => 0.032030684021592
205 => 0.032096990708555
206 => 0.032040831303626
207 => 0.032061878092648
208 => 0.031072189211826
209 => 0.031020868622331
210 => 0.030321108743019
211 => 0.030606266066203
212 => 0.030073178118457
213 => 0.030242225798102
214 => 0.030316740404543
215 => 0.030277818202805
216 => 0.030622388433409
217 => 0.030329433346348
218 => 0.029556276705319
219 => 0.02878290941828
220 => 0.028773200421963
221 => 0.028569586466352
222 => 0.028422410870202
223 => 0.028450762111355
224 => 0.02855067558309
225 => 0.028416603717592
226 => 0.028445214747712
227 => 0.028920348482003
228 => 0.029015633163917
229 => 0.028691818584646
301 => 0.027391656322655
302 => 0.027072593242353
303 => 0.027301929457178
304 => 0.027192321517636
305 => 0.021946325738411
306 => 0.023178794631784
307 => 0.022446503466031
308 => 0.022783976926307
309 => 0.02203649727195
310 => 0.022393233741774
311 => 0.022327357541728
312 => 0.024309131050867
313 => 0.024278188383362
314 => 0.024292999000847
315 => 0.023586049639427
316 => 0.024712239167936
317 => 0.025267040626145
318 => 0.025164361641793
319 => 0.025190203730023
320 => 0.024746151035306
321 => 0.024297298401583
322 => 0.023799451752859
323 => 0.024724389290482
324 => 0.024621552025509
325 => 0.024857423711678
326 => 0.025457311820727
327 => 0.025545647623538
328 => 0.025664371838329
329 => 0.025621817658692
330 => 0.026635630861178
331 => 0.026512851393002
401 => 0.026808714585242
402 => 0.02620010155161
403 => 0.025511398133975
404 => 0.025642298138256
405 => 0.025629691415212
406 => 0.025469193361544
407 => 0.025324302895044
408 => 0.025083101090959
409 => 0.025846299290236
410 => 0.025815314837109
411 => 0.02631691711775
412 => 0.026228254042342
413 => 0.025636140325233
414 => 0.025657287782477
415 => 0.02579951459556
416 => 0.026291763219558
417 => 0.026437896126003
418 => 0.026370201541348
419 => 0.026530429602044
420 => 0.026657067328194
421 => 0.0265463333507
422 => 0.028114092954725
423 => 0.027463049863315
424 => 0.02778036373614
425 => 0.027856041225086
426 => 0.027662194928476
427 => 0.027704233249095
428 => 0.027767909850077
429 => 0.028154541702081
430 => 0.029169175554568
501 => 0.029618549980988
502 => 0.030970515114617
503 => 0.029581235690468
504 => 0.029498801598849
505 => 0.029742331344851
506 => 0.030536077998334
507 => 0.031179335108151
508 => 0.03139274060187
509 => 0.031420945660805
510 => 0.031821308553951
511 => 0.032050789097976
512 => 0.031772693968134
513 => 0.031537037463366
514 => 0.03069294511405
515 => 0.03079065110187
516 => 0.031463748467587
517 => 0.0324145381419
518 => 0.033230414595266
519 => 0.032944723097462
520 => 0.035124347558937
521 => 0.035340448421325
522 => 0.03531059026952
523 => 0.035802900194159
524 => 0.034825765250923
525 => 0.034408021131591
526 => 0.031587989074512
527 => 0.032380303054938
528 => 0.033531977956457
529 => 0.033379549464682
530 => 0.03254317236684
531 => 0.033229780128237
601 => 0.033002766130109
602 => 0.032823710770967
603 => 0.033643998082789
604 => 0.032742058487895
605 => 0.03352298041905
606 => 0.032521439964741
607 => 0.032946028112159
608 => 0.032705011344667
609 => 0.032860978731138
610 => 0.031949196576762
611 => 0.032441172095003
612 => 0.031928728777737
613 => 0.031928485812883
614 => 0.031917173598252
615 => 0.032520060888493
616 => 0.032539721021384
617 => 0.032094186402983
618 => 0.032029977903913
619 => 0.032267390378012
620 => 0.031989442549267
621 => 0.032119492588954
622 => 0.031993381632486
623 => 0.031964991399881
624 => 0.03173877319629
625 => 0.031641312174184
626 => 0.031679529152213
627 => 0.031549074903998
628 => 0.031470471500712
629 => 0.03190153740292
630 => 0.031671236280519
701 => 0.031866240452929
702 => 0.031644008586979
703 => 0.030873656117783
704 => 0.030430618266419
705 => 0.02897549386382
706 => 0.029388165339321
707 => 0.029661766954517
708 => 0.029571341622327
709 => 0.02976561022583
710 => 0.029777536740301
711 => 0.029714378036968
712 => 0.02964124834964
713 => 0.029605652862174
714 => 0.02987095246291
715 => 0.030024967810712
716 => 0.02968922653692
717 => 0.02961056705399
718 => 0.029950020018577
719 => 0.03015708613088
720 => 0.031685945963727
721 => 0.031572683089157
722 => 0.03185695067761
723 => 0.031824946509592
724 => 0.032122904229669
725 => 0.032609939175666
726 => 0.03161966095334
727 => 0.031791539011492
728 => 0.031749398480877
729 => 0.032209477744287
730 => 0.032210914061528
731 => 0.03193507356045
801 => 0.032084611171086
802 => 0.032001143379179
803 => 0.032151980960503
804 => 0.031571170394414
805 => 0.032278534969285
806 => 0.03267956510167
807 => 0.032685133405447
808 => 0.032875218505425
809 => 0.03306835597599
810 => 0.033439066532011
811 => 0.033058017059786
812 => 0.032372546153673
813 => 0.032422034939037
814 => 0.032020143597586
815 => 0.032026899463644
816 => 0.031990836121163
817 => 0.03209906492667
818 => 0.031594920530989
819 => 0.031713242212986
820 => 0.0315475911653
821 => 0.031791178918465
822 => 0.031529118762557
823 => 0.031749378159437
824 => 0.031844434813416
825 => 0.032195195913021
826 => 0.031477311062951
827 => 0.030013495257126
828 => 0.030321207086562
829 => 0.029866077120584
830 => 0.029908201131737
831 => 0.029993298338253
901 => 0.029717470449861
902 => 0.029770089718631
903 => 0.029768209788074
904 => 0.029752009562159
905 => 0.029680256075409
906 => 0.029576199323628
907 => 0.029990729395745
908 => 0.030061166132646
909 => 0.030217738273512
910 => 0.030683590760832
911 => 0.03063704111179
912 => 0.030712965520703
913 => 0.030547222962344
914 => 0.029915889453658
915 => 0.029950173900617
916 => 0.029522646297671
917 => 0.030206805431492
918 => 0.030044787518144
919 => 0.029940333515419
920 => 0.029911832273016
921 => 0.030378839518546
922 => 0.03051857540585
923 => 0.030431501378208
924 => 0.030252910007161
925 => 0.030595858235371
926 => 0.030687616713416
927 => 0.030708158052728
928 => 0.031315796559317
929 => 0.030742118295225
930 => 0.030880208355263
1001 => 0.031957547584137
1002 => 0.0309805495662
1003 => 0.031498087205957
1004 => 0.031472756431627
1005 => 0.031737511175608
1006 => 0.031451038815008
1007 => 0.031454589983252
1008 => 0.031689674259867
1009 => 0.031359540791034
1010 => 0.031277795101473
1011 => 0.031164864016819
1012 => 0.031411444908661
1013 => 0.031559259001425
1014 => 0.032750532031618
1015 => 0.033520148737774
1016 => 0.03348673764684
1017 => 0.033792052475034
1018 => 0.033654505348569
1019 => 0.033210329394116
1020 => 0.03396848358688
1021 => 0.033728571877771
1022 => 0.033748349907577
1023 => 0.03374761376832
1024 => 0.033907134081432
1025 => 0.03379409931977
1026 => 0.033571296201754
1027 => 0.033719203309279
1028 => 0.03415843454087
1029 => 0.035521821760989
1030 => 0.036284791311846
1031 => 0.035475890036015
1101 => 0.036033859304463
1102 => 0.035699276568173
1103 => 0.035638472932015
1104 => 0.035988918866206
1105 => 0.036339978209613
1106 => 0.036317617247109
1107 => 0.036062766190892
1108 => 0.035918807295841
1109 => 0.037008912278933
1110 => 0.037812083061022
1111 => 0.037757312198209
1112 => 0.037999052974227
1113 => 0.038708811369379
1114 => 0.03877370278205
1115 => 0.038765527955565
1116 => 0.038604687818542
1117 => 0.039303537132343
1118 => 0.039886529524999
1119 => 0.038567457973939
1120 => 0.039069743152668
1121 => 0.039295235152017
1122 => 0.039626324307524
1123 => 0.040184927209848
1124 => 0.040791718123874
1125 => 0.040877525012241
1126 => 0.040816640918707
1127 => 0.040416445999492
1128 => 0.04108040385814
1129 => 0.041469334800009
1130 => 0.041700934275366
1201 => 0.042288232010392
1202 => 0.039296627713839
1203 => 0.037179021500358
1204 => 0.036848326711518
1205 => 0.037520807568554
1206 => 0.03769813540762
1207 => 0.037626654778042
1208 => 0.035243096460435
1209 => 0.036835777770265
1210 => 0.038549368943193
1211 => 0.038615194958965
1212 => 0.039473054529635
1213 => 0.039752408770697
1214 => 0.04044309816731
1215 => 0.040399895357497
1216 => 0.040568067234304
1217 => 0.040529407432157
1218 => 0.041808764097572
1219 => 0.043220084485827
1220 => 0.043171214948506
1221 => 0.042968320944709
1222 => 0.043269653138916
1223 => 0.04472628702588
1224 => 0.044592183519651
1225 => 0.044722453653043
1226 => 0.046439907098062
1227 => 0.048672840881491
1228 => 0.047635418956202
1229 => 0.049886326023962
1230 => 0.05130315270766
1231 => 0.053753407954502
]
'min_raw' => 0.021946325738411
'max_raw' => 0.053753407954502
'avg_raw' => 0.037849866846457
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.021946'
'max' => '$0.053753'
'avg' => '$0.037849'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.009785718114094
'max_diff' => 0.021807413332436
'year' => 2028
]
3 => [
'items' => [
101 => 0.053446623929836
102 => 0.054400490316628
103 => 0.052897416497925
104 => 0.049446055188846
105 => 0.048899864050404
106 => 0.049993352541328
107 => 0.052681587295217
108 => 0.049908690462313
109 => 0.050469643880181
110 => 0.050308089258097
111 => 0.050299480698849
112 => 0.0506280343918
113 => 0.050151450123967
114 => 0.048209760080941
115 => 0.049099625185209
116 => 0.048756005533619
117 => 0.0491372771556
118 => 0.051194842851052
119 => 0.050285144010853
120 => 0.049326850180635
121 => 0.050528763306153
122 => 0.052059211737096
123 => 0.051963439024768
124 => 0.051777599932963
125 => 0.052825165163248
126 => 0.054555436015866
127 => 0.055023121274537
128 => 0.055368356971084
129 => 0.055415959140833
130 => 0.055906291073831
131 => 0.053269652690545
201 => 0.057454065518495
202 => 0.058176598021811
203 => 0.058040791857091
204 => 0.058843856325711
205 => 0.058607574387264
206 => 0.058265238929954
207 => 0.059538266929427
208 => 0.058078843056094
209 => 0.056007374604253
210 => 0.054870926042574
211 => 0.056367493183284
212 => 0.05728139451312
213 => 0.057885425157101
214 => 0.058068204465004
215 => 0.053474327422693
216 => 0.050998482484988
217 => 0.052585470704437
218 => 0.05452170586024
219 => 0.053258896806492
220 => 0.053308396530585
221 => 0.051507962680321
222 => 0.054681004305791
223 => 0.05421871883044
224 => 0.056617056694327
225 => 0.056044674115246
226 => 0.058000425540306
227 => 0.05748541064572
228 => 0.059623208679052
301 => 0.060476034193119
302 => 0.06190806096293
303 => 0.062961465684201
304 => 0.063580045084952
305 => 0.063542907897964
306 => 0.065994027658776
307 => 0.064548687971427
308 => 0.062733000683708
309 => 0.062700160629093
310 => 0.06364053080389
311 => 0.065611288712308
312 => 0.066122277564599
313 => 0.066407850622648
314 => 0.065970485543376
315 => 0.064401672901188
316 => 0.063724267556351
317 => 0.064301436536474
318 => 0.06359560847048
319 => 0.064814065732763
320 => 0.066487267802306
321 => 0.066141758191503
322 => 0.06729674501872
323 => 0.068492034876732
324 => 0.070201353057516
325 => 0.070648232125841
326 => 0.071386906232495
327 => 0.072147244530045
328 => 0.072391444699526
329 => 0.072857698593929
330 => 0.072855241205756
331 => 0.074260328699045
401 => 0.075810183716079
402 => 0.076395218105784
403 => 0.077740472425925
404 => 0.075436771546017
405 => 0.077184155126435
406 => 0.078760338855821
407 => 0.07688114763522
408 => 0.079471174937419
409 => 0.079571739828436
410 => 0.081090150286644
411 => 0.079550950395004
412 => 0.078636978412648
413 => 0.081275581279626
414 => 0.082552318091745
415 => 0.082167754573506
416 => 0.079241207211464
417 => 0.077537831121234
418 => 0.073079767336393
419 => 0.078360536463561
420 => 0.080932645063257
421 => 0.079234546071566
422 => 0.080090968430456
423 => 0.084763331124672
424 => 0.086542264325549
425 => 0.086172258655448
426 => 0.086234783522883
427 => 0.087194663588155
428 => 0.091451300413176
429 => 0.088900624959554
430 => 0.090850520771862
501 => 0.091884738479838
502 => 0.092845377524585
503 => 0.090486351643774
504 => 0.087417293633813
505 => 0.086445194131767
506 => 0.079065703592716
507 => 0.078681569062655
508 => 0.078465942710465
509 => 0.077106449060856
510 => 0.076038259448915
511 => 0.075188795410161
512 => 0.072959548101037
513 => 0.073711853627625
514 => 0.070158898696955
515 => 0.072431953352606
516 => 0.06676135149416
517 => 0.071483997224718
518 => 0.068913675865928
519 => 0.070639577529784
520 => 0.070633556021469
521 => 0.067455623860688
522 => 0.065622658912101
523 => 0.066790695517404
524 => 0.068042923477149
525 => 0.068246093250617
526 => 0.06986963948692
527 => 0.070322736343463
528 => 0.068949831715069
529 => 0.06664384087476
530 => 0.067179469952913
531 => 0.065611804405929
601 => 0.062864530834224
602 => 0.064837670676217
603 => 0.065511387371108
604 => 0.065808939044366
605 => 0.063107311013096
606 => 0.062258400830472
607 => 0.06180644817229
608 => 0.066295094621515
609 => 0.06654099280655
610 => 0.065282942925411
611 => 0.070969447681343
612 => 0.069682416520539
613 => 0.071120345657447
