Metavault Trade Geleceği Fiyat Tahmini - MVX
$0.03112
7.1339%
Add to portfolio
Add to favorites
Sentiment
Boğa 9.38%
Ayı 90.63%
SMA 50
$0.03827
SMA 200
$0.05248
RSI (14)
36.59
Momentum (10)
-0.01
MACD (12, 26)
-0
Hull Moving Average (9)
0.030198
2026 yılına kadar Metavault Trade fiyat tahmini $0.0321026 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.010754 | $0.0321026 |
| 2027 | $0.010353 | $0.027197 |
| 2028 | $0.018684 | $0.045763 |
| 2029 | $0.041044 | $0.135017 |
| 2030 | $0.0349063 | $0.100924 |
| 2031 | $0.04127 | $0.092132 |
| 2032 | $0.062995 | $0.1709014 |
| 2033 | $0.146388 | $0.455219 |
| 2034 | $0.117689 | $0.263638 |
| 2035 | $0.139145 | $0.310631 |
Yatırım Kârı Hesaplayıcı
Bugün Metavault Trade’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.56 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.55% getiri sağlayabilirsiniz.
$
≈ $3,954.56
(39.55% ROI)
Metavault Trade için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'Metavault Trade'
'name_with_ticker' => 'Metavault Trade <small>MVX</small>'
'name_lang' => 'Metavault Trade'
'name_lang_with_ticker' => 'Metavault Trade <small>MVX</small>'
'name_with_lang' => 'Metavault Trade'
'name_with_lang_with_ticker' => 'Metavault Trade <small>MVX</small>'
'image' => '/uploads/coins/metavault-trade.png?1717219516'
'price_for_sd' => 0.03112
'ticker' => 'MVX'
'marketcap' => '$78.21K'
'low24h' => '$0.02905'
'high24h' => '$0.03117'
'volume24h' => '$313.26'
'current_supply' => '2.51M'
'max_supply' => '4M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.03112'
'change_24h_pct' => '7.1339%'
'ath_price' => '$4.62'
'ath_days' => 1028
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '15 Mar 2023'
'ath_pct' => '-99.33%'
'fdv' => '$124.51K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.53'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.031393'
'next_week_prediction_price_date' => '13 Ocak 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.027511'
'next_month_prediction_price_date' => '5 Şubat 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.010754'
'current_year_max_price_prediction' => '$0.0321026'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.0349063'
'grand_prediction_max_price' => '$0.100924'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.031717421078398
107 => 0.031835842415281
108 => 0.032102651734022
109 => 0.029822795317806
110 => 0.030846383915619
111 => 0.031447646319553
112 => 0.028731120904467
113 => 0.031393949346392
114 => 0.029783108089823
115 => 0.02923636437332
116 => 0.029972482759584
117 => 0.029685616708558
118 => 0.029438986123226
119 => 0.029301362018959
120 => 0.02984188611941
121 => 0.029816670024058
122 => 0.028932267684513
123 => 0.027778600885428
124 => 0.028165809331023
125 => 0.02802513287264
126 => 0.027515303239835
127 => 0.027858866855281
128 => 0.026345986566425
129 => 0.023743154662123
130 => 0.025462665145002
131 => 0.025396465861879
201 => 0.02536308518143
202 => 0.026655249785534
203 => 0.026531037974159
204 => 0.026305592320228
205 => 0.027511162753604
206 => 0.027071113328211
207 => 0.028427241968588
208 => 0.029320476000041
209 => 0.029093922956571
210 => 0.029934013880528
211 => 0.028174729831558
212 => 0.028759093422401
213 => 0.028879529948581
214 => 0.027496286201592
215 => 0.026551360562654
216 => 0.026488344795477
217 => 0.024849973956332
218 => 0.025725178434136
219 => 0.026495322156182
220 => 0.026126483078889
221 => 0.026009719645772
222 => 0.026606238702667
223 => 0.026652593342228
224 => 0.025595702647793
225 => 0.025815463690542
226 => 0.026731903771037
227 => 0.025792371751856
228 => 0.023967014510273
301 => 0.023514300676822
302 => 0.023453900306269
303 => 0.022226104484763
304 => 0.023544553179909
305 => 0.02296901499225
306 => 0.02478713323106
307 => 0.023748633843815
308 => 0.023703866210853
309 => 0.023636193367648
310 => 0.022579378784471
311 => 0.022810754014116
312 => 0.023579880516899
313 => 0.023854313517923
314 => 0.023825687907553
315 => 0.02357611137744
316 => 0.023690366234887
317 => 0.02332231153002
318 => 0.023192343753335
319 => 0.022782129699664
320 => 0.022179228365292
321 => 0.022263065493646
322 => 0.02106856019254
323 => 0.020417730307303
324 => 0.02023758917287
325 => 0.019996696919289
326 => 0.020264798593901
327 => 0.021065176309104
328 => 0.020099750974965
329 => 0.018444596956297
330 => 0.018544074533064
331 => 0.018767571112903
401 => 0.018351086714952
402 => 0.017956919185178
403 => 0.018299615872494
404 => 0.017598305295275
405 => 0.018852321145609
406 => 0.018818403531196
407 => 0.019285823092381
408 => 0.019578110136404
409 => 0.018904483128984
410 => 0.018735067758299
411 => 0.01883157445294
412 => 0.017236533761835
413 => 0.019155474238748
414 => 0.019172069315678
415 => 0.019029972191839
416 => 0.020051748755155
417 => 0.022208016003854
418 => 0.021396741529245
419 => 0.021082591531775
420 => 0.020485392156943
421 => 0.021281124865717
422 => 0.021220025009047
423 => 0.020943708285753
424 => 0.020776591069345
425 => 0.021084509664671
426 => 0.020738436547799
427 => 0.020676272306556
428 => 0.020299624639983
429 => 0.020165178559393
430 => 0.020065640033777
501 => 0.019956057897527
502 => 0.020197768783927
503 => 0.01965002011563
504 => 0.018989488918127
505 => 0.018934572896101
506 => 0.01908620086118
507 => 0.019019116774007
508 => 0.018934251723301
509 => 0.018772221229881
510 => 0.018724150243718
511 => 0.018880357628023
512 => 0.018704008598598
513 => 0.018964221197743
514 => 0.018893457768996
515 => 0.018498179008344
516 => 0.01800551532163
517 => 0.018001129581422
518 => 0.01789498599825
519 => 0.017759796186285
520 => 0.017722189473321
521 => 0.018270754913347
522 => 0.019406268957019
523 => 0.019183340379698
524 => 0.019344429123452
525 => 0.020136826307332
526 => 0.020388705543872
527 => 0.020209927627862
528 => 0.019965205389886
529 => 0.019975971926371
530 => 0.020812261895994
531 => 0.020864420275586
601 => 0.020996207673882
602 => 0.021165591723806
603 => 0.020238774464002
604 => 0.019932318916782
605 => 0.019787103277002
606 => 0.019339895312006
607 => 0.019822170761541
608 => 0.019541169510191
609 => 0.019579086179368
610 => 0.019554392898825
611 => 0.019567877099753
612 => 0.018851970622622
613 => 0.019112809315952
614 => 0.018679114397794
615 => 0.018098445586919
616 => 0.018096498981457
617 => 0.018238616850285
618 => 0.018154079580833
619 => 0.01792659196239
620 => 0.017958905504879
621 => 0.017675804870771
622 => 0.017993279047562
623 => 0.018002383070975
624 => 0.017880138219975
625 => 0.018369250992315
626 => 0.01856964089422
627 => 0.018489176714554
628 => 0.018563995312874