614 => 0.067130867228269
615 => 0.067283270676808
616 => 0.065394587654207
617 => 0.066452123945019
618 => 0.065704691380659
619 => 0.066366685463498
620 => 0.066763481987249
621 => 0.06865185509555
622 => 0.07150555941228
623 => 0.068369795124863
624 => 0.067003497719864
625 => 0.067851140945578
626 => 0.07010852655677
627 => 0.073528581311169
628 => 0.071503840061548
629 => 0.072402385845794
630 => 0.072598678126132
701 => 0.071105708888657
702 => 0.073583629216504
703 => 0.074911566850785
704 => 0.076273756085584
705 => 0.077456506830483
706 => 0.075729667750022
707 => 0.077577633098774
708 => 0.076088499237477
709 => 0.074752592220064
710 => 0.074754618239571
711 => 0.073916584253061
712 => 0.07229278780512
713 => 0.071993334826612
714 => 0.073551127037551
715 => 0.074800328867252
716 => 0.074903219113219
717 => 0.075594841432449
718 => 0.076004136396693
719 => 0.080015783455805
720 => 0.081629301089065
721 => 0.08360227990869
722 => 0.084370866349927
723 => 0.086684035984562
724 => 0.084815963638142
725 => 0.084411794435268
726 => 0.078800801533665
727 => 0.079719601306969
728 => 0.08119068839502
729 => 0.078825059217912
730 => 0.080325506438009
731 => 0.080621726503074
801 => 0.078744676043693
802 => 0.079747289796611
803 => 0.077084644923121
804 => 0.071563597794353
805 => 0.073589775720233
806 => 0.075081724677796
807 => 0.072952529559374
808 => 0.076769029397915
809 => 0.074539508980787
810 => 0.073832858044411
811 => 0.07107596080236
812 => 0.072377110177902
813 => 0.074136933338987
814 => 0.073049567226838
815 => 0.07530601517839
816 => 0.078501747250475
817 => 0.080779216234178
818 => 0.080954052023302
819 => 0.079489792045353
820 => 0.081836278004799
821 => 0.081853369593297
822 => 0.079206523845364
823 => 0.077585345562455
824 => 0.077217010445589
825 => 0.078137183783872
826 => 0.079254444089917
827 => 0.081016052194551
828 => 0.082080555077869
829 => 0.084856214028857
830 => 0.085607227756616
831 => 0.086432364150287
901 => 0.087535000834873
902 => 0.088858998884961
903 => 0.085962166526619
904 => 0.086077263076587
905 => 0.083379772893874
906 => 0.080497117774423
907 => 0.082684693682053
908 => 0.085544658180252
909 => 0.084888579164385
910 => 0.084814756872622
911 => 0.084938905490772
912 => 0.084444243338346
913 => 0.082206904755957
914 => 0.081083327326362
915 => 0.082533028865713
916 => 0.083303480715085
917 => 0.084498384343
918 => 0.084351087249504
919 => 0.08742903067173
920 => 0.08862502641343
921 => 0.08831903952316
922 => 0.088375348474955
923 => 0.0905406416371
924 => 0.092948892959907
925 => 0.095204538120468
926 => 0.097499077260003
927 => 0.094732920769906
928 => 0.093328437097049
929 => 0.094777505742058
930 => 0.094008609521898
1001 => 0.09842691527237
1002 => 0.098732829176271
1003 => 0.10315081543295
1004 => 0.10734401047455
1005 => 0.10471033979781
1006 => 0.10719377262284
1007 => 0.10987980770037
1008 => 0.11506160515839
1009 => 0.11331655807236
1010 => 0.11197987935284
1011 => 0.11071672442167
1012 => 0.11334514931323
1013 => 0.11672657594611
1014 => 0.11745490285593
1015 => 0.11863507069213
1016 => 0.11739426851642
1017 => 0.11888867806718
1018 => 0.12416460045822
1019 => 0.1227389996563
1020 => 0.12071441734082
1021 => 0.12487925136357
1022 => 0.12638648860602
1023 => 0.13696506891981
1024 => 0.15032096354532
1025 => 0.14479153547083
1026 => 0.14135924103146
1027 => 0.14216591163982
1028 => 0.1470430322315
1029 => 0.14860940857347
1030 => 0.14435145771368
1031 => 0.14585543794072
1101 => 0.15414251685979
1102 => 0.15858826881855
1103 => 0.15255034051441
1104 => 0.13589193579099
1105 => 0.12053212585475
1106 => 0.1246062391111
1107 => 0.12414436110228
1108 => 0.13304779356667
1109 => 0.12270499954866
1110 => 0.12287914567435
1111 => 0.1319666916932
1112 => 0.12954229021535
1113 => 0.12561507031511
1114 => 0.12056079890614
1115 => 0.11121751074314
1116 => 0.1029418998603
1117 => 0.11917227856091
1118 => 0.11847239511831
1119 => 0.11745886017651
1120 => 0.11971437251355
1121 => 0.13066650018385
1122 => 0.13041401819247
1123 => 0.12880785658077
1124 => 0.13002611600719
1125 => 0.12540150354747
1126 => 0.1265933714788
1127 => 0.12052969278238
1128 => 0.12327072879476
1129 => 0.12560664426501
1130 => 0.12607561387949
1201 => 0.12713222636708
1202 => 0.11810358834701
1203 => 0.12215718175114
1204 => 0.12453828810572
1205 => 0.11378036297032
1206 => 0.12432563851516
1207 => 0.11794641984599
1208 => 0.11578121721702
1209 => 0.11869637731317
1210 => 0.11756033658862
1211 => 0.11658363548419
1212 => 0.11603861948607
1213 => 0.1181791913262
1214 => 0.11807933109132
1215 => 0.11457694009378
1216 => 0.1100082138132
1217 => 0.11154162831629
1218 => 0.11098452445148
1219 => 0.10896550817758
1220 => 0.11032608136923
1221 => 0.10433480560352
1222 => 0.094027127048032
1223 => 0.10083669523452
1224 => 0.10057453426673
1225 => 0.10044234081871
1226 => 0.10555954310822
1227 => 0.10506764218203
1228 => 0.10417483718428
1229 => 0.10894911111365
1230 => 0.10720643690638
1231 => 0.1125769481875
]
'min_raw' => 0.048209760080941
'max_raw' => 0.15858826881855
'avg_raw' => 0.10339901444974
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.0482097'
'max' => '$0.158588'
'avg' => '$0.103399'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.02626343434253
'max_diff' => 0.10483486086404
'year' => 2029
]
4 => [
'items' => [
101 => 0.11611431426013
102 => 0.11521712380231
103 => 0.11854403369119
104 => 0.11157695508938
105 => 0.11389113913023
106 => 0.11436808925372
107 => 0.10889019731445
108 => 0.10514812325699
109 => 0.10489856958013
110 => 0.098410328854059
111 => 0.10187629467868
112 => 0.10492620117293
113 => 0.10346553264448
114 => 0.10300312862461
115 => 0.10536545047895
116 => 0.10554902311895
117 => 0.10136354747278
118 => 0.1022338403964
119 => 0.10586310656203
120 => 0.10214239220076
121 => 0.094913651972058
122 => 0.093120824450188
123 => 0.092881628210403
124 => 0.088019337780145
125 => 0.093240629757937
126 => 0.090961395887706
127 => 0.098161468374353
128 => 0.094048825584743
129 => 0.093871537773918
130 => 0.093603541245389
131 => 0.089418367013378
201 => 0.09033465418849
202 => 0.093380532313041
203 => 0.094467335942154
204 => 0.094353973419718
205 => 0.093365605848558
206 => 0.093818075461374
207 => 0.09236051318763
208 => 0.091845817612236
209 => 0.090221296798119
210 => 0.087833699986697
211 => 0.088165709967308
212 => 0.083435255935192
213 => 0.080857853514297
214 => 0.080144462493811
215 => 0.079190486206555
216 => 0.080252216653891
217 => 0.083421855153269
218 => 0.079598598646699
219 => 0.073043893536447
220 => 0.073437842482247
221 => 0.074322928798969
222 => 0.072673576303191
223 => 0.071112602585599
224 => 0.072469742587244
225 => 0.06969242762288
226 => 0.074658554043633
227 => 0.07452423424136
228 => 0.076375299067819
301 => 0.077532807891478
302 => 0.074865124800876
303 => 0.074194209717772
304 => 0.074576393440498
305 => 0.068259747828589
306 => 0.075859094359747
307 => 0.075924813824119
308 => 0.075362083870729
309 => 0.079408501295069
310 => 0.087947704169671
311 => 0.084734912559606
312 => 0.083490822541048
313 => 0.081125806506346
314 => 0.08427704995183
315 => 0.084035083622272
316 => 0.082940820117008
317 => 0.082279006134714
318 => 0.083498418689415
319 => 0.082127907424545
320 => 0.081881725942243
321 => 0.08039013400759
322 => 0.079857703550028
323 => 0.079463513235916
324 => 0.079029548432419
325 => 0.079986766651642
326 => 0.077817584234339
327 => 0.075201762886645
328 => 0.074984285645164
329 => 0.075584759429689
330 => 0.075319094480052
331 => 0.074983013743594
401 => 0.074341344091552
402 => 0.074150974412894
403 => 0.074769583514294
404 => 0.074071209905965
405 => 0.075101698207434
406 => 0.074821462408953
407 => 0.073256088018897
408 => 0.07130505195306
409 => 0.071287683639638
410 => 0.070867336119594
411 => 0.070331960353145
412 => 0.070183031062657
413 => 0.072355448041677
414 => 0.076852286173279
415 => 0.075969449247829
416 => 0.076607389403234
417 => 0.079745423575248
418 => 0.080742910274552
419 => 0.080034917842153
420 => 0.079065774133615
421 => 0.079108411538303
422 => 0.08242026897013
423 => 0.082626825455746
424 => 0.08314872705725
425 => 0.083819518104557
426 => 0.080149156458092
427 => 0.078935537834825
428 => 0.078360458002123
429 => 0.076589434701305
430 => 0.078499331495175
501 => 0.077386516423322
502 => 0.077536673195691
503 => 0.0774388834007
504 => 0.077492283241282
505 => 0.074657165910088
506 => 0.075690133656195
507 => 0.073972624430903
508 => 0.071673072377696
509 => 0.071665363472887
510 => 0.072228175580136
511 => 0.071893392915904
512 => 0.070992501374505
513 => 0.071120468765873
514 => 0.069999339763877
515 => 0.071256594125411
516 => 0.071292647681828
517 => 0.070808536269529
518 => 0.072745510081142
519 => 0.07353908983218
520 => 0.073220437329933
521 => 0.07351673232316
522 => 0.076006135107851
523 => 0.076412016382014
524 => 0.076592282032985
525 => 0.076350749941306
526 => 0.073562234036203
527 => 0.073685916574279
528 => 0.072778416174527
529 => 0.072011673966772
530 => 0.072042339634049
531 => 0.072436544798345
601 => 0.074158061870652
602 => 0.077780893060349
603 => 0.077918376855743
604 => 0.078085011226445
605 => 0.077407225497073
606 => 0.077202798835559
607 => 0.077472490369095
608 => 0.07883303528453
609 => 0.082332726191371
610 => 0.081095701688397
611 => 0.080089981512045
612 => 0.080972269246918
613 => 0.080836447965734
614 => 0.079689979666837
615 => 0.079657802120118
616 => 0.077457362906446
617 => 0.076643910630728
618 => 0.07596412902329
619 => 0.075221825254117
620 => 0.074781762697503
621 => 0.075457898789317
622 => 0.075612539113322
623 => 0.074134155731734
624 => 0.073932657539638
625 => 0.075139937322164
626 => 0.074608658501801
627 => 0.075155091943625
628 => 0.075281869189348
629 => 0.075261455132859
630 => 0.074706739027416
701 => 0.075060298531153
702 => 0.074224024903655
703 => 0.073314702937988
704 => 0.072734612176652
705 => 0.072228406049513
706 => 0.072509278629723
707 => 0.071508019166583
708 => 0.071187696112954
709 => 0.074940520526628
710 => 0.07771277227067
711 => 0.077672462632379
712 => 0.077427088076083
713 => 0.077062511257837
714 => 0.078806364219467
715 => 0.078198840717076
716 => 0.078640864825352
717 => 0.078753378512602
718 => 0.079093923556953
719 => 0.079215639139473
720 => 0.07884773011219
721 => 0.077612982480328
722 => 0.07453610877801
723 => 0.073103815763719
724 => 0.072631135212276
725 => 0.072648316252573
726 => 0.072174386461646
727 => 0.072313980025117
728 => 0.072125841517046
729 => 0.071769552698351
730 => 0.072487278799164
731 => 0.072569990046202
801 => 0.072402464198084
802 => 0.07244192259984
803 => 0.071054880128649
804 => 0.071160333955235
805 => 0.070573153648376
806 => 0.070463064419404
807 => 0.068978723735302
808 => 0.066348999054791
809 => 0.067806121801345
810 => 0.066046122425972
811 => 0.065379583994176
812 => 0.068534873262306
813 => 0.068218169733887
814 => 0.067676110960948
815 => 0.066874293060825
816 => 0.066576891002086
817 => 0.064769970239239
818 => 0.064663207721023
819 => 0.065558766442054
820 => 0.065145496906592
821 => 0.064565109961392
822 => 0.062463007278755
823 => 0.060099547881192
824 => 0.060170885864228
825 => 0.060922658324867
826 => 0.063108538144506
827 => 0.062254477082868
828 => 0.061634845983429
829 => 0.061518807704546
830 => 0.062971269707353
831 => 0.065026807741523
901 => 0.065991220197083
902 => 0.065035516743264
903 => 0.063937656074245
904 => 0.064004477766172
905 => 0.064449012545915
906 => 0.064495726865882
907 => 0.063781132432251
908 => 0.063982286579558
909 => 0.063676715035878
910 => 0.061801423036361
911 => 0.061767504950705
912 => 0.061307278050855
913 => 0.061293342563233
914 => 0.060510381797608
915 => 0.060400840174145
916 => 0.058846224051674
917 => 0.059869477091296
918 => 0.059183132675513
919 => 0.058148649748649
920 => 0.057970304502138
921 => 0.057964943228669
922 => 0.059027125888409
923 => 0.059857064868484
924 => 0.059195071930475
925 => 0.059044348970685
926 => 0.060653675857829
927 => 0.0604488743421
928 => 0.060271517550306
929 => 0.064842756855901
930 => 0.061224264247272
1001 => 0.059646394933572
1002 => 0.057693482028612
1003 => 0.058329360317909
1004 => 0.058463349216459
1005 => 0.053766945719042
1006 => 0.051861615405039
1007 => 0.051207777842131
1008 => 0.050831485080772
1009 => 0.051002966417311
1010 => 0.049287945661753
1011 => 0.050440467973313
1012 => 0.048955404966095
1013 => 0.048706429320122
1014 => 0.051361905941032
1015 => 0.051731399999762
1016 => 0.050155023552413
1017 => 0.051167312423776
1018 => 0.050800242407152
1019 => 0.048980862108965
1020 => 0.048911375164029
1021 => 0.047998474084709
1022 => 0.046569960668054
1023 => 0.045917091704511
1024 => 0.045577071879829
1025 => 0.045717370686347
1026 => 0.045646431316557
1027 => 0.04518350394344
1028 => 0.045672965771701
1029 => 0.044422593060085
1030 => 0.043924684571383
1031 => 0.043699790858425
1101 => 0.042590013108098
1102 => 0.044356163029273
1103 => 0.044704116813115
1104 => 0.0450527561734
1105 => 0.048087423778476
1106 => 0.047935820360808
1107 => 0.049306241422667
1108 => 0.049252989380246
1109 => 0.048862123094054
1110 => 0.047213122526995
1111 => 0.047870384762416
1112 => 0.04584743376302
1113 => 0.047363166199065
1114 => 0.046671449213754
1115 => 0.047129295990526
1116 => 0.04630604620351
1117 => 0.046761666626795
1118 => 0.044786629563499
1119 => 0.042942367743314
1120 => 0.043684552537115
1121 => 0.044491392287103
1122 => 0.046240826444023
1123 => 0.04519887789268
1124 => 0.04557360199218
1125 => 0.044318338986912
1126 => 0.041728372858895
1127 => 0.04174303178591
1128 => 0.041344621922594
1129 => 0.041000337631896
1130 => 0.045318558217823
1201 => 0.044781519226998
1202 => 0.043925817881043
1203 => 0.045071208136823
1204 => 0.045374067500239
1205 => 0.045382689480545
1206 => 0.046218336644361
1207 => 0.046664321685488
1208 => 0.046742928481996
1209 => 0.048057837349612
1210 => 0.04849857745797
1211 => 0.05031392358842
1212 => 0.046626482970672
1213 => 0.046550542557737
1214 => 0.045087326126624
1215 => 0.044159331133475
1216 => 0.045150866737739
1217 => 0.04602923192501
1218 => 0.045114619381426
1219 => 0.045234048471093
1220 => 0.044006255857923
1221 => 0.044445133944119
1222 => 0.044823154875214
1223 => 0.044614433936107
1224 => 0.044301968588056
1225 => 0.045957215996398
1226 => 0.045863820450652
1227 => 0.047405224891274
1228 => 0.048606859879628
1229 => 0.050760404596706
1230 => 0.04851306841761
1231 => 0.048431166554892
]
'min_raw' => 0.041000337631896
'max_raw' => 0.11854403369119
'avg_raw' => 0.079772185661545
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.04100033'
'max' => '$0.118544'
'avg' => '$0.079772'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0072094224490449
'max_diff' => -0.040044235127352
'year' => 2030
]
5 => [
'items' => [
101 => 0.049231770400437
102 => 0.048498454889693
103 => 0.048961884979292
104 => 0.05068573884467
105 => 0.050722161160432
106 => 0.050112040443914
107 => 0.050074914542866
108 => 0.050192094900463
109 => 0.050878423914968
110 => 0.050638599468539
111 => 0.050916130389559
112 => 0.051263187055997
113 => 0.052698760577366
114 => 0.053044872493256
115 => 0.052203999976096
116 => 0.052279921349545
117 => 0.05196541194566
118 => 0.051661599802299
119 => 0.052344525132375
120 => 0.05359258459602
121 => 0.053584820482871
122 => 0.053874346019627
123 => 0.054054718030468
124 => 0.05328042931956
125 => 0.052776395840144
126 => 0.052969674348635
127 => 0.053278730892772
128 => 0.052869451476732
129 => 0.050343189324265
130 => 0.051109495883073
131 => 0.050981945001211
201 => 0.050800297034722
202 => 0.051570824205276
203 => 0.051496504979963
204 => 0.049270355645054
205 => 0.049412866502751
206 => 0.049279022202321
207 => 0.049711500518977
208 => 0.04847509964132
209 => 0.048855408224001
210 => 0.049093934201886
211 => 0.049234427835304
212 => 0.049741987176594
213 => 0.049682430946121
214 => 0.049738285077687
215 => 0.050490861590122
216 => 0.054297135336947
217 => 0.054504302418917
218 => 0.053484135939496
219 => 0.053891672326131
220 => 0.053109291582203
221 => 0.053634509017097
222 => 0.053993849446976
223 => 0.052370059141547
224 => 0.052273908817971
225 => 0.051488298910405
226 => 0.051910441175511
227 => 0.051238782478623
228 => 0.051403584029216
301 => 0.050942784526619
302 => 0.051772131887028
303 => 0.052699471103516
304 => 0.052933753611337
305 => 0.052317457198223
306 => 0.051871217979215
307 => 0.051087768910975
308 => 0.05239066217176
309 => 0.052771667866165
310 => 0.052388660911046
311 => 0.052299909830677
312 => 0.052131726693749
313 => 0.05233559067823
314 => 0.052769592827329
315 => 0.052564925428575
316 => 0.052700111851227
317 => 0.05218492061171
318 => 0.053280685641341
319 => 0.05502102421861
320 => 0.05502661969171
321 => 0.054821951189723
322 => 0.054738205248354
323 => 0.054948207551716
324 => 0.055062125186545
325 => 0.055741234127782
326 => 0.056469945078622
327 => 0.0598705211247
328 => 0.058915652978586
329 => 0.06193284634784
330 => 0.064319054569395
331 => 0.0650345740788
401 => 0.064376329797942
402 => 0.062124511670784
403 => 0.0620140267306
404 => 0.065379193705665
405 => 0.064428379900797
406 => 0.064315283624173
407 => 0.063112130320062
408 => 0.063823342936227
409 => 0.063667790304212
410 => 0.063422242864682
411 => 0.064779186992824
412 => 0.067319265265469
413 => 0.066923370245974
414 => 0.066627852978963
415 => 0.065332982338701
416 => 0.066112783683967
417 => 0.065835111361029
418 => 0.067028167875581
419 => 0.066321427625798
420 => 0.064421176551074
421 => 0.064723797798033
422 => 0.064678057205345
423 => 0.06561939536166
424 => 0.065336829012583
425 => 0.06462288159066
426 => 0.067310583554075
427 => 0.067136059138355
428 => 0.06738349485801
429 => 0.067492423714006
430 => 0.069128380536516
501 => 0.069798579701919
502 => 0.069950726645953
503 => 0.070587364018022
504 => 0.069934886528173
505 => 0.072545261696137
506 => 0.074281008863219
507 => 0.076297168518518
508 => 0.079243319667536
509 => 0.080351099752988
510 => 0.080150989195906
511 => 0.082384727373134
512 => 0.086398705224401
513 => 0.080962328883666
514 => 0.086686846371013
515 => 0.084874530227252
516 => 0.080577561252569
517 => 0.080300887108536
518 => 0.083210844387026
519 => 0.08966484955771
520 => 0.088048194463175
521 => 0.089667493826294
522 => 0.087778495105065
523 => 0.087684690396825
524 => 0.089575749374728
525 => 0.093994311752857
526 => 0.091895218394342
527 => 0.088885653346103
528 => 0.091107869343704
529 => 0.0891827801902
530 => 0.084845015528829
531 => 0.088046958237492
601 => 0.085905910334287
602 => 0.086530781936809
603 => 0.091030946172506
604 => 0.090489474505709
605 => 0.09119018898147
606 => 0.089953446272642
607 => 0.088798133566172
608 => 0.086641656604898
609 => 0.086003230089694
610 => 0.086179668210317
611 => 0.086003142655724
612 => 0.084796613614937
613 => 0.084536063783454
614 => 0.084101802649365
615 => 0.084236398333307
616 => 0.083419860353645
617 => 0.084960836226623
618 => 0.085246854927681
619 => 0.086368248661311
620 => 0.086484675478818
621 => 0.089607741064938
622 => 0.087887609021088
623 => 0.089041622105158
624 => 0.088938396312926
625 => 0.0806706895998
626 => 0.081809906638275
627 => 0.083582170844141
628 => 0.082783768221646
629 => 0.081655013710878
630 => 0.080743483923446
701 => 0.079362423086779
702 => 0.081306239693463
703 => 0.083862151829402
704 => 0.086549497628483
705 => 0.089778167524206
706 => 0.089057565989341
707 => 0.086489139890598
708 => 0.086604357609151
709 => 0.087316588208746
710 => 0.086394184869297
711 => 0.086122150117041
712 => 0.087279214811164
713 => 0.087287182879801
714 => 0.086225846361597
715 => 0.085046365044147
716 => 0.08504142297436
717 => 0.084831545666358
718 => 0.087815831811914
719 => 0.089456887446608
720 => 0.089645031830433
721 => 0.089444223830521
722 => 0.089521506859903
723 => 0.088566612744267
724 => 0.090749217527556
725 => 0.092752191513942
726 => 0.092215351698293
727 => 0.091410552498358
728 => 0.090769491171228
729 => 0.092064338022843
730 => 0.092006680530819
731 => 0.092734697283528
801 => 0.092701670238396
802 => 0.092456865586555
803 => 0.092215360441038
804 => 0.09317290104451
805 => 0.092897144728342
806 => 0.092620960086448
807 => 0.092067029505378
808 => 0.092142317871158
809 => 0.091337657631152
810 => 0.090965384985378
811 => 0.085367297599904
812 => 0.083871305727723
813 => 0.084341975224434
814 => 0.084496931843679
815 => 0.08384587426374
816 => 0.084779323590403
817 => 0.08463384650161
818 => 0.085199812752852
819 => 0.084846221610474
820 => 0.084860733114295
821 => 0.085900569270449
822 => 0.08620243813036
823 => 0.086048905191829
824 => 0.086156434399175
825 => 0.088634399597222
826 => 0.088282112186926
827 => 0.088094966521555
828 => 0.088146807149839
829 => 0.088779980386113
830 => 0.088957234322293
831 => 0.088206196939286
901 => 0.088560390510808
902 => 0.090068501784488
903 => 0.090596255378571
904 => 0.092280591514786
905 => 0.091565055587435
906 => 0.092878452749759
907 => 0.096915387856654
908 => 0.1001403709547
909 => 0.097174543219674
910 => 0.10309681398012
911 => 0.10770815126641
912 => 0.10753116046078
913 => 0.10672706714276
914 => 0.10147718224106
915 => 0.096646159883146
916 => 0.10068751522159
917 => 0.10069781746746
918 => 0.10035066145979
919 => 0.098194505311357
920 => 0.10027563189956
921 => 0.10044082417059
922 => 0.10034836042698
923 => 0.098695240563359
924 => 0.096171232079224
925 => 0.096664417295401
926 => 0.097472264740206
927 => 0.095942840992559
928 => 0.095454097434133
929 => 0.096362764696513
930 => 0.099290679944244
1001 => 0.098737174526919
1002 => 0.098722720263582
1003 => 0.10109085116173
1004 => 0.099395780513289
1005 => 0.096670637940375
1006 => 0.095982503500499
1007 => 0.093540089821845
1008 => 0.095227073649271
1009 => 0.09528778519394
1010 => 0.094363841392216
1011 => 0.09674561088774
1012 => 0.096723662462536
1013 => 0.09898479811893
1014 => 0.10330724025019
1015 => 0.10202888141751
1016 => 0.10054228918016
1017 => 0.10070392297509
1018 => 0.1024766467593
1019 => 0.10140481749202
1020 => 0.10179025476959
1021 => 0.10247606335381
1022 => 0.10288982870034
1023 => 0.10064438850922
1024 => 0.10012086898884
1025 => 0.099049931780546
1026 => 0.098770544252891
1027 => 0.099642800263211
1028 => 0.099412991621751
1029 => 0.095282682623698
1030 => 0.094851042352579
1031 => 0.094864280143454
1101 => 0.093778900158349
1102 => 0.09212343516002
1103 => 0.096473898332949
1104 => 0.09612449525547
1105 => 0.095738781299583
1106 => 0.095786029058326
1107 => 0.097674417670817
1108 => 0.096579056909661
1109 => 0.099491253019291
1110 => 0.09889259304778
1111 => 0.098278579706949
1112 => 0.098193704359943
1113 => 0.09795736160888
1114 => 0.09714685437622
1115 => 0.09616811818885
1116 => 0.095521871781271
1117 => 0.088113877451184
1118 => 0.089488758108528
1119 => 0.091070432980486
1120 => 0.091616420808122
1121 => 0.090682470847744
1122 => 0.097183732413148
1123 => 0.098371575548862
1124 => 0.094773521209692
1125 => 0.094100472150424
1126 => 0.097227857397423
1127 => 0.095341661786185
1128 => 0.096191015554432
1129 => 0.094355177279154
1130 => 0.098085458921576
1201 => 0.098057040425392
1202 => 0.096605876614258
1203 => 0.097832390330287
1204 => 0.097619253389107
1205 => 0.095980893020395
1206 => 0.098137397867555
1207 => 0.098138467467054
1208 => 0.096741753849859
1209 => 0.095110698124902
1210 => 0.094819103885097
1211 => 0.094599426795578
1212 => 0.096136988456861
1213 => 0.097515561434537
1214 => 0.10008074396877
1215 => 0.10072569180511
1216 => 0.10324296614695
1217 => 0.10174405184025
1218 => 0.10240850113822
1219 => 0.10312985484326
1220 => 0.10347569833636
1221 => 0.10291216492334
1222 => 0.10682252812767
1223 => 0.10715268259255
1224 => 0.1072633805288
1225 => 0.10594482805771
1226 => 0.10711601126308
1227 => 0.1065680534268
1228 => 0.10799368748974
1229 => 0.10821724511422
1230 => 0.10802789975958
1231 => 0.10809886047821
]
'min_raw' => 0.04847509964132
'max_raw' => 0.10821724511422
'avg_raw' => 0.078346172377771
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.048475'
'max' => '$0.108217'
'avg' => '$0.078346'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0074747620094242
'max_diff' => -0.010326788576973
'year' => 2031
]
6 => [
'items' => [
101 => 0.10476205531865
102 => 0.10458902436807
103 => 0.1022297350793
104 => 0.10319116290346
105 => 0.10139381966862
106 => 0.10196377572308
107 => 0.10221500692114
108 => 0.10208377800052
109 => 0.10324552059012
110 => 0.10225780206063
111 => 0.099651050465326
112 => 0.097043588662295
113 => 0.09701085410335
114 => 0.096324355436136
115 => 0.095828142638242
116 => 0.095923730827211
117 => 0.096260596072902
118 => 0.095808563417775
119 => 0.095905027503384
120 => 0.097506974061326
121 => 0.097828233018961
122 => 0.096736469556939
123 => 0.092352881716206
124 => 0.091277138264692
125 => 0.092050361324721
126 => 0.09168081050397
127 => 0.073993569470585
128 => 0.078148924392824
129 => 0.075679953600549
130 => 0.076817768933514
131 => 0.074297589091488
201 => 0.075500351006045
202 => 0.075278244798259
203 => 0.081959932547329
204 => 0.081855607183488
205 => 0.081905542214383
206 => 0.079522013084727
207 => 0.083319039708138
208 => 0.085189591559491
209 => 0.084843402194931
210 => 0.084930530599634
211 => 0.083433375936626
212 => 0.081920037944139
213 => 0.080241513209423
214 => 0.083360004694597
215 => 0.083013281675871
216 => 0.083808539533825
217 => 0.085831104176335