629 => 0.019192604068548
630 => 0.019295094723846
701 => 0.019340614302776
702 => 0.019279624097198
703 => 0.018575485126974
704 => 0.018606716684534
705 => 0.018377560237626
706 => 0.018183947187901
707 => 0.018191690694523
708 => 0.018291232970017
709 => 0.018725939925174
710 => 0.019640755084929
711 => 0.019675471651521
712 => 0.019717549142983
713 => 0.019546398838752
714 => 0.019494778269308
715 => 0.019562879124804
716 => 0.019906435600112
717 => 0.020790156129277
718 => 0.02047779027256
719 => 0.020223831968786
720 => 0.020446621867863
721 => 0.020412325109185
722 => 0.020122825950905
723 => 0.020114700673739
724 => 0.019559059230518
725 => 0.019353651240303
726 => 0.019181996949158
727 => 0.018994554944376
728 => 0.018883433040829
729 => 0.01905416678868
730 => 0.019093215616875
731 => 0.018719903293284
801 => 0.018669022203015
802 => 0.018973877104966
803 => 0.018839721828754
804 => 0.018977703857229
805 => 0.019009716871423
806 => 0.019004562038815
807 => 0.018864488522814
808 => 0.018953767204861
809 => 0.018742596506564
810 => 0.01851298008898
811 => 0.01836649912017
812 => 0.018238675047002
813 => 0.018309599271974
814 => 0.0180567673602
815 => 0.017975881343122
816 => 0.018923521596218
817 => 0.019623553640029
818 => 0.019613374896869
819 => 0.019551414415642
820 => 0.019459353708763
821 => 0.019899700785993
822 => 0.019746292669304
823 => 0.019857909891872
824 => 0.019886321159576
825 => 0.019972313509989
826 => 0.020003048383969
827 => 0.019910146248058
828 => 0.0195983553329
829 => 0.018821402016517
830 => 0.018459728150395
831 => 0.01834036975042
901 => 0.018344708201565
902 => 0.018225034351282
903 => 0.018260283663596
904 => 0.018212776078973
905 => 0.018122808207017
906 => 0.018304044009404
907 => 0.018324929747301
908 => 0.018282627145417
909 => 0.018292590939537
910 => 0.017942343463619
911 => 0.017968972018515
912 => 0.017820700841058
913 => 0.017792901782721
914 => 0.017418085157558
915 => 0.016754043175543
916 => 0.017121986893694
917 => 0.016677562622883
918 => 0.016509252417401
919 => 0.017306006752548
920 => 0.017226034715824
921 => 0.017089157351962
922 => 0.016886687203069
923 => 0.016811589055341
924 => 0.016355316482931
925 => 0.016328357465234
926 => 0.016554498472516
927 => 0.016450142178692
928 => 0.016303586419345
929 => 0.015772776315107
930 => 0.015175970012759
1001 => 0.015193983843636
1002 => 0.015383816824437
1003 => 0.015935781818582
1004 => 0.015720119546278
1005 => 0.015563654093282
1006 => 0.01553435281727
1007 => 0.015901119632935
1008 => 0.016420171517124
1009 => 0.016663699048054
1010 => 0.016422370660944
1011 => 0.016145145603874
1012 => 0.016162019008561
1013 => 0.016274270210522
1014 => 0.016286066224702
1015 => 0.016105621211746
1016 => 0.01615641542593
1017 => 0.016079254369864
1018 => 0.015605717111212
1019 => 0.015597152323806
1020 => 0.015480938643713
1021 => 0.015477419739666
1022 => 0.015279711278967
1023 => 0.015252050498622
1024 => 0.014859488349858
1025 => 0.015117873944962
1026 => 0.014944562453619
1027 => 0.014683341156117
1028 => 0.014638306505967
1029 => 0.014636952710003
1030 => 0.014905168574524
1031 => 0.015114739686422
1101 => 0.014947577281212
1102 => 0.014909517641852
1103 => 0.015315895018074
1104 => 0.015264179792737
1105 => 0.015219394741124
1106 => 0.016373696113906
1107 => 0.015459976506089
1108 => 0.01506154260379
1109 => 0.014568404989148
1110 => 0.014728973083091
1111 => 0.014762807139721
1112 => 0.013576900071243
1113 => 0.013095777721257
1114 => 0.012930674661455
1115 => 0.012835655516324
1116 => 0.012878956933935
1117 => 0.012445890388925
1118 => 0.012736918269431
1119 => 0.012361919247656
1120 => 0.012299049441303
1121 => 0.012969594145702
1122 => 0.013062896524054
1123 => 0.012664839591228
1124 => 0.012920456581666
1125 => 0.012827766307591
1126 => 0.012368347529572
1127 => 0.012350801111507
1128 => 0.012120280918048
1129 => 0.01175956145279
1130 => 0.011594702977771
1201 => 0.011508843252615
1202 => 0.011544270648587
1203 => 0.011526357473087
1204 => 0.011409461886012
1205 => 0.011533057791305
1206 => 0.011217321326636
1207 => 0.011091592522343
1208 => 0.01103480373833
1209 => 0.010754569452823
1210 => 0.011200546821817
1211 => 0.011288409981783
1212 => 0.011376446259317
1213 => 0.012142741950333
1214 => 0.012104459983139
1215 => 0.012450510322498
1216 => 0.012437063442656
1217 => 0.012338364280227
1218 => 0.011921968749163
1219 => 0.012087936586308
1220 => 0.011577113380703
1221 => 0.011959856858944
1222 => 0.011785188719225
1223 => 0.011900801385205
1224 => 0.011692919387399
1225 => 0.011807969868222
1226 => 0.01130924559652
1227 => 0.010843543888844
1228 => 0.011030955850693
1229 => 0.011234694086381
1230 => 0.011676450492888
1231 => 0.011413344021583
]
'min_raw' => 0.010754569452823
'max_raw' => 0.032102651734022
'avg_raw' => 0.021428610593422
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.010754'
'max' => '$0.0321026'
'avg' => '$0.021428'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.020373000547177
'max_diff' => 0.00097508173402158
'year' => 2026
]
1 => [
'items' => [
101 => 0.011507967057822
102 => 0.011190995726128
103 => 0.010536993330461
104 => 0.010540694912996
105 => 0.010440090892639
106 => 0.010353154330623
107 => 0.011443564964827
108 => 0.011307955165623
109 => 0.011091878698762
110 => 0.011381105636192
111 => 0.011457581829098
112 => 0.011459758998797
113 => 0.011670771506318
114 => 0.011783388919409
115 => 0.011803238226577
116 => 0.012135270966389
117 => 0.012246563961157
118 => 0.012704964055829
119 => 0.011773834118722
120 => 0.011754658110414
121 => 0.011385175652332
122 => 0.01115084403613
123 => 0.011401220538573
124 => 0.011623019939937
125 => 0.011392067577996
126 => 0.011422225080795
127 => 0.011112190404391
128 => 0.011223013212718
129 => 0.011318468744694
130 => 0.011265763810554
131 => 0.011186861973198
201 => 0.011604834918392
202 => 0.011581251246775
203 => 0.011970477262496
204 => 0.012273906775569
205 => 0.012817706707511
206 => 0.012250223129598
207 => 0.012229541772476
208 => 0.012431705355738
209 => 0.012246533010965
210 => 0.01236355554093
211 => 0.012798852568772
212 => 0.012808049709038
213 => 0.012653985759733
214 => 0.012644610954417
215 => 0.012674200621156
216 => 0.012847508223462
217 => 0.012786949222012
218 => 0.012857029631657
219 => 0.012944666257027
220 => 0.013307168496719
221 => 0.013394566559463
222 => 0.013182234577695
223 => 0.013201405778268
224 => 0.013121987788444
225 => 0.013045271005378
226 => 0.013217719130124
227 => 0.013532871467573
228 => 0.013530910921239
301 => 0.013604020137841
302 => 0.013649566574115
303 => 0.013454047927599
304 => 0.013326772478137
305 => 0.013375577984208
306 => 0.013453619051261
307 => 0.013350270317973
308 => 0.012712354060334
309 => 0.012905857102653
310 => 0.012873648734596
311 => 0.012827780101811
312 => 0.013022348907178
313 => 0.013003582271247
314 => 0.012441448665561
315 => 0.012477434635159
316 => 0.012443637091562
317 => 0.012552843869252
318 => 0.012240635486584
319 => 0.012336668682337
320 => 0.012396899802458
321 => 0.012432376394927
322 => 0.012560542173451
323 => 0.012545503398625
324 => 0.012559607342092
325 => 0.012749643357132
326 => 0.013710780308717
327 => 0.013763092872362
328 => 0.01350548667655
329 => 0.01360839527072
330 => 0.01341083327355
331 => 0.0135434579658
401 => 0.013634196411936
402 => 0.013224166821848
403 => 0.013199887530593
404 => 0.013001510124784
405 => 0.013108106905995
406 => 0.012938503762509
407 => 0.012980118441454
408 => 0.01286376017122
409 => 0.013073181890941
410 => 0.013307347914434
411 => 0.013366507499465
412 => 0.013210884101052
413 => 0.013098202504518
414 => 0.012900370740632
415 => 0.013229369372944
416 => 0.013325578599083
417 => 0.013228864026836
418 => 0.013206453147192
419 => 0.01316398457076
420 => 0.013215463056443
421 => 0.013325054622976
422 => 0.013273373264038
423 => 0.013307509712125
424 => 0.013177416773369
425 => 0.013454112652406
426 => 0.013893572298806
427 => 0.013894985233428
428 => 0.013843303595908
429 => 0.013822156583331
430 => 0.013875185079731
501 => 0.013903950863685
502 => 0.014075435297278
503 => 0.014259444926765
504 => 0.015118137577887
505 => 0.014877020117566
506 => 0.015638903321497
507 => 0.016241454017654
508 => 0.016422132625082
509 => 0.016255916807833
510 => 0.015687301475826
511 => 0.015659402494915
512 => 0.016509153864135
513 => 0.016269060181252
514 => 0.016240501801645
515 => 0.015936688892768
516 => 0.016116279949875
517 => 0.016077000751244
518 => 0.016014996614601
519 => 0.016357643841139
520 => 0.016999048860889
521 => 0.016899079873503
522 => 0.016824457661847
523 => 0.01649748485257
524 => 0.016694395515775
525 => 0.016624279400183
526 => 0.016925542729554
527 => 0.016747081007034
528 => 0.016267241235465
529 => 0.01634365730066
530 => 0.016332107166134
531 => 0.016569808116236
601 => 0.016498456191116
602 => 0.016318174557597
603 => 0.016996856608261
604 => 0.016952786770919
605 => 0.017015267724503
606 => 0.017042773772558
607 => 0.017455875577078
608 => 0.017625110168607
609 => 0.017663529383753
610 => 0.017824289156632
611 => 0.017659529534155
612 => 0.018318685495683
613 => 0.018756985747283
614 => 0.019266094044241
615 => 0.020010038101507
616 => 0.020289767948906
617 => 0.020239237255738
618 => 0.020803287149441
619 => 0.021816872270299
620 => 0.020444111788171
621 => 0.021889631909175
622 => 0.021431996928198
623 => 0.020346952620802
624 => 0.020277088559238
625 => 0.021011893161829
626 => 0.022641619048056
627 => 0.022233391197754
628 => 0.022642286762575
629 => 0.022165288366445
630 => 0.022141601375619
701 => 0.022619120015156
702 => 0.02373486834462
703 => 0.023204818136492
704 => 0.022444861189498
705 => 0.023006001572919
706 => 0.022519889841709
707 => 0.021424544057186
708 => 0.022233079033611
709 => 0.021692434720626
710 => 0.021850223473387
711 => 0.022986577404509
712 => 0.022849848293097
713 => 0.023026788424039
714 => 0.022714493724256
715 => 0.022422761230304
716 => 0.021878220866004
717 => 0.02171700930965
718 => 0.021761562384042
719 => 0.021716987231359
720 => 0.021412321902117
721 => 0.021346529453275
722 => 0.021236872489438
723 => 0.021270859767801
724 => 0.021064672594511
725 => 0.021453790390953
726 => 0.021526014082867
727 => 0.021809181565387
728 => 0.021838580952794
729 => 0.022627198360974
730 => 0.022192841144725
731 => 0.022484245465982
801 => 0.022458179520685
802 => 0.020370468821085
803 => 0.020658136935463
804 => 0.021105658246207
805 => 0.020904050502317
806 => 0.020619024321404
807 => 0.02038885039818
808 => 0.020040113368004
809 => 0.020530954041076
810 => 0.021176357331079
811 => 0.021854949445306
812 => 0.022670233407433
813 => 0.022488271518038
814 => 0.021839708278734
815 => 0.021868802351873
816 => 0.022048650463925
817 => 0.021815730817894
818 => 0.021747038267147
819 => 0.022039213162299
820 => 0.022041225210225
821 => 0.021773223008186
822 => 0.021475387604505
823 => 0.021474139663289
824 => 0.021421142729953
825 => 0.022174716403152
826 => 0.02258910572852
827 => 0.022636614796851
828 => 0.022585907989689
829 => 0.022605423027284
830 => 0.022364299009299
831 => 0.022915437011308
901 => 0.02342121574385
902 => 0.023285656239142
903 => 0.023082433270666
904 => 0.02292055638773
905 => 0.023247523190044
906 => 0.02323296387303
907 => 0.023416798207853
908 => 0.023408458420547
909 => 0.023346641848105
910 => 0.023285658446807
911 => 0.023527450739704
912 => 0.023457818442415
913 => 0.023388077986935
914 => 0.023248202826741
915 => 0.023267214184092
916 => 0.023064026304927
917 => 0.02297002229478
918 => 0.02155642752933
919 => 0.02117866881746
920 => 0.021297519398202
921 => 0.021336648095336
922 => 0.02117224701982
923 => 0.021407955930939
924 => 0.021371220946819
925 => 0.021514135280785
926 => 0.021424848609542
927 => 0.021428512965674
928 => 0.021691086027874
929 => 0.021767312104896
930 => 0.021728542906903
1001 => 0.021755695524247
1002 => 0.022381416130541
1003 => 0.022292458669745
1004 => 0.022245201791684
1005 => 0.022258292269866
1006 => 0.022418177300376
1007 => 0.022462936379519
1008 => 0.022273289016023
1009 => 0.022362727808986
1010 => 0.02274354683795
1011 => 0.022876811945597
1012 => 0.023302130198326
1013 => 0.023121447445138
1014 => 0.023453098458381
1015 => 0.024472480604929
1016 => 0.025286833599471
1017 => 0.024537920931129
1018 => 0.026033376498377
1019 => 0.027197803167839
1020 => 0.027153110532811
1021 => 0.026950065809316
1022 => 0.025624397004018
1023 => 0.024404496804774
1024 => 0.02542499512114
1025 => 0.025427596581216
1026 => 0.025339934870805
1027 => 0.024795475516201
1028 => 0.025320988865449
1029 => 0.025362702206728
1030 => 0.025339353828085
1031 => 0.024921918117462
1101 => 0.024284570942357
1102 => 0.024409107054779
1103 => 0.024613099747394
1104 => 0.02422689902294
1105 => 0.02410348449075
1106 => 0.024332935586667
1107 => 0.025072274825746
1108 => 0.024932507025298
1109 => 0.024928857123183
1110 => 0.025526843044267
1111 => 0.025098814178209
1112 => 0.024410677853976
1113 => 0.024236914356704
1114 => 0.023620171002507
1115 => 0.024046157834016
1116 => 0.024061488341712
1117 => 0.023828179707574
1118 => 0.024429609563799
1119 => 0.024424067281795
1120 => 0.02499503541926