218 => 0.086128934502921
219 => 0.086529221482149
220 => 0.086385747094463
221 => 0.089803889088823
222 => 0.089389929539679
223 => 0.090387452948825
224 => 0.088335471613928
225 => 0.086013459957635
226 => 0.086454798461216
227 => 0.086412294014301
228 => 0.08587116362074
229 => 0.085382655297008
301 => 0.084569426574362
302 => 0.087142602588021
303 => 0.087038136341038
304 => 0.088729323450971
305 => 0.088430389701975
306 => 0.086434036964684
307 => 0.086505337093249
308 => 0.086984864723518
309 => 0.08864451532703
310 => 0.089137212623782
311 => 0.088908975605334
312 => 0.089449195698736
313 => 0.089876163634014
314 => 0.089502816297693
315 => 0.094788627260143
316 => 0.092593590023079
317 => 0.093663435899454
318 => 0.093918587837071
319 => 0.093265021514131
320 => 0.093406756647121
321 => 0.09362144675309
322 => 0.094925003035896
323 => 0.098345911909028
324 => 0.099861009162025
325 => 0.10441925400125
326 => 0.099735201426335
327 => 0.099457269131076
328 => 0.10027834667243
329 => 0.10295451893227
330 => 0.10512330518879
331 => 0.10584281671036
401 => 0.10593791203578
402 => 0.10728776348246
403 => 0.10806147315846
404 => 0.10712385601222
405 => 0.10632932365338
406 => 0.10348340736501
407 => 0.10381282992457
408 => 0.10608222468724
409 => 0.1092878784562
410 => 0.1120386628814
411 => 0.11107543405021
412 => 0.11842419009859
413 => 0.11915278924381
414 => 0.11905212040037
415 => 0.12071197768328
416 => 0.11741749900077
417 => 0.11600904553648
418 => 0.10650111056769
419 => 0.10917245247029
420 => 0.11305540480813
421 => 0.1125414815059
422 => 0.10972157772654
423 => 0.11203652373151
424 => 0.11127113018721
425 => 0.11066743254262
426 => 0.11343308848506
427 => 0.11039213616946
428 => 0.11302506898258
429 => 0.10964830541555
430 => 0.11107983399837
501 => 0.11026722913952
502 => 0.1107930840723
503 => 0.10771894688022
504 => 0.10937767668861
505 => 0.1076499382668
506 => 0.10764911909383
507 => 0.10761097917241
508 => 0.1096436557637
509 => 0.10970994127437
510 => 0.1082077902022
511 => 0.10799130676469
512 => 0.10879175949672
513 => 0.10785463898641
514 => 0.10829311177502
515 => 0.1078679198805
516 => 0.10777220022913
517 => 0.10700948976167
518 => 0.10668089312113
519 => 0.10680974433078
520 => 0.1063699087249
521 => 0.10610489186281
522 => 0.10755826064816
523 => 0.10678178433487
524 => 0.10743925451691
525 => 0.10668998426513
526 => 0.10409268713094
527 => 0.10259895408315
528 => 0.097692900566247
529 => 0.099084251257701
530 => 0.10000671820559
531 => 0.099701842884817
601 => 0.10035683304493
602 => 0.10039704412115
603 => 0.10018410014326
604 => 0.099937538296683
605 => 0.099817525625494
606 => 0.100712001752
607 => 0.10123127525013
608 => 0.10009930010483
609 => 0.0998340941663
610 => 0.10097858353626
611 => 0.10167672139078
612 => 0.10683137905881
613 => 0.10644950536943
614 => 0.10740793339083
615 => 0.1073000291039
616 => 0.10830461435988
617 => 0.10994668668401
618 => 0.10660789451842
619 => 0.10718739339162
620 => 0.10704531365049
621 => 0.10859650300879
622 => 0.10860134565265
623 => 0.10767133014469
624 => 0.10817550663933
625 => 0.10789408915138
626 => 0.10840264858796
627 => 0.1064444052135
628 => 0.10882933426429
629 => 0.11018143535465
630 => 0.11020020927961
701 => 0.1108410944655
702 => 0.11149227093194
703 => 0.11274214745375
704 => 0.11145741255412
705 => 0.1091462995361
706 => 0.10931315443116
707 => 0.1079581497143
708 => 0.10798092758839
709 => 0.10785933751135
710 => 0.10822423848542
711 => 0.10652448045714
712 => 0.10692341026895
713 => 0.10636490619629
714 => 0.10718617931284
715 => 0.10630262520074
716 => 0.10704524513534
717 => 0.10736573528087
718 => 0.10854835081755
719 => 0.10612795192442
720 => 0.10119259473472
721 => 0.10223006665142
722 => 0.10069556419497
723 => 0.10083758823957
724 => 0.10112449941264
725 => 0.10019452642924
726 => 0.10037193596765
727 => 0.10036559765053
728 => 0.10031097745779
729 => 0.10006905556755
730 => 0.099718220963907
731 => 0.10111583804362
801 => 0.10135332041981
802 => 0.10188121432426
803 => 0.10345186851004
804 => 0.1032949231183
805 => 0.10355090756383
806 => 0.10299209495654
807 => 0.10086350995371
808 => 0.1009791023603
809 => 0.099537663197938
810 => 0.10184435348408
811 => 0.1012980987775
812 => 0.10094592481457
813 => 0.10084983088591
814 => 0.10242437841962
815 => 0.10289550771971
816 => 0.10260193155621
817 => 0.10199979827987
818 => 0.10315607217516
819 => 0.10346544229026
820 => 0.1035346988499
821 => 0.10558339449883
822 => 0.10364919817851
823 => 0.10411477845707
824 => 0.10774710288464
825 => 0.10445308585534
826 => 0.10619800014111
827 => 0.10611259566691
828 => 0.10700523477083
829 => 0.10603937320621
830 => 0.10605134621788
831 => 0.10684394926955
901 => 0.10573088123019
902 => 0.10545526993054
903 => 0.10507451489403
904 => 0.1059058795866
905 => 0.10640424512041
906 => 0.11042070531373
907 => 0.11301552177145
908 => 0.11290287394568
909 => 0.11393226420534
910 => 0.11346851446523
911 => 0.11197094422342
912 => 0.11452711401696
913 => 0.11371823493959
914 => 0.11378491794794
915 => 0.11378243600304
916 => 0.11432026987605
917 => 0.11393916528527
918 => 0.11318796901727
919 => 0.11368664815683
920 => 0.11516754692029
921 => 0.11976430212157
922 => 0.12233670723112
923 => 0.11960944010397
924 => 0.12149067244872
925 => 0.12036260339349
926 => 0.12015759968901
927 => 0.12133915262349
928 => 0.12252277370997
929 => 0.12244738216369
930 => 0.12158813403452
1001 => 0.12110276656897
1002 => 0.12477813162817
1003 => 0.12748607799557
1004 => 0.12730141420762
1005 => 0.12811646011177
1006 => 0.13050946009477
1007 => 0.13072824602316
1008 => 0.13070068402492
1009 => 0.13015840027345
1010 => 0.13251461952703
1011 => 0.1344802190821
1012 => 0.13003287725306
1013 => 0.13172636680158
1014 => 0.13248662882073
1015 => 0.13360291902443
1016 => 0.13548628771003
1017 => 0.13753212564145
1018 => 0.13782142955643
1019 => 0.13761615458429
1020 => 0.13626686947344
1021 => 0.13850544974993
1022 => 0.13981675757473
1023 => 0.14059761137565
1024 => 0.14257772669311
1025 => 0.13249132394014
1026 => 0.12535166674484
1027 => 0.1242367061759
1028 => 0.12650402233651
1029 => 0.12710189552655
1030 => 0.12686089359332
1031 => 0.11882456031078
1101 => 0.12419439654432
1102 => 0.12997188882297
1103 => 0.13019382583097
1104 => 0.13308615926732
1105 => 0.13402802159495
1106 => 0.13635672911803
1107 => 0.13621106782842
1108 => 0.13677807105246
1109 => 0.13664772683038
1110 => 0.14096116714966
1111 => 0.1457195323739
1112 => 0.14555476531686
1113 => 0.14487069401746
1114 => 0.14588665654857
1115 => 0.1507977993974
1116 => 0.15034566006334
1117 => 0.15078487491324
1118 => 0.15657538911189
1119 => 0.16410388126118
1120 => 0.16060614080958
1121 => 0.16819523114185
1122 => 0.17297216122561
1123 => 0.1812333678617
1124 => 0.18019902410356
1125 => 0.18341505122346
1126 => 0.17834733290244
1127 => 0.16671082728253
1128 => 0.16486930572542
1129 => 0.1685560785175
1130 => 0.17761964967679
1201 => 0.16827063440718
1202 => 0.17016192802004
1203 => 0.1696172353323
1204 => 0.16958821097377
1205 => 0.17069595268844
1206 => 0.16908911555539
1207 => 0.16254257201086
1208 => 0.16554281433829
1209 => 0.1643842766922
1210 => 0.16566976058524
1211 => 0.17260698698211
1212 => 0.16953987382923
1213 => 0.16630891927472
1214 => 0.17036125329229
1215 => 0.17552126702971
1216 => 0.17519836264346
1217 => 0.17457179317057
1218 => 0.17810373248315
1219 => 0.1839374614664
1220 => 0.18551429496875
1221 => 0.18667828122325
1222 => 0.18683877526203
1223 => 0.18849196360802
1224 => 0.17960235321456
1225 => 0.19371039321036
1226 => 0.1961464619909
1227 => 0.19568858202487
1228 => 0.19839616994899
1229 => 0.19759952889683
1230 => 0.19644532100142
1231 => 0.20073742378162
]
'min_raw' => 0.073993569470585
'max_raw' => 0.20073742378162
'avg_raw' => 0.1373654966261
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.073993'
'max' => '$0.200737'
'avg' => '$0.137365'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.025518469829265
'max_diff' => 0.092520178667396
'year' => 2032
]
7 => [
'items' => [
101 => 0.19581687429895
102 => 0.18883277378826
103 => 0.18500115811826
104 => 0.19004693872014
105 => 0.19312822086024
106 => 0.19516475234849
107 => 0.19578100554633
108 => 0.18029242836393
109 => 0.17194494429848
110 => 0.17729558588033
111 => 0.18382373789174
112 => 0.17956608900052
113 => 0.17973298077626
114 => 0.17366269234782
115 => 0.18436082372278
116 => 0.1828021959669
117 => 0.19088835952159
118 => 0.18895853169375
119 => 0.19555248416954
120 => 0.19381607549525
121 => 0.20102381082092
122 => 0.20389917158397
123 => 0.20872734981931
124 => 0.21227897738344
125 => 0.21436456102091
126 => 0.21423935040214
127 => 0.22250347180744
128 => 0.21763040814115
129 => 0.21150869168336
130 => 0.21139796914641
131 => 0.21456849284529
201 => 0.22121304072744
202 => 0.22293587531904
203 => 0.22389870482233
204 => 0.22242409792171
205 => 0.21713473656757
206 => 0.21485081715252
207 => 0.21679678266566
208 => 0.21441703406182
209 => 0.21852514779157
210 => 0.22416646538828
211 => 0.22300155561274
212 => 0.22689567433931
213 => 0.23092567754807
214 => 0.23668876313537
215 => 0.23819544711433
216 => 0.24068593843749
217 => 0.2432494720928
218 => 0.24407281001372
219 => 0.24564481757151
220 => 0.24563653231571
221 => 0.25037388289941
222 => 0.25559932729677
223 => 0.25757181158745
224 => 0.26210743045046
225 => 0.2543403420946
226 => 0.2602317678344
227 => 0.26554598132366
228 => 0.25921015692246
301 => 0.26794261480176
302 => 0.26828167635304
303 => 0.27340110322492
304 => 0.26821158332675
305 => 0.26513006297675
306 => 0.27402629676414
307 => 0.27833090406511
308 => 0.277034321314
309 => 0.26716726255787
310 => 0.26142421114373
311 => 0.24639353784107
312 => 0.26419801964484
313 => 0.27287006336761
314 => 0.26714480405964
315 => 0.27003229183613
316 => 0.28578548887363
317 => 0.29178328636153
318 => 0.29053578641182
319 => 0.29074659336772
320 => 0.29398289602447
321 => 0.30833444426892
322 => 0.29973466389456
323 => 0.30630887376314
324 => 0.30979581097235
325 => 0.31303467258139
326 => 0.30508105212231
327 => 0.29473350876694
328 => 0.29145600742597
329 => 0.26657553985399
330 => 0.26528040346647
331 => 0.26455340416551
401 => 0.25996977640904
402 => 0.25636830055376
403 => 0.25350427323942
404 => 0.24598821029563
405 => 0.24852466090282
406 => 0.23654562529467
407 => 0.24420938776581
408 => 0.22509055769127
409 => 0.24101328749645
410 => 0.23234726958118
411 => 0.23816626753948
412 => 0.23814596560378
413 => 0.22743134544757
414 => 0.22125137614989
415 => 0.22518949311437
416 => 0.22941146710842
417 => 0.23009646818453
418 => 0.2355703676726
419 => 0.23709801535865
420 => 0.23246917155088
421 => 0.22469436243364
422 => 0.22650027326706
423 => 0.22121477942449
424 => 0.21195215476897
425 => 0.21860473350647
426 => 0.2208762163807
427 => 0.22187943262148
428 => 0.21277070509241
429 => 0.20990854514268
430 => 0.20838475520129
501 => 0.22351854009214
502 => 0.22434760299104
503 => 0.22010599998255
504 => 0.23927844778625
505 => 0.23493913236996
506 => 0.23978721084805
507 => 0.22633640578759
508 => 0.22685024465481
509 => 0.22048241798047
510 => 0.22404797541977
511 => 0.22152795434495
512 => 0.2237599136142
513 => 0.22509774079747
514 => 0.23146452257411
515 => 0.24108598591723
516 => 0.23051353769014
517 => 0.22590697059735
518 => 0.2287648589134
519 => 0.23637579210716
520 => 0.24790674549222
521 => 0.2410801890062
522 => 0.24410969885225
523 => 0.2447715119801
524 => 0.23973786196017
525 => 0.24809234334838
526 => 0.252569577796
527 => 0.25716229390614
528 => 0.26115002061959
529 => 0.25532786209576
530 => 0.2615584062899
531 => 0.25653768750853
601 => 0.25203358372927
602 => 0.25204041459549
603 => 0.24921492450031
604 => 0.24374018140623
605 => 0.24273055478205
606 => 0.24798275998281
607 => 0.25219453116813
608 => 0.25254143281598
609 => 0.25487328575279
610 => 0.2562532523008
611 => 0.26977880044485
612 => 0.27521888779759
613 => 0.28187092363694
614 => 0.28446226648456
615 => 0.29226127940808
616 => 0.28596294306748
617 => 0.28460025838179
618 => 0.26568240406702
619 => 0.26878020165127
620 => 0.27374007447665
621 => 0.26576419054308
622 => 0.27082305310352
623 => 0.27182177973431
624 => 0.26549317305903
625 => 0.26887355532725
626 => 0.25989626223635
627 => 0.2412816663745
628 => 0.24811306671483
629 => 0.25314327678981
630 => 0.24596454679239
701 => 0.25883214245754
702 => 0.25131515871105
703 => 0.24893263574227
704 => 0.23963756421027
705 => 0.24402448017326
706 => 0.24995784682779
707 => 0.2462917160632
708 => 0.25389948787202
709 => 0.26467412167195
710 => 0.27235276735831
711 => 0.27294223842798
712 => 0.26800538368096
713 => 0.27591672491965
714 => 0.27597435040357
715 => 0.26705032516755
716 => 0.26158440939966
717 => 0.26034254183681
718 => 0.26344497049129
719 => 0.26721189161774
720 => 0.27315127633406
721 => 0.27674032212639
722 => 0.28609865006996
723 => 0.28863074528721
724 => 0.29141275024765
725 => 0.29513036681337
726 => 0.29959431867783
727 => 0.28982744613131
728 => 0.29021550218531
729 => 0.28112072570154
730 => 0.27140165270576
731 => 0.27877721761001
801 => 0.28841978759203
802 => 0.28620777138406
803 => 0.28595887437327
804 => 0.28637745010714
805 => 0.28470966212403
806 => 0.27716631888752
807 => 0.27337809913797
808 => 0.27826586909281
809 => 0.2808635012942
810 => 0.28489220230123
811 => 0.28439557986655
812 => 0.29477308100973
813 => 0.29880546415463
814 => 0.29777380799076
815 => 0.29796365755311
816 => 0.30526409462522
817 => 0.3133836820988
818 => 0.32098874724175
819 => 0.3287249461503
820 => 0.31939865641705
821 => 0.3146633416561
822 => 0.31954897776349
823 => 0.3169565904746
824 => 0.33185321678857
825 => 0.3328846268738
826 => 0.34778017599214
827 => 0.36191782583443
828 => 0.35303822127079
829 => 0.36141128842813
830 => 0.37046744322498
831 => 0.38793823513625
901 => 0.3820546870504
902 => 0.3775479814236
903 => 0.37328916638251
904 => 0.38215108441517
905 => 0.39355180039158
906 => 0.3960074054182
907 => 0.39998642367464
908 => 0.3958029725092
909 => 0.40084147864595
910 => 0.41862961934045
911 => 0.41382310670454
912 => 0.40699708607607
913 => 0.42103911476319
914 => 0.42612087035805
915 => 0.46178729245888
916 => 0.50681762366758
917 => 0.48817477086208
918 => 0.47660255052461
919 => 0.47932229680065
920 => 0.49576584938516
921 => 0.50104699658303
922 => 0.4866910179786
923 => 0.49176179231862
924 => 0.51970225747963
925 => 0.53469142060107
926 => 0.51433412376898
927 => 0.45816914919132
928 => 0.40638247760359
929 => 0.42011863489287
930 => 0.41856138093885
1001 => 0.44857992511035
1002 => 0.41370847296779
1003 => 0.41429561878904
1004 => 0.44493491466382
1005 => 0.43676087581494
1006 => 0.42351997973155
1007 => 0.40647915079825
1008 => 0.37497760242914
1009 => 0.34707580255295
1010 => 0.4017976575109
1011 => 0.39943795161988
1012 => 0.39602074780086
1013 => 0.40362536512002
1014 => 0.44055122821358
1015 => 0.43969996755192
1016 => 0.43428468153943
1017 => 0.43839212825176
1018 => 0.42279992446367
1019 => 0.42681839040774
1020 => 0.40637427433022
1021 => 0.41561586861897
1022 => 0.42349157071535
1023 => 0.42507273451296
1024 => 0.4286351772852
1025 => 0.39819449384118
1026 => 0.41186146701603
1027 => 0.41988953333405
1028 => 0.38361843764569
1029 => 0.41917257039276
1030 => 0.39766458926682
1031 => 0.39036445743365
1101 => 0.40019312322778
1102 => 0.39636288260912
1103 => 0.39306986664446
1104 => 0.39123230715499
1105 => 0.39844939456395
1106 => 0.39811270881003
1107 => 0.38630415303268
1108 => 0.37090037339943
1109 => 0.37607038745618
1110 => 0.37419207288022
1111 => 0.36738481854955
1112 => 0.3719720860574
1113 => 0.35177208151579
1114 => 0.31701902360681
1115 => 0.33997795817643
1116 => 0.33909406417002
1117 => 0.33864836473058
1118 => 0.35590136952131
1119 => 0.35424289120522
1120 => 0.35123273682166
1121 => 0.3673295347037
1122 => 0.36145398694427
1123 => 0.37956104068568
1124 => 0.39148751737058
1125 => 0.38846257710218
1126 => 0.39967948606999
1127 => 0.37618949413808
1128 => 0.38399192720296
1129 => 0.38559999784393
1130 => 0.36713090271648
1201 => 0.35451423876848
1202 => 0.35367285112365
1203 => 0.33179729452121
1204 => 0.34348304028491
1205 => 0.35376601296795
1206 => 0.34884126704369
1207 => 0.34728223960667
1208 => 0.35524697267061
1209 => 0.35586590064301
1210 => 0.34175427728137
1211 => 0.34468853063525
1212 => 0.35692485489995
1213 => 0.34438020665895
1214 => 0.32000800428336
1215 => 0.31396336112215
1216 => 0.31315689429957
1217 => 0.29676334263968
1218 => 0.31436729308177
1219 => 0.30668269695726
1220 => 0.330958244039
1221 => 0.31709218173828
1222 => 0.31649444350624
1223 => 0.31559087449938
1224 => 0.30148026737663
1225 => 0.30456959356065
1226 => 0.31483898431399
1227 => 0.31850321862775
1228 => 0.31812100896864
1229 => 0.31478865869685
1230 => 0.31631419158688
1231 => 0.3113999186172
]
'min_raw' => 0.17194494429848
'max_raw' => 0.53469142060107
'avg_raw' => 0.35331818244978
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.171944'
'max' => '$0.534691'
'avg' => '$0.353318'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.097951374827895
'max_diff' => 0.33395399681946
'year' => 2033
]
8 => [
'items' => [
101 => 0.30966458654986
102 => 0.30418740120465
103 => 0.29613745185825
104 => 0.29725684668808
105 => 0.28130779064905
106 => 0.27261789843851
107 => 0.27021265080557
108 => 0.26699625314859
109 => 0.27057595147943
110 => 0.28126260897718
111 => 0.26837223273404
112 => 0.24627258681992
113 => 0.24760081319533
114 => 0.25058494350691
115 => 0.24502403641328
116 => 0.23976110454071
117 => 0.24433679680875
118 => 0.23497288550045
119 => 0.2517165274519
120 => 0.25126365886063
121 => 0.25750465316025
122 => 0.2614072749739
123 => 0.25241299518225
124 => 0.25015095813777
125 => 0.25143951724216
126 => 0.23014250554749
127 => 0.25576423294673
128 => 0.25598581070924
129 => 0.25408852738283
130 => 0.26773130624084
131 => 0.29652182492067
201 => 0.28568967369739
202 => 0.28149513734023
203 => 0.27352132065908
204 => 0.28414595794832
205 => 0.28333015157467
206 => 0.27964076576763
207 => 0.27740941371995
208 => 0.28152074828479
209 => 0.27689997386924
210 => 0.27606995581382
211 => 0.27104094946651
212 => 0.26924582300573
213 => 0.26791678284022
214 => 0.26645364020677
215 => 0.26968096826372
216 => 0.26236741829631
217 => 0.25354799399174
218 => 0.25281475428831
219 => 0.25483929357658
220 => 0.25394358565075
221 => 0.25281046598337
222 => 0.25064703195156
223 => 0.25000518728878
224 => 0.25209087106406
225 => 0.24973625568469
226 => 0.25321061893949
227 => 0.25226578437947
228 => 0.24698801533245
301 => 0.24040996101949
302 => 0.24035140253817
303 => 0.23893417152662
304 => 0.23712911475129
305 => 0.2366269892505
306 => 0.24395144476858
307 => 0.25911284848849
308 => 0.25613630215662
309 => 0.25828716193013
310 => 0.26886726323163
311 => 0.27223035928063
312 => 0.26984331336434
313 => 0.26657577768755
314 => 0.26671953267431
315 => 0.27788569123221
316 => 0.27858211084478
317 => 0.28034173853226
318 => 0.28260335738139
319 => 0.27022847683387
320 => 0.26613667691337
321 => 0.26419775510663
322 => 0.25822662639902
323 => 0.26466597678429
324 => 0.26091404307527
325 => 0.26142030711692
326 => 0.26109060199564
327 => 0.26127064328642
328 => 0.25171184726274
329 => 0.25519457013824
330 => 0.2494038678725
331 => 0.24165076757552
401 => 0.24162477646473
402 => 0.24352233677861
403 => 0.24239359365237
404 => 0.23935617492231
405 => 0.2397876259167
406 => 0.23600766121175
407 => 0.24024658207036
408 => 0.24036813915299
409 => 0.23873592372685
410 => 0.24526656616789
411 => 0.24794217570449
412 => 0.24686781654556
413 => 0.24786679580187
414 => 0.25625999109501
415 => 0.25762844814858
416 => 0.25823622637658
417 => 0.25742188406625
418 => 0.24802020800423
419 => 0.24843721231659
420 => 0.24537751135917
421 => 0.24279238647349
422 => 0.24289577791173
423 => 0.24422486814568
424 => 0.25002908314745
425 => 0.2622437114415
426 => 0.26270724765649
427 => 0.26326906707135
428 => 0.26098386516328
429 => 0.26029462640137
430 => 0.26120391023595
501 => 0.26579108240855
502 => 0.27759053464159
503 => 0.27341982016352
504 => 0.27002896437181
505 => 0.27300365906929
506 => 0.27254572813704
507 => 0.26868033022345
508 => 0.26857184137812
509 => 0.26115290693946
510 => 0.25841029579846
511 => 0.25611836464815
512 => 0.25361563566438
513 => 0.25213193403057
514 => 0.25441157407044
515 => 0.25493295471946
516 => 0.24994848193101
517 => 0.2492691167082
518 => 0.25333954478457
519 => 0.25154830114902
520 => 0.25339063964889
521 => 0.25381807798415
522 => 0.25374925056743
523 => 0.25187898648889
524 => 0.25307103704047
525 => 0.2502514821186
526 => 0.24718563962453
527 => 0.24522982312204
528 => 0.24352311382221
529 => 0.24447009533628
530 => 0.2410942791506
531 => 0.24001428761105
601 => 0.25266719713558
602 => 0.26201403744306
603 => 0.26187813068323
604 => 0.26105083323517
605 => 0.25982163703852
606 => 0.26570115905058
607 => 0.26365285114633
608 => 0.26514316628852
609 => 0.26552251404054
610 => 0.26667068543367
611 => 0.26708105801804
612 => 0.26584062704597
613 => 0.26167758919782
614 => 0.25130369468999
615 => 0.24647461879281
616 => 0.24488094331211
617 => 0.24493887038902
618 => 0.24334098301019
619 => 0.24381163245554
620 => 0.24317731034017
621 => 0.24197605771265
622 => 0.24439592137157
623 => 0.24467478811568
624 => 0.24410996302246
625 => 0.24424299977888
626 => 0.23956648924705
627 => 0.23992203418594
628 => 0.23794231478574
629 => 0.23757114126408
630 => 0.23256658301427
701 => 0.22370028265242
702 => 0.22861307372548
703 => 0.22267911295218
704 => 0.22043183209315
705 => 0.23107011015591
706 => 0.23000232209831
707 => 0.22817473310002
708 => 0.22547134806861
709 => 0.22446863626363
710 => 0.21837647675651
711 => 0.21801651947242
712 => 0.22103595822629
713 => 0.21964259113393
714 => 0.21768577602686
715 => 0.21059839006823
716 => 0.20262982169788
717 => 0.20287034268834
718 => 0.20540499602646
719 => 0.21277484245163
720 => 0.20989531595368
721 => 0.20780618644066
722 => 0.20741495528187
723 => 0.212312032332
724 => 0.21924242232728
725 => 0.22249400625433
726 => 0.21927178533469
727 => 0.21557027143891
728 => 0.21579556543859
729 => 0.21729434548492
730 => 0.21745184607618
731 => 0.2150425410518
801 => 0.21572074630358
802 => 0.21469049050974
803 => 0.20836781260466
804 => 0.20825345541078
805 => 0.20670176828592
806 => 0.20665478381646
807 => 0.20401497693058
808 => 0.20364564969912
809 => 0.19840415290238
810 => 0.20185412196671
811 => 0.19954006384987
812 => 0.19605223243665
813 => 0.19545092898637
814 => 0.19543285307856
815 => 0.1990140760751
816 => 0.20181227329091
817 => 0.19958031788154
818 => 0.19907214489947
819 => 0.20449810285909
820 => 0.20380760025002
821 => 0.20320962944384
822 => 0.21862188191638
823 => 0.2064218814513
824 => 0.20110198489685
825 => 0.19451760268975
826 => 0.19666151073772
827 => 0.19711326366399
828 => 0.18127901138002
829 => 0.17485505720045
830 => 0.17265059820762
831 => 0.17138190089078
901 => 0.17196006218936
902 => 0.16617774997307
903 => 0.17006355941304
904 => 0.16505656580042
905 => 0.16421712702709
906 => 0.17317025185395
907 => 0.17441602687021
908 => 0.16910116361888
909 => 0.17251416622443
910 => 0.17127656403538
911 => 0.16514239633496
912 => 0.16490811624869
913 => 0.16183020652304
914 => 0.15701387380317
915 => 0.15481268051073
916 => 0.15366627993239
917 => 0.15413930715391
918 => 0.15390013011584
919 => 0.15233933815681
920 => 0.15398959288393
921 => 0.14977387398848
922 => 0.14809514075596
923 => 0.14733689590115
924 => 0.14359520273371
925 => 0.1495499005016
926 => 0.15072305097718
927 => 0.15189851292161
928 => 0.16213010662585
929 => 0.16161896511857
930 => 0.16623943540837
1001 => 0.16605989242941
1002 => 0.1647420594561
1003 => 0.15918233891472
1004 => 0.16139834443002
1005 => 0.15457782389763
1006 => 0.15968822163081
1007 => 0.1573560495207
1008 => 0.15889971189443
1009 => 0.15612406776004
1010 => 0.15766022382755
1011 => 0.15100124847596
1012 => 0.14478319098696
1013 => 0.14728551883694
1014 => 0.15000583538578
1015 => 0.15590417478743
1016 => 0.15239117250005
1017 => 0.15365458096392
1018 => 0.14942237410199
1019 => 0.14069012247572
1020 => 0.14073954607161
1021 => 0.13939627940135
1022 => 0.1382355008781
1023 => 0.15279468307208
1024 => 0.15098401861965
1025 => 0.14809896178861
1026 => 0.15196072500456
1027 => 0.15298183649329
1028 => 0.15301090610186
1029 => 0.15582834885768
1030 => 0.15733201856152
1031 => 0.1575970468641
1101 => 0.16203035391527
1102 => 0.16351633996209
1103 => 0.16963690618433
1104 => 0.15720444269271
1105 => 0.15694840428851
1106 => 0.1520150679325
1107 => 0.14888626802256
1108 => 0.15222929953914
1109 => 0.15519076909352
1110 => 0.15210708904662
1111 => 0.1525097525607
1112 => 0.14837016404366
1113 => 0.14984987215276
1114 => 0.15112439611452
1115 => 0.15042067889589
1116 => 0.1493671801593
1117 => 0.15494796236221
1118 => 0.15463307275906
1119 => 0.15983002544804
1120 => 0.16388142170675
1121 => 0.17114224807607
1122 => 0.16356519724425
1123 => 0.16328905939589
1124 => 0.16598835115752
1125 => 0.16351592671459
1126 => 0.16507841361733
1127 => 0.17089050728008
1128 => 0.1710133076606
1129 => 0.16895624306759
1130 => 0.16883107050016
1201 => 0.16922615225707
1202 => 0.17154015844744
1203 => 0.17073157358229
1204 => 0.1716672884591
1205 => 0.17283741424072
1206 => 0.17767755059656
1207 => 0.17884449108575
1208 => 0.17600943068629
1209 => 0.17626540489754