1121 => 0.026086512052253
1122 => 0.025763708703574
1123 => 0.025388323529964
1124 => 0.025429138306638
1125 => 0.02587677566729
1126 => 0.025606123900473
1127 => 0.025703452162871
1128 => 0.025876628349308
1129 => 0.025981109842308
1130 => 0.025414105027674
1201 => 0.025281909082407
1202 => 0.025011482572863
1203 => 0.024940933344273
1204 => 0.025161190093662
1205 => 0.025103160221984
1206 => 0.024060199871903
1207 => 0.023951204712343
1208 => 0.023954547438277
1209 => 0.023680473927126
1210 => 0.023262446037441
1211 => 0.024360998372385
1212 => 0.024272769245659
1213 => 0.024175371118145
1214 => 0.02418730183302
1215 => 0.024664146168226
1216 => 0.02438755237259
1217 => 0.025122922311119
1218 => 0.024971752359001
1219 => 0.024816705468028
1220 => 0.024795273264852
1221 => 0.024735593439806
1222 => 0.02453092911384
1223 => 0.024283784641817
1224 => 0.0241205984541
1225 => 0.022249977063897
1226 => 0.022597153513014
1227 => 0.022996548371595
1228 => 0.023134417876303
1229 => 0.022898582548221
1230 => 0.024540241330026
1231 => 0.02484018820888
]
'min_raw' => 0.010353154330623
'max_raw' => 0.027197803167839
'avg_raw' => 0.018775478749231
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.010353'
'max' => '$0.027197'
'avg' => '$0.018775'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00040141512219952
'max_diff' => -0.0049048485661822
'year' => 2027
]
2 => [
'items' => [
101 => 0.023931629547782
102 => 0.023761675318496
103 => 0.024551383501004
104 => 0.024075092929053
105 => 0.024289566544439
106 => 0.02382599189877
107 => 0.024767939789234
108 => 0.024760763724503
109 => 0.024394324720254
110 => 0.024704036457379
111 => 0.024650216421422
112 => 0.024236507688125
113 => 0.024781055093998
114 => 0.024781325182718
115 => 0.024428635608199
116 => 0.024016771398838
117 => 0.023943139806002
118 => 0.023887668291813
119 => 0.024275923952414
120 => 0.024624032763664
121 => 0.025271776957908
122 => 0.025434635238364
123 => 0.026070281949071
124 => 0.025691785281922
125 => 0.025859567952117
126 => 0.026041719774921
127 => 0.026129050057185
128 => 0.025986750048637
129 => 0.02697417103299
130 => 0.027057539617866
131 => 0.02708549238324
201 => 0.026752539582978
202 => 0.027048279598184
203 => 0.026909912638949
204 => 0.02726990502743
205 => 0.027326356430557
206 => 0.027278544100425
207 => 0.027296462666803
208 => 0.026453873049656
209 => 0.026410180332993
210 => 0.025814427040993
211 => 0.026057200911069
212 => 0.025603346797417
213 => 0.025747268612072
214 => 0.025810707976634
215 => 0.025777570852739
216 => 0.026070926981428
217 => 0.025821514343344
218 => 0.025163273384208
219 => 0.024504853087761
220 => 0.024496587157277
221 => 0.024323236715306
222 => 0.024197936096479
223 => 0.024222073440943
224 => 0.024307136591119
225 => 0.024192992071554
226 => 0.024217350592077
227 => 0.024621864332737
228 => 0.024702986678566
229 => 0.024427301250892
301 => 0.023320384477561
302 => 0.023048744324896
303 => 0.023243993879774
304 => 0.023150677168224
305 => 0.018684403311027
306 => 0.019733688104599
307 => 0.019110238710604
308 => 0.019397552874884
309 => 0.018761172485052
310 => 0.019064886562634
311 => 0.019008801662367
312 => 0.020696020559836
313 => 0.020669676957446
314 => 0.020682286245838
315 => 0.020080412057571
316 => 0.021039213982145
317 => 0.021511554287592
318 => 0.021424136667984
319 => 0.021446137799501
320 => 0.021068085466808
321 => 0.0206859466188
322 => 0.020262095825611
323 => 0.021049558209814
324 => 0.020962005835122
325 => 0.021162819482316
326 => 0.021673545127445
327 => 0.021748751418748
328 => 0.021849829436927
329 => 0.021813600162633
330 => 0.02267672845951
331 => 0.022572197927654
401 => 0.02282408643394
402 => 0.022305932665683
403 => 0.021719592493294
404 => 0.021831036591161
405 => 0.021820303628359
406 => 0.021683660693176
407 => 0.021560305561011
408 => 0.02135495402105
409 => 0.022004716679798
410 => 0.021978337502459
411 => 0.022405385721142
412 => 0.022329900800364
413 => 0.02182579402512
414 => 0.021843798297218
415 => 0.021964885679633
416 => 0.022383970492722
417 => 0.022508383398717
418 => 0.022450750383663
419 => 0.022587163455422
420 => 0.022694978785331
421 => 0.022600703400904
422 => 0.02393544403519
423 => 0.023381166666042
424 => 0.023651317599128
425 => 0.023715747004847
426 => 0.023550712436902
427 => 0.023586502525244
428 => 0.023640714756868
429 => 0.023969880811443
430 => 0.024833707783614
501 => 0.025216290869319
502 => 0.026367310958981
503 => 0.025184522669865
504 => 0.025114340907654
505 => 0.025321674383278
506 => 0.02599744502376
507 => 0.026545093655962
508 => 0.026726780301871
509 => 0.026750793191447
510 => 0.027091649417472
511 => 0.027287021849637
512 => 0.027050260506224
513 => 0.026849630057627
514 => 0.026130996693921
515 => 0.026214180462544
516 => 0.026787234138979
517 => 0.027596706209638
518 => 0.028291317457478
519 => 0.02804808880813
520 => 0.029903751709984
521 => 0.030087733107
522 => 0.030062312826763
523 => 0.030481449829267
524 => 0.029649548235062
525 => 0.029293894186205
526 => 0.026893008637866
527 => 0.0275675595461
528 => 0.028548058906205
529 => 0.028418286139211
530 => 0.02770622129508
531 => 0.028290777292441
601 => 0.028097504798957
602 => 0.027945062764464
603 => 0.028643429276821
604 => 0.027875546609169
605 => 0.028540398689196
606 => 0.027687719019547
607 => 0.028049199856112
608 => 0.027844005850417
609 => 0.027976791519733
610 => 0.027200529210168
611 => 0.027619381509707
612 => 0.027183103577449
613 => 0.027182896724904
614 => 0.027173265865368
615 => 0.027686544917918
616 => 0.027703282929394
617 => 0.027323968934039
618 => 0.02726930386131
619 => 0.027471429286313
620 => 0.027234793350367
621 => 0.027345513815427
622 => 0.027238146960461
623 => 0.027213976419916
624 => 0.027021381440575
625 => 0.026938406227966
626 => 0.026970942946838
627 => 0.0268598783515
628 => 0.026792957915427
629 => 0.027159953706271
630 => 0.026963882659791
701 => 0.027129903006343
702 => 0.026940701868009
703 => 0.02628484829153
704 => 0.025907659964171
705 => 0.024668813355862
706 => 0.025020148717194
707 => 0.02525308442524
708 => 0.02517609917512
709 => 0.025341493281714
710 => 0.025351647136584
711 => 0.025297875826537
712 => 0.025235615538034
713 => 0.0252053106728
714 => 0.025431178309939
715 => 0.025562302075654
716 => 0.02527646263982
717 => 0.025209494459323
718 => 0.025498493910579
719 => 0.025674783408895
720 => 0.026976406015951
721 => 0.026879977609035
722 => 0.027121993987276
723 => 0.02709474665713
724 => 0.027348418377759
725 => 0.027763064431319
726 => 0.026919973067571
727 => 0.027066304576412