1210 => 0.175205014484
1211 => 0.17418069063117
1212 => 0.17648322106184
1213 => 0.18069114068025
1214 => 0.1806649634307
1215 => 0.1816411189919
1216 => 0.18224925581962
1217 => 0.17963868737168
1218 => 0.17793930330533
1219 => 0.17859095529099
1220 => 0.17963296100718
1221 => 0.17825304688103
1222 => 0.169735577656
1223 => 0.17231923372083
1224 => 0.17188918701731
1225 => 0.17127674821604
1226 => 0.17387463436806
1227 => 0.17362406191111
1228 => 0.16611844400368
1229 => 0.1665989293102
1230 => 0.16614766390659
1231 => 0.16760579474586
]
'min_raw' => 0.1382355008781
'max_raw' => 0.30966458654986
'avg_raw' => 0.22395004371398
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.138235'
'max' => '$0.309664'
'avg' => '$0.22395'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.033709443420381
'max_diff' => -0.22502683405121
'year' => 2034
]
9 => [
'items' => [
101 => 0.16343718286409
102 => 0.16471941980289
103 => 0.16552362679069
104 => 0.16599731088471
105 => 0.16770858264053
106 => 0.16750778465141
107 => 0.16769610075559
108 => 0.17023346501048
109 => 0.18306658269345
110 => 0.18376506097425
111 => 0.18032549846314
112 => 0.18169953584396
113 => 0.17906168454173
114 => 0.18083249179298
115 => 0.18204403314066
116 => 0.17656931075649
117 => 0.17624513322756
118 => 0.17359639457466
119 => 0.1750196766945
120 => 0.17275513250423
121 => 0.17331077243813
122 => 0.17175715474313
123 => 0.17455335727193
124 => 0.17767994618508
125 => 0.17846984601728
126 => 0.17639195963202
127 => 0.17488743294971
128 => 0.17224597971748
129 => 0.17663877531131
130 => 0.17792336261097
131 => 0.17663202792109
201 => 0.17633279745723
202 => 0.1757657562689
203 => 0.17645309792591
204 => 0.17791636647266
205 => 0.17722631604834
206 => 0.17768210651072
207 => 0.17594510327719
208 => 0.17963955157846
209 => 0.18550722459828
210 => 0.1855260901265
211 => 0.18483603598255
212 => 0.18455368069427
213 => 0.18526171812195
214 => 0.18564579938125
215 => 0.1879354625905
216 => 0.19039236243824
217 => 0.20185764199823
218 => 0.19863823737684
219 => 0.20881091547499
220 => 0.2168561830937
221 => 0.21926860707564
222 => 0.21704929052558
223 => 0.20945712849294
224 => 0.2090846208033
225 => 0.22043051620819
226 => 0.21722478108138
227 => 0.21684346908861
228 => 0.21278695372232
301 => 0.215184856713
302 => 0.21466040015382
303 => 0.21383251981787
304 => 0.21840755168471
305 => 0.22697160292354
306 => 0.2256368152248
307 => 0.22464045812672
308 => 0.2202747113581
309 => 0.22290386603765
310 => 0.2219676744144
311 => 0.22599014774976
312 => 0.22360732365459
313 => 0.21720049448486
314 => 0.21822080314733
315 => 0.21806658554557
316 => 0.22124037286172
317 => 0.22028768068765
318 => 0.21788055710842
319 => 0.22694233192744
320 => 0.22635391067493
321 => 0.22718815747916
322 => 0.22755541872232
323 => 0.23307116136827
324 => 0.23533078464624
325 => 0.23584375869061
326 => 0.23799022603914
327 => 0.23579035262759
328 => 0.24459141475695
329 => 0.25044360751677
330 => 0.25724123055838
331 => 0.267174384851
401 => 0.27090934275184
402 => 0.27023465603736
403 => 0.2777658602565
404 => 0.29129926682904
405 => 0.27297014444057
406 => 0.29227075482221
407 => 0.28616040441165
408 => 0.27167287350871
409 => 0.27074004731533
410 => 0.28055117144649
411 => 0.3023113004837
412 => 0.29686063496122
413 => 0.30232021581985
414 => 0.29595132474555
415 => 0.29563505562248
416 => 0.302010892996
417 => 0.31690838454804
418 => 0.30983114473579
419 => 0.29968418605453
420 => 0.30717654244061
421 => 0.30068596995413
422 => 0.28606089354526
423 => 0.29685646694002
424 => 0.28963777445118
425 => 0.29174457268622
426 => 0.30691719059831
427 => 0.30509158106936
428 => 0.30745408884671
429 => 0.30328432445728
430 => 0.29938910700606
501 => 0.29211839437071
502 => 0.28996589480118
503 => 0.29056076824338
504 => 0.28996560001145
505 => 0.28589770311327
506 => 0.28501924116541
507 => 0.28355509943269
508 => 0.28400889817827
509 => 0.28125588337097
510 => 0.28645139111422
511 => 0.28741572313403
512 => 0.29119658040017
513 => 0.29158912154405
514 => 0.30211875521313
515 => 0.29631920993151
516 => 0.30021004561507
517 => 0.29986201264957
518 => 0.27198686223341
519 => 0.27582781201622
520 => 0.28180312452184
521 => 0.2791112543374
522 => 0.27530557969723
523 => 0.27223229337792
524 => 0.26757595034451
525 => 0.27412966374689
526 => 0.28274709996129
527 => 0.29180767394739
528 => 0.30269335991935
529 => 0.30026380153376
530 => 0.29160417362007
531 => 0.29199263820241
601 => 0.2943939733953
602 => 0.2912840261362
603 => 0.29036684197611
604 => 0.29426796637602
605 => 0.29429483127574
606 => 0.29071646110447
607 => 0.28673975749393
608 => 0.2867230949606
609 => 0.28601547896351
610 => 0.29607720805945
611 => 0.30161014170667
612 => 0.30224448363256
613 => 0.30156744544089
614 => 0.30182801057018
615 => 0.29860851839073
616 => 0.30596732280219
617 => 0.31272048944047
618 => 0.31091049652105
619 => 0.30819705982918
620 => 0.30603567680729
621 => 0.31040134337083
622 => 0.31020694711096
623 => 0.31266150642122
624 => 0.31255015343269
625 => 0.31172477745729
626 => 0.31091052599783
627 => 0.31413894099578
628 => 0.31320920932313
629 => 0.31227803352039
630 => 0.31041041789211
701 => 0.31066425787381
702 => 0.30795128969504
703 => 0.30669614647857
704 => 0.28782180401246
705 => 0.28277796296859
706 => 0.28436485803784
707 => 0.28488730509835
708 => 0.2826922190122
709 => 0.2858394085884
710 => 0.28534892242664
711 => 0.28725711715721
712 => 0.28606495993374
713 => 0.28611388648203
714 => 0.28961976668155
715 => 0.29063753861855
716 => 0.29011989159696
717 => 0.29048243382698
718 => 0.2988370664982
719 => 0.29764930489846
720 => 0.29701833022157
721 => 0.29719311451923
722 => 0.29932790229207
723 => 0.29992552631338
724 => 0.29739335134081
725 => 0.2985875396962
726 => 0.30367224214838
727 => 0.30545160023741
728 => 0.31113045711726
729 => 0.30871797778107
730 => 0.3131461880123
731 => 0.32675699657501
801 => 0.33763025225121
802 => 0.32763075697508
803 => 0.34759810632367
804 => 0.36314555193769
805 => 0.3625488150794
806 => 0.3598377583177
807 => 0.34213740483636
808 => 0.32584927566543
809 => 0.33947498734741
810 => 0.33950972208864
811 => 0.33833926137111
812 => 0.33106963037867
813 => 0.33808629397042
814 => 0.33864325124555
815 => 0.33833150327837
816 => 0.33275789424101
817 => 0.32424802341611
818 => 0.32591083180554
819 => 0.32863454586781
820 => 0.32347798692166
821 => 0.32183015389144
822 => 0.32489378900768
823 => 0.33476545968592
824 => 0.33289927752689
825 => 0.33285054396889
826 => 0.3408348626296
827 => 0.33511981359234
828 => 0.32593180514438
829 => 0.32361171183633
830 => 0.31537694359487
831 => 0.32106472735048
901 => 0.32126942056208
902 => 0.31815427952687
903 => 0.32618458167087
904 => 0.3261105810229
905 => 0.33373415775589
906 => 0.34830757318469
907 => 0.34399749712817
908 => 0.33898534760938
909 => 0.33953030723391
910 => 0.34550716923997
911 => 0.34189342203261
912 => 0.34319295072432
913 => 0.34550520224765
914 => 0.34690024100165
915 => 0.33932958262563
916 => 0.33756450001173
917 => 0.33395376044351
918 => 0.33301178588781
919 => 0.33595265792557
920 => 0.33517784204616
921 => 0.32125221689026
922 => 0.31979691158002
923 => 0.31984154371619
924 => 0.3161821093176
925 => 0.31060059349486
926 => 0.32526848382203
927 => 0.32409044695176
928 => 0.3227899854198
929 => 0.32294928453713
930 => 0.32931611858723
1001 => 0.32562303330535
1002 => 0.33544170581201
1003 => 0.33342328192095
1004 => 0.3313530930733
1005 => 0.33106692991506
1006 => 0.33027008382892
1007 => 0.3275374021062
1008 => 0.32423752471731
1009 => 0.32205865983467
1010 => 0.29708208974114
1011 => 0.30171759586847
1012 => 0.30705032312829
1013 => 0.30889115920882
1014 => 0.3057422817111
1015 => 0.32766173898245
1016 => 0.33166663504707
1017 => 0.31953554363443
1018 => 0.31726631174032
1019 => 0.32781050944764
1020 => 0.32145106925438
1021 => 0.32431472478401
1022 => 0.31812506786478
1023 => 0.33070197286215
1024 => 0.33060615791815
1025 => 0.32571345781189
1026 => 0.32984873443793
1027 => 0.32913012836
1028 => 0.32360628199022
1029 => 0.33087708864478
1030 => 0.33088069487417
1031 => 0.32617157739836
1101 => 0.320672359145
1102 => 0.31968922880703
1103 => 0.31894857216235
1104 => 0.3241325686525
1105 => 0.32878052369562
1106 => 0.33742921570511
1107 => 0.33960370236415
1108 => 0.34809086855815
1109 => 0.34303717432224
1110 => 0.34527741152072
1111 => 0.34770950590057
1112 => 0.34887554138358
1113 => 0.34697554913693
1114 => 0.36015961169319
1115 => 0.36127275052218
1116 => 0.36164597634292
1117 => 0.35720038462824
1118 => 0.36114911057457
1119 => 0.35930163247234
1120 => 0.36410825725015
1121 => 0.36486199738937
1122 => 0.36422360630653
1123 => 0.3644628553237
1124 => 0.35321258375995
1125 => 0.35262919782945
1126 => 0.34467468927203
1127 => 0.34791621030594
1128 => 0.34185634210319
1129 => 0.34377798873384
1130 => 0.34462503225851
1201 => 0.34418258479052
1202 => 0.34809948104166
1203 => 0.34476931905916
1204 => 0.33598047405801
1205 => 0.32718923454192
1206 => 0.32707886769099
1207 => 0.32476428950467
1208 => 0.3230912734121
1209 => 0.32341355566496
1210 => 0.32454932035999
1211 => 0.32302526070332
1212 => 0.32335049610285
1213 => 0.32875157076729
1214 => 0.32983471777254
1215 => 0.32615376103585
1216 => 0.31137418857848
1217 => 0.3077472444257
1218 => 0.31035421995729
1219 => 0.30910825356392
1220 => 0.24947448553612
1221 => 0.26348455477407
1222 => 0.25516024736988
1223 => 0.2589964712047
1224 => 0.25049950891397
1225 => 0.25455470468306
1226 => 0.25380585809655
1227 => 0.27633363484307
1228 => 0.27598189459512
1229 => 0.27615025403814
1230 => 0.26811401916481
1231 => 0.28091595952557
]
'min_raw' => 0.16343718286409
'max_raw' => 0.36486199738937
'avg_raw' => 0.26414959012673
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.163437'
'max' => '$0.364861'
'avg' => '$0.264149'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.025201681985992
'max_diff' => 0.05519741083951
'year' => 2035
]
10 => [
'items' => [
101 => 0.28722265569017
102 => 0.28605545407739
103 => 0.28634921357695
104 => 0.28130145210262
105 => 0.27619912740307
106 => 0.27053986406912
107 => 0.28105407583751
108 => 0.27988507497244
109 => 0.28256634236367
110 => 0.28938556026684
111 => 0.29038971600678
112 => 0.29173931150439
113 => 0.29125557758924
114 => 0.30278008197028
115 => 0.30138438844861
116 => 0.30474760826741
117 => 0.29782920993204
118 => 0.29000038551517
119 => 0.29148838909326
120 => 0.29134508238292
121 => 0.28952062348052
122 => 0.28787358356049
123 => 0.28513172614427
124 => 0.29380736872774
125 => 0.29345515348243
126 => 0.29915710889848
127 => 0.29814923289286
128 => 0.29141839025818
129 => 0.29165878361966
130 => 0.29327554450466
131 => 0.2988711723875
201 => 0.30053233572253
202 => 0.29976281867983
203 => 0.3015842084417
204 => 0.30302376064544
205 => 0.30176499403475
206 => 0.31958647473819
207 => 0.31218575344082
208 => 0.31579281350727
209 => 0.31665307607909
210 => 0.31444953159076
211 => 0.31492740148726
212 => 0.31565124416872
213 => 0.32004627518759
214 => 0.33158010829359
215 => 0.33668836446278
216 => 0.3520568051847
217 => 0.33626419489829
218 => 0.33532712676021
219 => 0.33809544701668
220 => 0.34711834863511
221 => 0.3544305629188
222 => 0.35685644624846
223 => 0.35717706677744
224 => 0.36172818517356
225 => 0.36433680136488
226 => 0.36117555969398
227 => 0.35849673837368
228 => 0.34890153291193
229 => 0.350012204071
301 => 0.35766362695744
302 => 0.36847171245109
303 => 0.37774617419427
304 => 0.37449858093943
305 => 0.39927542503032
306 => 0.4017319479176
307 => 0.40139253588347
308 => 0.40698886060031
309 => 0.39588129570909
310 => 0.39113259651916
311 => 0.35907592994904
312 => 0.36808254568081
313 => 0.38117419058692
314 => 0.37944146229245
315 => 0.36993395982096
316 => 0.37773896190109
317 => 0.37515838412842
318 => 0.37312297537084
319 => 0.3824475774727
320 => 0.37219479442816
321 => 0.38107191123308
322 => 0.36968691710876
323 => 0.37451341567186
324 => 0.37177366165598
325 => 0.37354661827588
326 => 0.36318195010338
327 => 0.36877447346116
328 => 0.36294928274519
329 => 0.36294652084633
330 => 0.36281792943841
331 => 0.36967124048291
401 => 0.36989472671003
402 => 0.36483011949336
403 => 0.36410023046941
404 => 0.36679901274129
405 => 0.36363944551311
406 => 0.3651177871331
407 => 0.36368422297477
408 => 0.36336149748725
409 => 0.36078996589548
410 => 0.35968207938
411 => 0.36011651022944
412 => 0.35863357377586
413 => 0.35774005092243
414 => 0.36264018525322
415 => 0.36002224115113
416 => 0.36223894777297
417 => 0.35971273080671
418 => 0.35095576218131
419 => 0.34591953692157
420 => 0.32937843495961
421 => 0.33406947095685
422 => 0.33717963267625
423 => 0.33615172424654
424 => 0.33836006930131
425 => 0.33849564375224
426 => 0.33777768826352
427 => 0.33694638778337
428 => 0.33654175668344
429 => 0.3395575453943
430 => 0.34130831224773
501 => 0.33749177901338
502 => 0.33659761867555
503 => 0.34045634449205
504 => 0.34281016501101
505 => 0.36018945322546
506 => 0.35890193942018
507 => 0.36213334640963
508 => 0.3617695395726
509 => 0.36515656890104
510 => 0.37069293038766
511 => 0.35943595949435
512 => 0.36138978040466
513 => 0.36091074863777
514 => 0.36614069185985
515 => 0.36615701917172
516 => 0.36302140695504
517 => 0.3647212732072
518 => 0.36377245449864
519 => 0.36548709814555
520 => 0.35888474388835
521 => 0.36692569869352
522 => 0.37148440192038
523 => 0.3715476995191
524 => 0.37370848866853
525 => 0.37590397558881
526 => 0.38011802154568
527 => 0.37578644813425
528 => 0.36799436923726
529 => 0.36855693216536
530 => 0.36398843915907
531 => 0.36406523635187
601 => 0.36365528691799
602 => 0.36488557602862
603 => 0.35915472316297
604 => 0.36049974287587
605 => 0.35861670740138
606 => 0.36138568705329
607 => 0.35840672267657
608 => 0.36091051763415
609 => 0.36199107253572
610 => 0.3659783433852
611 => 0.35781779953015
612 => 0.34117789818947
613 => 0.34467580719058
614 => 0.33950212502311
615 => 0.33998096900531
616 => 0.3409483100568
617 => 0.33781284121462
618 => 0.33841098985973
619 => 0.33838961978102
620 => 0.33820546398774
621 => 0.33738980744434
622 => 0.33620694408367
623 => 0.34091910764642
624 => 0.34171979605826
625 => 0.34349962721348
626 => 0.34879519746041
627 => 0.34826604511459
628 => 0.34912911454494
629 => 0.34724503882443
630 => 0.34006836587432
701 => 0.34045809374353
702 => 0.33559818096957
703 => 0.34337534831728
704 => 0.34153361243575
705 => 0.34034623333172
706 => 0.3400222459422
707 => 0.34533094288349
708 => 0.34691938821195
709 => 0.34592957567986
710 => 0.34389944129908
711 => 0.34779789946552
712 => 0.34884096240812
713 => 0.34907446573428
714 => 0.35598178615001
715 => 0.34946050821476
716 => 0.35103024462971
717 => 0.36327688003806
718 => 0.35217087164285
719 => 0.35805397198334
720 => 0.35776602483585
721 => 0.36077561989678
722 => 0.35751915019735
723 => 0.35755951804212
724 => 0.3602318345686
725 => 0.35647904796198
726 => 0.35554980522263
727 => 0.35426606303357
728 => 0.35706906713861
729 => 0.35874934133061
730 => 0.37229111729269
731 => 0.38103972214421
801 => 0.3806599221348
802 => 0.38413058326497
803 => 0.38256701863822
804 => 0.37751785601093
805 => 0.38613616093593
806 => 0.38340896865246
807 => 0.38363379507077
808 => 0.38362542702025
809 => 0.38543877147347
810 => 0.38415385073779
811 => 0.38162114007335
812 => 0.38330247160906
813 => 0.3882954251831
814 => 0.40379370627944
815 => 0.41246674970586
816 => 0.40327157817497
817 => 0.40961428436873
818 => 0.40581092078977
819 => 0.40511973648721
820 => 0.40910342469919
821 => 0.41309408583004
822 => 0.41283989796811
823 => 0.40994288290983
824 => 0.40830643261244
825 => 0.42069818251531
826 => 0.4298282127558
827 => 0.42920560590189
828 => 0.43195359007242
829 => 0.44002175658903
830 => 0.44075940862176
831 => 0.44066648142037
901 => 0.43883813389123
902 => 0.44678229161066
903 => 0.45340944774435
904 => 0.43841492426428
905 => 0.44412464251277
906 => 0.44668791899014
907 => 0.4504515693488
908 => 0.45680147836488
909 => 0.46369916378654
910 => 0.46467457213443
911 => 0.46398247323402
912 => 0.4594332642787
913 => 0.46698079397357
914 => 0.47140195985748
915 => 0.47403466296477
916 => 0.48071076000482
917 => 0.44670374891302
918 => 0.42263189620414
919 => 0.41887272880188
920 => 0.42651714353633
921 => 0.42853291473874
922 => 0.42772035989461
923 => 0.40062530115366
924 => 0.41873007892506
925 => 0.43820929751413
926 => 0.43895757363175
927 => 0.4487092777487
928 => 0.45188483234503
929 => 0.45973623234425
930 => 0.45924512513659
1001 => 0.46115681609334
1002 => 0.46071735144826
1003 => 0.47526041663948
1004 => 0.49130357721148
1005 => 0.490748053575
1006 => 0.48844165942871
1007 => 0.49186704803459
1008 => 0.50842530903446
1009 => 0.50690088970232
1010 => 0.50838173323376
1011 => 0.52790485613531
1012 => 0.55328769303917
1013 => 0.54149481690217
1014 => 0.56708196481077
1015 => 0.5831877181028
1016 => 0.6110409530554
1017 => 0.60755359085926
1018 => 0.61839665082983
1019 => 0.60131048469372
1020 => 0.56207719356131
1021 => 0.5558683750606
1022 => 0.56829858693134
1023 => 0.59885704989324
1024 => 0.56733619218434
1025 => 0.57371282064599
1026 => 0.57187635122006
1027 => 0.57177849356884
1028 => 0.57551332209991
1029 => 0.57009575852004
1030 => 0.54802362989458
1031 => 0.55813915637176
1101 => 0.55423306581144
1102 => 0.55856716450645
1103 => 0.58195650764518
1104 => 0.57161552151125
1105 => 0.56072213265265
1106 => 0.57438485971784
1107 => 0.59178220629421
1108 => 0.5906935116115
1109 => 0.58858098888796
1110 => 0.60048916887244
1111 => 0.62015799343743
1112 => 0.62547439768161
1113 => 0.62939885860556
1114 => 0.62993997546266
1115 => 0.63551381539307
1116 => 0.60554187329874
1117 => 0.65310811513651
1118 => 0.66132149111098
1119 => 0.65977771683733
1120 => 0.66890653856126
1121 => 0.66622060763423
1122 => 0.66232911513061
1123 => 0.67680023931909
1124 => 0.6602102631965
1125 => 0.63666288071039
1126 => 0.62374432096409
1127 => 0.6407565225485
1128 => 0.65114528041209
1129 => 0.65801158851082
1130 => 0.66008932919276
1201 => 0.60786850984435
1202 => 0.57972438451498
1203 => 0.59776444617805
1204 => 0.61977456646555
1205 => 0.60541960596923
1206 => 0.60598229324315
1207 => 0.58551589199265
1208 => 0.62158538884302
1209 => 0.61633036654414
1210 => 0.64359343152671
1211 => 0.63708688226885
1212 => 0.65931885341605
1213 => 0.6534644303385
1214 => 0.67776581321701
1215 => 0.68746029278092
1216 => 0.70373883279399
1217 => 0.71571339309319
1218 => 0.72274508393771
1219 => 0.72232292759461
1220 => 0.75018598989509
1221 => 0.73375611551775
1222 => 0.71311632107574
1223 => 0.712743012312
1224 => 0.72343265432166
1225 => 0.74583521141386
1226 => 0.75164386852392
1227 => 0.75489011541686
1228 => 0.74991837529765
1229 => 0.73208492420075
1230 => 0.72438453043476
1231 => 0.73094548902527
]
'min_raw' => 0.27053986406912
'max_raw' => 0.75489011541686
'avg_raw' => 0.51271498974299
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.270539'
'max' => '$0.75489'
'avg' => '$0.512714'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.10710268120503
'max_diff' => 0.39002811802749
'year' => 2036
]
11 => [
'items' => [
101 => 0.72292200045868
102 => 0.7367727927179
103 => 0.75579288885939
104 => 0.75186531421978
105 => 0.76499460738509
106 => 0.77858204456927
107 => 0.79801268999262
108 => 0.803092580221
109 => 0.81148944559759
110 => 0.82013257829669
111 => 0.82290851958068
112 => 0.82820865281582
113 => 0.82818071849745
114 => 0.84415302674165
115 => 0.86177097735621
116 => 0.86842134585671
117 => 0.88371350152015
118 => 0.85752622084755
119 => 0.87738957405552
120 => 0.89530681586108
121 => 0.87394514153931
122 => 0.9033872329601
123 => 0.90453040265275
124 => 0.92179090777828
125 => 0.90429407912089
126 => 0.89390451811599
127 => 0.92389879144537
128 => 0.9384120754987
129 => 0.93404055622881
130 => 0.90077307873645
131 => 0.88140997992666
201 => 0.83073301547863
202 => 0.89076206894927
203 => 0.92000046982333
204 => 0.90069735834167
205 => 0.91043272497808
206 => 0.96354572864309
207 => 0.98376772162642
208 => 0.97956168844829
209 => 0.98027243881819
210 => 0.99118385917685
211 => 1.0395711060761
212 => 1.0105763461265
213 => 1.0327417536951
214 => 1.0444982059461
215 => 1.0554182539911
216 => 1.0286020673092
217 => 0.9937146024442
218 => 0.98266427784529
219 => 0.89877804432756
220 => 0.89441140157352
221 => 0.89196027267285
222 => 0.87650625167324
223 => 0.86436362438016
224 => 0.85470735632985
225 => 0.82936642536011
226 => 0.83791824567157
227 => 0.79753009076914
228 => 0.82336900100739
301 => 0.75890853057701
302 => 0.81259312580465
303 => 0.78337504136127
304 => 0.80299419924714
305 => 0.80292574985351
306 => 0.76680065992595
307 => 0.74596446196713
308 => 0.75924209826345
309 => 0.77347677835318
310 => 0.77578630730653
311 => 0.79424194160603
312 => 0.79939251243649
313 => 0.78378604236304
314 => 0.75757273060442
315 => 0.76366148506397
316 => 0.74584107355235
317 => 0.71461148783047
318 => 0.73704112151218
319 => 0.74469958461249
320 => 0.74808199821061
321 => 0.71737128739529
322 => 0.70772131529515
323 => 0.70258375112014
324 => 0.75360836348676
325 => 0.75640360693375
326 => 0.74210274625134
327 => 0.80674399259909
328 => 0.79211368771173
329 => 0.80845932278264
330 => 0.76310899441607
331 => 0.76484143803199
401 => 0.743371865812
402 => 0.75539339165786
403 => 0.74689696466187
404 => 0.75442217116855
405 => 0.75893274892106
406 => 0.7803987981955
407 => 0.81283823360597
408 => 0.77719248626356
409 => 0.76166112368997
410 => 0.77129669367893
411 => 0.79695748632009
412 => 0.83583490072326
413 => 0.8128186889157
414 => 0.82303289287527
415 => 0.82526424204213
416 => 0.80829293956171
417 => 0.83646065685332
418 => 0.85155596538402
419 => 0.86704062840255
420 => 0.88048552743113
421 => 0.86085571347791
422 => 0.88186242823116
423 => 0.86493472432438
424 => 0.84974882396613
425 => 0.84977185470851
426 => 0.84024551758318
427 => 0.82178703900712
428 => 0.81838301235383
429 => 0.83609118888544
430 => 0.85029146949323
501 => 0.85146107261885
502 => 0.85932307760008
503 => 0.86397573116289
504 => 0.90957806105417
505 => 0.9279196953787
506 => 0.95034749864137
507 => 0.95908439197391
508 => 0.98537930855525
509 => 0.96414402784711
510 => 0.95954964128973
511 => 0.89576677466507
512 => 0.90621121550168
513 => 0.92293377301972
514 => 0.89604252347924
515 => 0.91309883180026
516 => 0.91646610836484
517 => 0.89512876910992
518 => 0.90652596393798
519 => 0.87625839350742
520 => 0.81349798392964
521 => 0.8365305271302
522 => 0.85349023159602
523 => 0.82928664220681
524 => 0.87267063937871
525 => 0.84732660385837
526 => 0.83929376132667
527 => 0.80795477869538
528 => 0.82274557214929
529 => 0.84275033207946
530 => 0.83038971624557
531 => 0.85603985005668
601 => 0.89236728017404
602 => 0.91825637021153
603 => 0.9202438130785
604 => 0.90359886261871
605 => 0.93027250195717
606 => 0.93046679029948
607 => 0.90037881616068
608 => 0.88195009953121
609 => 0.87776305633864
610 => 0.88822311115185
611 => 0.90092354872772
612 => 0.92094859897341
613 => 0.9330493174414
614 => 0.96460157348076
615 => 0.97313870929093
616 => 0.98251843324847
617 => 0.99505263705547
618 => 1.0101031624297
619 => 0.97717346973781
620 => 0.97848182781708
621 => 0.94781815392504
622 => 0.91504962075574
623 => 0.93991685277592
624 => 0.97242745069305
625 => 0.96496948360984
626 => 0.96413030996053
627 => 0.9655415672713
628 => 0.959918503645
629 => 0.93448559526368
630 => 0.92171334789302
701 => 0.93819280554899
702 => 0.94695090387687
703 => 0.96053395059696
704 => 0.95885955338538
705 => 0.99384802302362
706 => 1.0074434843286
707 => 1.0039651835442
708 => 1.0046052745985
709 => 1.0292192078874
710 => 1.0565949639461
711 => 1.0822359720442
712 => 1.1083191067886
713 => 1.0768748698122
714 => 1.0609094254865
715 => 1.0773816887268
716 => 1.0686412739876
717 => 1.1188662896544
718 => 1.1223437607675
719 => 1.172565144594
720 => 1.2202312180965
721 => 1.190293011356
722 => 1.2185233918658
723 => 1.2490568500439
724 => 1.3079608447445
725 => 1.2881240515969
726 => 1.272929378928
727 => 1.258570486676
728 => 1.2884490620424
729 => 1.3268873719295
730 => 1.3351666157216
731 => 1.3485821535794
801 => 1.3344773558958
802 => 1.3514650311131
803 => 1.411438989393
804 => 1.395233496461
805 => 1.3722190913346
806 => 1.4195627714364
807 => 1.4366962652213
808 => 1.5569480974843
809 => 1.7087710030717
810 => 1.6459153232356
811 => 1.6068987744212
812 => 1.6160685888775
813 => 1.6715091744683
814 => 1.6893149309639
815 => 1.6409127467966
816 => 1.6580092165142
817 => 1.7522124455455
818 => 1.8027494555194
819 => 1.7341134079489
820 => 1.544749274847
821 => 1.370146895959
822 => 1.4164593092877
823 => 1.4112089188577
824 => 1.5124185363598
825 => 1.3948470008141
826 => 1.3968266039437
827 => 1.5001291291528
828 => 1.4725697864806
829 => 1.4279271808857
830 => 1.3704728363843
831 => 1.26426316669
901 => 1.170190300366
902 => 1.3546888549146
903 => 1.3467329417536
904 => 1.3352116004963
905 => 1.3608510987252
906 => 1.4853492242266
907 => 1.4824791394727
908 => 1.4642211245984
909 => 1.4780696679618
910 => 1.4254994642773
911 => 1.4390480027681
912 => 1.3701192380501
913 => 1.4012779184222
914 => 1.4278313979041
915 => 1.433162402041
916 => 1.4451734265695
917 => 1.3425405370373
918 => 1.3886196912939
919 => 1.4156868773868
920 => 1.2933963459064
921 => 1.4132695867735
922 => 1.3407539267681
923 => 1.3161410226136
924 => 1.3492790555541