728 => 0.027030427469732
729 => 0.027422124312979
730 => 0.027423347147768
731 => 0.027188505323533
801 => 0.027315816886324
802 => 0.027244755064584
803 => 0.02737317338105
804 => 0.026878689748871
805 => 0.027480917436655
806 => 0.027822341728934
807 => 0.027827082405564
808 => 0.027988914810393
809 => 0.028153345906401
810 => 0.028468957076257
811 => 0.028144543682172
812 => 0.02756095556722
813 => 0.027603088744141
814 => 0.027260931245871
815 => 0.027266682975233
816 => 0.027235979793129
817 => 0.027328122353851
818 => 0.026898909859323
819 => 0.026999645173891
820 => 0.026858615143591
821 => 0.027065998004668
822 => 0.026842888327764
823 => 0.027030410168705
824 => 0.027111338378807
825 => 0.027409965216345
826 => 0.026798780901054
827 => 0.025552534708635
828 => 0.025814510767556
829 => 0.025427027598636
830 => 0.025462890641172
831 => 0.025535339694656
901 => 0.025300508608461
902 => 0.025345306979329
903 => 0.02534370646628
904 => 0.025329914109493
905 => 0.025268825474367
906 => 0.025180234867416
907 => 0.025533152578759
908 => 0.025593120174969
909 => 0.02572642071293
910 => 0.026123032695285
911 => 0.026083401805493
912 => 0.026148041431014
913 => 0.026006933491439
914 => 0.025469436233782
915 => 0.02549862492085
916 => 0.025134641525394
917 => 0.025717112839162
918 => 0.025579175943816
919 => 0.025490247130054
920 => 0.025465982079299
921 => 0.025863577186045
922 => 0.025982543873523
923 => 0.025908411817444
924 => 0.025756364807649
925 => 0.026048340015119
926 => 0.026126460263193
927 => 0.026143948505773
928 => 0.026661272592718
929 => 0.02617286117548
930 => 0.026290426658001
1001 => 0.027207638992084
1002 => 0.026375853971721
1003 => 0.026816469048027
1004 => 0.026794903232892
1005 => 0.027020306996329
1006 => 0.026776413545247
1007 => 0.026779436896877
1008 => 0.026979580168636
1009 => 0.02669851503948
1010 => 0.026628919360873
1011 => 0.026532773429332
1012 => 0.026742704553424
1013 => 0.026868548767949
1014 => 0.027882760714632
1015 => 0.028537987885873
1016 => 0.02850954274633
1017 => 0.028769478074677
1018 => 0.028652374828522
1019 => 0.028274217556413
1020 => 0.028919685908537
1021 => 0.028715432714382
1022 => 0.028732271099541
1023 => 0.028731644374004
1024 => 0.028867454891993
1025 => 0.028771220693147
1026 => 0.028581533208982
1027 => 0.028707456613315
1028 => 0.029081404105741
1029 => 0.030242148596342
1030 => 0.030891716591102
1031 => 0.030203043787436
1101 => 0.030678081065708
1102 => 0.030393227971834
1103 => 0.030341461691032
1104 => 0.030639820206766
1105 => 0.030938700959586
1106 => 0.030919663547728
1107 => 0.030702691468877
1108 => 0.030580129446997
1109 => 0.031508210137963
1110 => 0.032192004181624
1111 => 0.032145374012059
1112 => 0.032351184415573
1113 => 0.032955450125763
1114 => 0.033010696609399
1115 => 0.033003736822286
1116 => 0.032866802648222
1117 => 0.033461780713723
1118 => 0.033958121883606
1119 => 0.032835106343334
1120 => 0.033262735959717
1121 => 0.033454712671877
1122 => 0.033736591442252
1123 => 0.034212168176241
1124 => 0.034728770649852
1125 => 0.034801823903878
1126 => 0.034749989124226
1127 => 0.03440927590586
1128 => 0.034974548496835
1129 => 0.035305671923354
1130 => 0.035502848346221
1201 => 0.036002854947585
1202 => 0.033455898254695
1203 => 0.031653035715506
1204 => 0.031371492696361
1205 => 0.031944021496924
1206 => 0.032094992775802
1207 => 0.032034136442588
1208 => 0.03000485074564
1209 => 0.031360808927137
1210 => 0.032819705918225
1211 => 0.032875748093198
1212 => 0.033606102431034
1213 => 0.033843935741669
1214 => 0.034431966713359
1215 => 0.034395185215976
1216 => 0.034538361399966
1217 => 0.034505447674732
1218 => 0.035594651225258
1219 => 0.036796204489779
1220 => 0.036754598520934
1221 => 0.036581861023026
1222 => 0.03683840566354
1223 => 0.038078537398799
1224 => 0.037964365941323
1225 => 0.03807527378716
1226 => 0.039537458993793
1227 => 0.041438507755836
1228 => 0.040555279743692
1229 => 0.04247163038803
1230 => 0.043677871537258
1231 => 0.045763940877186
]
'min_raw' => 0.018684403311027
'max_raw' => 0.045763940877186
'avg_raw' => 0.032224172094107
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.018684'
'max' => '$0.045763'
'avg' => '$0.032224'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0083312489804044
'max_diff' => 0.018566137709347
'year' => 2028
]
3 => [
'items' => [
101 => 0.045502754721719
102 => 0.046314846207469
103 => 0.045035176992238
104 => 0.042096797810248
105 => 0.041631788057034
106 => 0.04256274935889
107 => 0.044851426877628
108 => 0.042490670759113
109 => 0.042968248647234
110 => 0.042830706183327
111 => 0.042823377129943
112 => 0.043103097288187
113 => 0.042697348609432
114 => 0.04104425549939
115 => 0.041801858329983
116 => 0.041509311494015
117 => 0.041833914019333
118 => 0.04358565997221
119 => 0.042811171330035
120 => 0.041995310459852
121 => 0.043018581045082
122 => 0.044321556134002
123 => 0.044240018294609
124 => 0.044081800806013
125 => 0.044973664505229
126 => 0.046446762044788
127 => 0.046844934390346
128 => 0.047138857075562
129 => 0.047179384047988
130 => 0.047596837051357
131 => 0.045352087040542
201 => 0.048914562956974
202 => 0.049529704136331
203 => 0.049414083089601
204 => 0.050097786621358
205 => 0.049896623698431
206 => 0.049605170184605
207 => 0.050688985710351
208 => 0.049446478669486
209 => 0.047682896352264
210 => 0.046715360213333
211 => 0.047989489849991
212 => 0.048767556358102
213 => 0.049281808825639
214 => 0.049437421311596
215 => 0.045526340593898
216 => 0.04341848500554
217 => 0.044769596271064
218 => 0.046418045263722
219 => 0.045342929823156
220 => 0.045385072312963
221 => 0.043852240230083
222 => 0.046553666890729
223 => 0.046160091748848
224 => 0.048201960281152
225 => 0.047714651968899
226 => 0.049379716492113
227 => 0.048941249200762
228 => 0.050761302412784
301 => 0.051487370915034
302 => 0.052706552933849
303 => 0.053603388189854
304 => 0.054130027005904
305 => 0.054098409586761
306 => 0.05618521494637
307 => 0.054954698733235
308 => 0.053408880359133
309 => 0.05338092138174
310 => 0.054181522622103
311 => 0.05585936318768
312 => 0.056294402834746
313 => 0.056537530648256
314 => 0.056165171938526
315 => 0.054829534781059
316 => 0.054252813428299
317 => 0.054744196730077
318 => 0.054143277177051
319 => 0.055180632913821
320 => 0.056605143907634
321 => 0.056310988020539
322 => 0.057294307048784
323 => 0.058311938794839
324 => 0.059767197896399
325 => 0.060147656513636
326 => 0.060776540140382
327 => 0.061423867969814
328 => 0.061631772222653
329 => 0.062028725950224
330 => 0.062026633808138
331 => 0.063222880584241