925 => 1.3363651318894
926 => 1.3252624986535
927 => 1.3190670385405
928 => 1.3433999526207
929 => 1.3422647930947
930 => 1.3024514228444
1001 => 1.2505165043533
1002 => 1.2679475677045
1003 => 1.2616146989719
1004 => 1.2386635657287
1005 => 1.2541298584042
1006 => 1.1860241327729
1007 => 1.0688517716518
1008 => 1.1462594224949
1009 => 1.1432793121407
1010 => 1.1417766053629
1011 => 1.1999463155812
1012 => 1.1943546401473
1013 => 1.1842056944808
1014 => 1.2384771723827
1015 => 1.2186673528941
1016 => 1.2797165487774
1017 => 1.3199274976005
1018 => 1.309728700291
1019 => 1.3475472920156
1020 => 1.2683491441983
1021 => 1.294655592025
1022 => 1.3000773144629
1023 => 1.2378074707697
1024 => 1.1952695074017
1025 => 1.1924327102133
1026 => 1.1186777438256
1027 => 1.1580770515406
1028 => 1.1927468118757
1029 => 1.1761426871573
1030 => 1.1708863173056
1031 => 1.1977399709106
1101 => 1.1998267297817
1102 => 1.1522484063758
1103 => 1.1621414464215
1104 => 1.2033970679928
1105 => 1.1611019106089
1106 => 1.0789293286867
1107 => 1.0585493922452
1108 => 1.0558303330472
1109 => 1.0005583290646
1110 => 1.0599112770487
1111 => 1.0340021246935
1112 => 1.1158488265442
1113 => 1.0690984293998
1114 => 1.0670831132177
1115 => 1.0640366672259
1116 => 1.0164617701404
1117 => 1.0268776490597
1118 => 1.0615016169705
1119 => 1.0738558387881
1120 => 1.0725671922373
1121 => 1.0613319406387
1122 => 1.0664753812868
1123 => 1.0499065668659
1124 => 1.0440557736439
1125 => 1.0255890608476
1126 => 0.99844809459673
1127 => 1.0022222124191
1128 => 0.94844885645601
1129 => 0.91915027815928
1130 => 0.9110408178358
1201 => 0.90019650857357
1202 => 0.91226571142258
1203 => 0.94829652329483
1204 => 0.90483571981374
1205 => 0.83032522066631
1206 => 0.83480342862478
1207 => 0.84486463231559
1208 => 0.82611564579928
1209 => 0.80837130354476
1210 => 0.82379856949108
1211 => 0.79222748874776
1212 => 0.8486798465908
1213 => 0.84715296851705
1214 => 0.86819491653055
1215 => 0.88135287844763
1216 => 0.85102803616951
1217 => 0.84340142034366
1218 => 0.84774588732843
1219 => 0.77594152549
1220 => 0.86232696826839
1221 => 0.86307403316477
1222 => 0.8566772099657
1223 => 0.90267479139387
1224 => 0.99974403521273
1225 => 0.96322268108679
1226 => 0.94908050890545
1227 => 0.92219622925087
1228 => 0.95801793566003
1229 => 0.95526738751348
1230 => 0.94282836568036
1231 => 0.93530520646358
]
'min_raw' => 0.70258375112014
'max_raw' => 1.8027494555194
'avg_raw' => 1.2526666033198
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.702583'
'max' => '$1.80'
'avg' => '$1.25'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.43204388705102
'max_diff' => 1.0478593401025
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.022053301123191
]
1 => [
'year' => 2028
'avg' => 0.037849866846457
]
2 => [
'year' => 2029
'avg' => 0.10339901444974
]
3 => [
'year' => 2030
'avg' => 0.079772185661545
]
4 => [
'year' => 2031
'avg' => 0.078346172377771
]
5 => [
'year' => 2032
'avg' => 0.1373654966261
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.022053301123191
'min' => '$0.022053'
'max_raw' => 0.1373654966261
'max' => '$0.137365'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.1373654966261
]
1 => [
'year' => 2033
'avg' => 0.35331818244978
]
2 => [
'year' => 2034
'avg' => 0.22395004371398
]
3 => [
'year' => 2035
'avg' => 0.26414959012673
]
4 => [
'year' => 2036
'avg' => 0.51271498974299
]
5 => [
'year' => 2037
'avg' => 1.2526666033198
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.1373654966261
'min' => '$0.137365'
'max_raw' => 1.2526666033198
'max' => '$1.25'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.2526666033198
]
]
]
]
'prediction_2025_max_price' => '$0.0377071'
'last_price' => 0.03656182
'sma_50day_nextmonth' => '$0.035776'
'sma_200day_nextmonth' => '$0.056834'
'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' => '$0.03649'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.037373'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.038125'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.038944'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.041294'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.048884'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.065125'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.03684'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.037256'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.03797'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.039071'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.042546'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.049591'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.0642099'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.054392'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.083189'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.1465085'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.353871'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.037278'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.038764'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.043515'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.054573'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.087884'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.168532'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.355465'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '41.92'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 9.83
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.037754'
'vwma_10_action' => 'SELL'
'hma_9' => '0.0363065'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 3.89
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -101.86
'cci_20_action' => 'BUY'
'adx_14' => 11.91
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.0028021'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'SELL'
'williams_percent_r_14' => -96.11
'williams_percent_r_14_action' => 'BUY'
'ultimate_oscillator' => 41.77
'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' => 1767707246
'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 $0.012632 na extremidade inferior e $0.0377071 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 $0.022053 na extremidade inferior e $0.137365 na extremidade superior. Considerando a volatilidade de preços no mercado, se Abey atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Abey | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.01216 | $0.022053 | $0.031945 |
| 2028 | $0.021946 | $0.037849 | $0.053753 |
| 2029 | $0.0482097 | $0.103399 | $0.158588 |
| 2030 | $0.04100033 | $0.079772 | $0.118544 |
| 2031 | $0.048475 | $0.078346 | $0.108217 |
| 2032 | $0.073993 | $0.137365 | $0.200737 |
Previsão de preço de Abey 2032-2037
A previsão de preço de Abey para 2032-2037 é atualmente estimada entre $0.137365 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 | $0.073993 | $0.137365 | $0.200737 |
| 2033 | $0.171944 | $0.353318 | $0.534691 |
| 2034 | $0.138235 | $0.22395 | $0.309664 |
| 2035 | $0.163437 | $0.264149 | $0.364861 |
| 2036 | $0.270539 | $0.512714 | $0.75489 |
| 2037 | $0.702583 | $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 $0.056834 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Abey é esperado para alcançar $0.035776 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 41.92, 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 | $0.03649 | BUY |
| SMA 5 | $0.037373 | SELL |
| SMA 10 | $0.038125 | SELL |
| SMA 21 | $0.038944 | SELL |
| SMA 50 | $0.041294 | SELL |
| SMA 100 | $0.048884 | SELL |
| SMA 200 | $0.065125 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.03684 | SELL |
| EMA 5 | $0.037256 | SELL |
| EMA 10 | $0.03797 | SELL |
| EMA 21 | $0.039071 | SELL |
| EMA 50 | $0.042546 | SELL |
| EMA 100 | $0.049591 | SELL |
| EMA 200 | $0.0642099 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.054392 | SELL |
| SMA 50 | $0.083189 | SELL |
| SMA 100 | $0.1465085 | SELL |
| SMA 200 | $0.353871 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.054573 | SELL |
| EMA 50 | $0.087884 | SELL |
| EMA 100 | $0.168532 | SELL |
| EMA 200 | $0.355465 | SELL |
Osciladores de Abey
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 41.92 | NEUTRAL |
| Stoch RSI (14) | 9.83 | NEUTRAL |
| Estocástico Rápido (14) | 3.89 | BUY |
| Índice de Canal de Commodities (20) | -101.86 | BUY |
| Índice Direcional Médio (14) | 11.91 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.0028021 | NEUTRAL |
| Momentum (10) | -0 | SELL |
| MACD (12, 26) | -0 | SELL |
| Williams Percent Range (14) | -96.11 | BUY |
| Oscilador Ultimate (7, 14, 28) | 41.77 | NEUTRAL |
| VWMA (10) | 0.037754 | SELL |
| Média Móvel de Hull (9) | 0.0363065 | SELL |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.014467 | SELL |
Previsão do preço de Abey com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Abey
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Abey por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.051375 | $0.072191 | $0.10144 | $0.14254 | $0.200293 | $0.281446 |
| Amazon.com stock | $0.076288 | $0.15918 | $0.332139 | $0.693028 | $1.44 | $3.01 |
| Apple stock | $0.05186 | $0.073559 | $0.104338 | $0.147996 | $0.209921 | $0.297758 |
| Netflix stock | $0.057688 | $0.091023 | $0.143621 | $0.226612 | $0.357558 | $0.564171 |
| Google stock | $0.047347 | $0.061314 | $0.0794022 | $0.102825 | $0.133158 | $0.172439 |
| Tesla stock | $0.082882 | $0.187889 | $0.42593 | $0.965552 | $2.18 | $4.96 |
| Kodak stock | $0.027417 | $0.02056 | $0.015417 | $0.011561 | $0.00867 | $0.0065016 |
| Nokia stock | $0.02422 | $0.016045 | $0.010629 | $0.007041 | $0.004664 | $0.00309 |
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 $0.03656 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 | $0.037512 | $0.038487 | $0.039487 | $0.040514 |
| Se Abey tiver 2% da média anterior do crescimento anual do Bitcoin | $0.038462 | $0.040462 | $0.042565 | $0.044778 |
| Se Abey tiver 5% da média anterior do crescimento anual do Bitcoin | $0.041313 | $0.046682 | $0.05275 | $0.0596059 |
| Se Abey tiver 10% da média anterior do crescimento anual do Bitcoin | $0.046065 | $0.058039 | $0.073125 | $0.092133 |
| Se Abey tiver 20% da média anterior do crescimento anual do Bitcoin | $0.055569 | $0.084457 | $0.128363 | $0.195095 |
| Se Abey tiver 50% da média anterior do crescimento anual do Bitcoin | $0.084079 | $0.193354 | $0.44465 | $1.02 |
| Se Abey tiver 100% da média anterior do crescimento anual do Bitcoin | $0.131597 | $0.473662 | $1.70 | $6.13 |
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 -7.2431% 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 $0.0377071 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 $0.118544. 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 $0.036874 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 $0.032314 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 $0.012632 e $0.0377071. 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 $0.118544 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 $0.118544, enquanto seu pico mais baixo está previsto para cerca de $0.04100033.
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 $0.0377071 se o melhor cenário ocorrer. O preço ficará entre $0.0377071 e $0.012632 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 $0.031945 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.031945 e $0.01216 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 $0.053753 no melhor cenário. O preço é esperado para variar entre $0.053753 e $0.021946 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 $0.158588 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.158588 e $0.0482097.
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 $0.118544 no melhor cenário. O preço está previsto para variar entre $0.118544 e $0.04100033 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 $0.108217 sob condições ideais. O preço provavelmente oscilará entre $0.108217 e $0.048475 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 $0.200737 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.200737 e $0.073993 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 $0.534691. Ao longo do ano, o preço de ABEY poderia variar entre $0.534691 e $0.171944.
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 $0.309664 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.309664 e $0.138235.
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 $0.364861 em 2035. A faixa de preço esperada para o ano está entre $0.364861 e $0.163437.
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 $0.75489 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.75489 e $0.270539.
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 $0.702583 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