401 => 0.064542377822962
402 => 0.065040457484148
403 => 0.066185764200771
404 => 0.064224466584887
405 => 0.065712133356298
406 => 0.067054046022826
407 => 0.065454162421226
408 => 0.067659229240961
409 => 0.067744846988783
410 => 0.069037573330814
411 => 0.067727147526765
412 => 0.066949020867347
413 => 0.06919544337706
414 => 0.070282416467864
415 => 0.069955011326833
416 => 0.067463442037605
417 => 0.06601324184284
418 => 0.062217788210414
419 => 0.066713666989418
420 => 0.068903478396089
421 => 0.067457770955081
422 => 0.068186901696546
423 => 0.072164802600538
424 => 0.073679329714769
425 => 0.073364318662353
426 => 0.073417550344688
427 => 0.074234761684915
428 => 0.077858726813987
429 => 0.075687162905793
430 => 0.07734724214666
501 => 0.078227742190155
502 => 0.079045599701354
503 => 0.077037200140371
504 => 0.074424301820781
505 => 0.073596687240957
506 => 0.067314023841852
507 => 0.066986983927705
508 => 0.06680340651357
509 => 0.065645976884992
510 => 0.064736554243587
511 => 0.064013347594443
512 => 0.062115437379305
513 => 0.062755926363175
514 => 0.059731053604891
515 => 0.061666260000733
516 => 0.056838490040404
517 => 0.060859200321325
518 => 0.058670910514684
519 => 0.060140288265978
520 => 0.060135161745427
521 => 0.057429571438655
522 => 0.055869043413937
523 => 0.056863472607946
524 => 0.057929579641812
525 => 0.058102551921242
526 => 0.059484787518889
527 => 0.059870539763138
528 => 0.058701692454014
529 => 0.05673844523872
530 => 0.057194462789932
531 => 0.055859802232817
601 => 0.05352086094345
602 => 0.055200729411471
603 => 0.055774310365055
604 => 0.056027636390344
605 => 0.053727556261474
606 => 0.053004821147814
607 => 0.052620043037637
608 => 0.056441533777253
609 => 0.056650883666496
610 => 0.055579820034034
611 => 0.060421129215185
612 => 0.05932539184352
613 => 0.060549598949843
614 => 0.057153083976909
615 => 0.057282835422889
616 => 0.055674870803135
617 => 0.056575223545963
618 => 0.055938883247056
619 => 0.056502483941801
620 => 0.056840303874419
621 => 0.058448004643002
622 => 0.060877557681617
623 => 0.058207867760271
624 => 0.057044645630877
625 => 0.057766302097744
626 => 0.059688168367786
627 => 0.062599894145425
628 => 0.060876093881121
629 => 0.061641087166392
630 => 0.061808204167042
701 => 0.060537137670698
702 => 0.062646760180176
703 => 0.063777324021548
704 => 0.064937048585572
705 => 0.065944004929769
706 => 0.064473829091811
707 => 0.066047127979855
708 => 0.064779326800731
709 => 0.063641978080181
710 => 0.063643702968713
711 => 0.062930227502298
712 => 0.061547778882425
713 => 0.061292834146353
714 => 0.062619088859369
715 => 0.063682619542419
716 => 0.063770217023443
717 => 0.064359042255759
718 => 0.064707502962861
719 => 0.068122891601825
720 => 0.069496589165992
721 => 0.071176320544692
722 => 0.071830670581169
723 => 0.073800029593493
724 => 0.072209612247523
725 => 0.071865515450528
726 => 0.067088494659053
727 => 0.067870731546044
728 => 0.069123168276748
729 => 0.067109146879441
730 => 0.068386579892209
731 => 0.068638772228661
801 => 0.067040711203036
802 => 0.067894304644963
803 => 0.065627413536022
804 => 0.060926969713093
805 => 0.062651993117844
806 => 0.06392219098034
807 => 0.062109462016291
808 => 0.06535870852205
809 => 0.063460565791448
810 => 0.062858945672767
811 => 0.060511811096732
812 => 0.061619568267126
813 => 0.063117825701637
814 => 0.062192076798231
815 => 0.064113144774696
816 => 0.066833889359487
817 => 0.06877285397375
818 => 0.068921703600614
819 => 0.067675079254183
820 => 0.069672802725188
821 => 0.06968735395971
822 => 0.067433913723476
823 => 0.06605369412599
824 => 0.065740105329434
825 => 0.066523511625935
826 => 0.067474711494668
827 => 0.068974488573314
828 => 0.069880772451295
829 => 0.072243880149244
830 => 0.072883269336701
831 => 0.073585764203028
901 => 0.074524513985834
902 => 0.075651723790597
903 => 0.073185452909866
904 => 0.073283442449662
905 => 0.07098688515337
906 => 0.068532684322651
907 => 0.070395116832714
908 => 0.072829999590608
909 => 0.072271434795641
910 => 0.072208584845763
911 => 0.072314281028334
912 => 0.07189314141395
913 => 0.069988342546252
914 => 0.069031764479565
915 => 0.070265994234682
916 => 0.070921932420281
917 => 0.071939235342322
918 => 0.071813831284521
919 => 0.074434294361343
920 => 0.075452527074306
921 => 0.075192019573695
922 => 0.075239959223271
923 => 0.077083420912956
924 => 0.079133729448699
925 => 0.081054113954462
926 => 0.083007611556158
927 => 0.080652593951004
928 => 0.0794568612484
929 => 0.080690552177417
930 => 0.080035938405023
1001 => 0.083797543312252
1002 => 0.084057988674591
1003 => 0.08781932157497
1004 => 0.09138927438862
1005 => 0.089147050988714
1006 => 0.091261366662865
1007 => 0.093548171447146
1008 => 0.097959788896728
1009 => 0.096474111342282
1010 => 0.095336105619112
1011 => 0.094260695709519
1012 => 0.096498453014865
1013 => 0.099377292039147
1014 => 0.0999973663918
1015 => 0.10100212372973
1016 => 0.099945744244778
1017 => 0.10121803697802
1018 => 0.10570978940012
1019 => 0.10449607824588
1020 => 0.10277241329304
1021 => 0.1063182204378
1022 => 0.10760143425951
1023 => 0.11660770088459
1024 => 0.12797848452906
1025 => 0.12327090543566
1026 => 0.12034875917976
1027 => 0.12103553286413
1028 => 0.12518775812578
1029 => 0.12652132109477
1030 => 0.12289623723831
1031 => 0.12417667814076
1101 => 0.1312320334034
1102 => 0.13501700513891
1103 => 0.12987650513257
1104 => 0.11569406949024
1105 => 0.10261721612306
1106 => 0.10608578649442
1107 => 0.10569255825658
1108 => 0.1132726573128
1109 => 0.10446713163625
1110 => 0.10461539410561
1111 => 0.11235224158285
1112 => 0.11028818331907
1113 => 0.10694467327635
1114 => 0.10264162744653
1115 => 0.094687049246533
1116 => 0.087641457504976
1117 => 0.10145948541304
1118 => 0.10086362692319
1119 => 0.10000073552861
1120 => 0.10192100695265
1121 => 0.11124529990925
1122 => 0.11103034477681
1123 => 0.10966290989529
1124 => 0.1107000972009
1125 => 0.10676284932695
1126 => 0.10777756775353
1127 => 0.10261514468268
1128 => 0.10494877551254
1129 => 0.10693749960544
1130 => 0.10733676541066
1201 => 0.10823633165682
1202 => 0.10054963657506
1203 => 0.10400073699726
1204 => 0.10602793517092
1205 => 0.096868980072216
1206 => 0.10584689207691
1207 => 0.10041582831504
1208 => 0.098572443702424
1209 => 0.10105431823586
1210 => 0.10008712931648
1211 => 0.099255597078831
1212 => 0.098791587802688
1213 => 0.10061400254555
1214 => 0.10052898471953
1215 => 0.09754716048476
1216 => 0.093657492325201
1217 => 0.094962992633554
1218 => 0.094488692132399
1219 => 0.09276976593023
1220 => 0.093928114646551
1221 => 0.088827333126744
1222 => 0.080051703637469
1223 => 0.085849153282885
1224 => 0.085625957777948
1225 => 0.085513412483249
1226 => 0.08987003566204
1227 => 0.089451246867797
1228 => 0.088691141105454
1229 => 0.092755805991823
1230 => 0.09127214863084
1231 => 0.095844431023749
]
'min_raw' => 0.04104425549939
'max_raw' => 0.13501700513891
'avg_raw' => 0.088030630319152
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.041044'
'max' => '$0.135017'
'avg' => '$0.08803'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.022359852188362
'max_diff' => 0.089253064261729
'year' => 2029
]
4 => [
'items' => [
101 => 0.098856031924403
102 => 0.098092192520914
103 => 0.10092461772431
104 => 0.094993068723919
105 => 0.096963291369408
106 => 0.097369351526032
107 => 0.092705648658066
108 => 0.089519765893783
109 => 0.089307303835128
110 => 0.08378342216355
111 => 0.086734235165292
112 => 0.089330828493886
113 => 0.088087261793272
114 => 0.087693585726356
115 => 0.089704791374309
116 => 0.089861079277966
117 => 0.086297698511927
118 => 0.08703863821078
119 => 0.090128479925971
120 => 0.086960782127274
121 => 0.080806462744904
122 => 0.079280106447954
123 => 0.079076462381613
124 => 0.074936863047439
125 => 0.079382104874273
126 => 0.077441637691785
127 => 0.083571550270896
128 => 0.080070177081089
129 => 0.079919239880982
130 => 0.079691076165347
131 => 0.076127952013729
201 => 0.076908049754581
202 => 0.079501213457412
203 => 0.080426483480662
204 => 0.080329970236723
205 => 0.079488505540572
206 => 0.079873723769474
207 => 0.078632801635254
208 => 0.078194606202101
209 => 0.076811540879919
210 => 0.074778816937858
211 => 0.075061479669422
212 => 0.071034121649048
213 => 0.06883980325148
214 => 0.068232444839685
215 => 0.067420259788177
216 => 0.068324183302395
217 => 0.071022712649787
218 => 0.067767713731894
219 => 0.062187246398793
220 => 0.062522641994166
221 => 0.063276176317123
222 => 0.061871970091421
223 => 0.060543006744889
224 => 0.061698432552494
225 => 0.059333914977458
226 => 0.06356191696945
227 => 0.063447561364405
228 => 0.06502349904913
301 => 0.066008965224886
302 => 0.063737784738232
303 => 0.063166588987764
304 => 0.06349196804663
305 => 0.058114176994383
306 => 0.064584018788442
307 => 0.064639970248943
308 => 0.064160879875017
309 => 0.067605870896398
310 => 0.074875876471159
311 => 0.072140607938637
312 => 0.071081429288916
313 => 0.06906792990154
314 => 0.071750798285454
315 => 0.071544795852836
316 => 0.070613174728434
317 => 0.070049727365561
318 => 0.071087896407894
319 => 0.069921086732308
320 => 0.069711495652787
321 => 0.068441601748235
322 => 0.067988307400801
323 => 0.067652706312128
324 => 0.067283242488982
325 => 0.068098187618194
326 => 0.066251414740439
327 => 0.064024387691244
328 => 0.063839234488869
329 => 0.06435045875946
330 => 0.064124280075895
331 => 0.06383815163235
401 => 0.063291854511178
402 => 0.063129779825117
403 => 0.063656443927355
404 => 0.063061870862353
405 => 0.063939195807834
406 => 0.063700611967267
407 => 0.062367902028247
408 => 0.060706852011812
409 => 0.060692065182496
410 => 0.060334194681123
411 => 0.059878392791435
412 => 0.059751599133058
413 => 0.061601125813722
414 => 0.065429590691021
415 => 0.064677971428207
416 => 0.06522109337463
417 => 0.067892715803485
418 => 0.068741944235129
419 => 0.068139182009426
420 => 0.067314083898129
421 => 0.067350384027582
422 => 0.070169994048068
423 => 0.070345849666442
424 => 0.0707901800809
425 => 0.071361270231238
426 => 0.068236441131492
427 => 0.067203204857996
428 => 0.066713600189847
429 => 0.065205807312801
430 => 0.066831832662303
501 => 0.065884417324496
502 => 0.066012256021883
503 => 0.065929000902502
504 => 0.06597446382737
505 => 0.063560735156726
506 => 0.064440171022465
507 => 0.062977938326283
508 => 0.061020172889418
509 => 0.061013609773193
510 => 0.061492770090301
511 => 0.06120774678414
512 => 0.06044075639588
513 => 0.06054970376044
514 => 0.059595210207092
515 => 0.06066559655948
516 => 0.06069629141004
517 => 0.060284134360032
518 => 0.061933212220739
519 => 0.06260884076579
520 => 0.062337550166215
521 => 0.062589806294118
522 => 0.064709204601934
523 => 0.06505475900194
524 => 0.06520823144038
525 => 0.065002598704072
526 => 0.062628545004551
527 => 0.06273384438138
528 => 0.061961227421439
529 => 0.061308447506658
530 => 0.061334555279869
531 => 0.061670169011516
601 => 0.063135813861101
602 => 0.066220177042569
603 => 0.066337226370665
604 => 0.066479093570888
605 => 0.06590204837084
606 => 0.065728006016926
607 => 0.065957612805881
608 => 0.067115937448729
609 => 0.070095462912206
610 => 0.069042299617598
611 => 0.068186061465619
612 => 0.068937213165053
613 => 0.068821579248647
614 => 0.067845512624318
615 => 0.067818117685064
616 => 0.0659447337656
617 => 0.065252186385462
618 => 0.064673441958346
619 => 0.064041468152441
620 => 0.063666812896347
621 => 0.064242453647476
622 => 0.064374109498041
623 => 0.063115460935218
624 => 0.062943911786971
625 => 0.063971751373189
626 => 0.063519437493016
627 => 0.063984653535618
628 => 0.064092587648051
629 => 0.064075207770016
630 => 0.063602940131198
701 => 0.063903949440957
702 => 0.063191972688183
703 => 0.062417804904991
704 => 0.061923934091673
705 => 0.061492966304595
706 => 0.06173209228086
707 => 0.060879651838152
708 => 0.060606938984293
709 => 0.063801974259734
710 => 0.06616218117012
711 => 0.066127862826899
712 => 0.065918958738499
713 => 0.065608569637784
714 => 0.067093230552717
715 => 0.066576004376686
716 => 0.066952329635442
717 => 0.067048120208117
718 => 0.067338049421328
719 => 0.067441674194793
720 => 0.067128448157349
721 => 0.066077223318347
722 => 0.063457670967012
723 => 0.062238262276119
724 => 0.061835837097267
725 => 0.061850464488204
726 => 0.061446975746611
727 => 0.061565821264107
728 => 0.061405646125678
729 => 0.061102313164022
730 => 0.061713362325248
731 => 0.061783780048762
801 => 0.061641153873039
802 => 0.061674747500564
803 => 0.060493863682008
804 => 0.060583643713988
805 => 0.060083737087229
806 => 0.059990010621175
807 => 0.058726290200577
808 => 0.056487426296283
809 => 0.057727974231039
810 => 0.05622956677329
811 => 0.055662097164462
812 => 0.058348410033022
813 => 0.058078778727739
814 => 0.057617287139007
815 => 0.056934644895996
816 => 0.056681446247747
817 => 0.055143091413935
818 => 0.05505219720355
819 => 0.055814647398261
820 => 0.055462802867711
821 => 0.054968679892875
822 => 0.053179016566461
823 => 0.051166842450407
824 => 0.051227577338895
825 => 0.051867612487382
826 => 0.053728601002105
827 => 0.053001480593974
828 => 0.05247394639513
829 => 0.052375155097306
830 => 0.053611735023161
831 => 0.05536175468975
901 => 0.05618282476283
902 => 0.055369169256676
903 => 0.054434485621531
904 => 0.054491375483495
905 => 0.054869838248037
906 => 0.054909609333415
907 => 0.054301226373965
908 => 0.054472482613427
909 => 0.054212328725686
910 => 0.052615764796827
911 => 0.052586888018113
912 => 0.0521950654819
913 => 0.052183201251224
914 => 0.051516613372413
915 => 0.051423353120263
916 => 0.050099802427893
917 => 0.050970967501692
918 => 0.050386635708406
919 => 0.04950590986599
920 => 0.049354072398792
921 => 0.049349507981179
922 => 0.050253816494646
923 => 0.050960400130198
924 => 0.050396800410125
925 => 0.050268479678786
926 => 0.051638609375077
927 => 0.051464247882215
928 => 0.051313251953907
929 => 0.05520505962299
930 => 0.052124390171371
1001 => 0.050781042452001
1002 => 0.049118394554466
1003 => 0.049659761093702
1004 => 0.049773834977848
1005 => 0.045775466499087
1006 => 0.044153328905219
1007 => 0.043596672411969
1008 => 0.043276308730137
1009 => 0.043422302482822
1010 => 0.041962188390578
1011 => 0.042943409208624
1012 => 0.041679073825112
1013 => 0.041467103883564
1014 => 0.043727892170381
1015 => 0.044042467653158
1016 => 0.042700390912689
1017 => 0.043562221442558
1018 => 0.043249709712087
1019 => 0.0417007472264
1020 => 0.041641588252844
1021 => 0.04086437332619
1022 => 0.039648182464442
1023 => 0.039092350605866
1024 => 0.038802868547966
1025 => 0.038922314486949
1026 => 0.038861918965093
1027 => 0.038467797331881
1028 => 0.038884509555767
1029 => 0.037819982021117
1030 => 0.037396078579339
1031 => 0.037204611229172
1101 => 0.036259781770252
1102 => 0.037763425606962
1103 => 0.038059662385199
1104 => 0.038356482841402
1105 => 0.040940102264717
1106 => 0.040811031939561
1107 => 0.041977764819174
1108 => 0.041932427724956
1109 => 0.041599656607871
1110 => 0.04019575000308
1111 => 0.040755322153521
1112 => 0.039033046051284
1113 => 0.040323492410471
1114 => 0.039734586582467
1115 => 0.040124382757637
1116 => 0.039423494088177
1117 => 0.03981139481684
1118 => 0.038129911114979
1119 => 0.036559765293296
1120 => 0.037191637807355
1121 => 0.037878555493525
1122 => 0.039367968060511
1123 => 0.038480886223001
1124 => 0.038799914396048
1125 => 0.037731223421012
1126 => 0.035526208683029
1127 => 0.035538688826982
1128 => 0.035199495348401
1129 => 0.034906382659848
1130 => 0.038582778243106
1201 => 0.038125560337114
1202 => 0.037397043443117
1203 => 0.038372192255843
1204 => 0.038630037079621
1205 => 0.038637377559266
1206 => 0.039348820960798
1207 => 0.039728518431728
1208 => 0.039795441756683
1209 => 0.040914913320745
1210 => 0.041290145422831
1211 => 0.042835673346491
1212 => 0.039696303754119
1213 => 0.039631650503283
1214 => 0.038385914599419
1215 => 0.037595849194882
1216 => 0.038440011053598
1217 => 0.039187823220834
1218 => 0.038409151207973
1219 => 0.038510829334189
1220 => 0.037465525776764
1221 => 0.03783917261244
1222 => 0.038161007602988
1223 => 0.037983309237794
1224 => 0.037717286184399
1225 => 0.039126511151059
1226 => 0.039046997155642
1227 => 0.040359299842537
1228 => 0.041382333630638
1229 => 0.043215793068077
1230 => 0.041302482564707
1231 => 0.041232753925244
]
'min_raw' => 0.034906382659848
'max_raw' => 0.10092461772431
'avg_raw' => 0.067915500192078
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.0349063'
'max' => '$0.100924'
'avg' => '$0.067915'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0061378728395419
'max_diff' => -0.034092387414606
'year' => 2030
]
5 => [
'items' => [
101 => 0.041914362560823
102 => 0.041290041072101
103 => 0.041684590702128
104 => 0.043152225022966
105 => 0.043183233823498
106 => 0.042663796462013
107 => 0.04263218865136
108 => 0.042731952278655
109 => 0.043316270959784
110 => 0.043112092058298
111 => 0.043348373052274
112 => 0.043643846053305
113 => 0.044866047663524
114 => 0.045160716334004
115 => 0.044444824232927
116 => 0.04450946127415
117 => 0.04424169797667
118 => 0.043983041986368
119 => 0.044564462878893
120 => 0.045627020987837
121 => 0.045620410868988
122 => 0.045866903697085
123 => 0.046020466686933
124 => 0.045361261919528
125 => 0.044932143855579
126 => 0.045096695026789
127 => 0.045359815933012
128 => 0.045011368463156
129 => 0.042860589262633
130 => 0.043512998279764
131 => 0.043404405518143
201 => 0.043249756220262
202 => 0.043905758531917
203 => 0.04384248550863
204 => 0.041947212810147
205 => 0.042068542019107
206 => 0.041954591241199
207 => 0.042322789516755
208 => 0.041270157156897
209 => 0.041593939781202
210 => 0.041797013207893
211 => 0.041916625016297
212 => 0.042348744886839
213 => 0.04229804060754
214 => 0.042345593037646
215 => 0.042986312730243
216 => 0.046226853066951
217 => 0.046403228527628
218 => 0.045534691252957
219 => 0.045881654763048
220 => 0.045215560696252
221 => 0.045662714105734
222 => 0.045968645112037
223 => 0.044586201721704
224 => 0.044504342396112
225 => 0.043835499122159
226 => 0.044194897612362
227 => 0.043623068772783
228 => 0.043763375568292
301 => 0.043371065536323
302 => 0.04407714548572
303 => 0.044866652582877
304 => 0.045066113254199
305 => 0.044541418101169
306 => 0.04416150423128
307 => 0.043494500627163
308 => 0.044603742485954
309 => 0.044928118608997
310 => 0.044602038676271
311 => 0.04452647883087
312 => 0.044383293060371
313 => 0.044556856368965
314 => 0.044926351986968
315 => 0.04475210467703
316 => 0.044867198095087
317 => 0.044428580669273
318 => 0.045361480143736
319 => 0.046843149023667
320 => 0.046847912831393
321 => 0.046673664582198
322 => 0.046602365952858
323 => 0.0467811552308
324 => 0.046878141079764
325 => 0.047456312820284
326 => 0.04807671413324
327 => 0.050971856358506
328 => 0.05015891200675
329 => 0.052727654421789
330 => 0.054759196162627
331 => 0.055368366702151
401 => 0.054807958469478
402 => 0.052890832178161
403 => 0.052796768816175
404 => 0.055661764885245
405 => 0.0548522722706
406 => 0.054755985699872
407 => 0.053731659266056
408 => 0.054337163053738
409 => 0.054204730493167
410 => 0.053995679217484
411 => 0.055150938264622
412 => 0.057313480070178
413 => 0.056976427649594
414 => 0.056724833653039
415 => 0.055622421998048
416 => 0.05628632004691
417 => 0.05604991866784
418 => 0.057065649016348
419 => 0.056463952859074
420 => 0.054846139567886
421 => 0.05510378166689
422 => 0.055064839581929
423 => 0.055866264930951
424 => 0.055625696933775
425 => 0.055017864819502
426 => 0.057306088737385
427 => 0.057157504203928
428 => 0.057368163101217
429 => 0.057460901662647
430 => 0.058853703238434
501 => 0.059424289479355
502 => 0.059553822545562
503 => 0.060095835343713
504 => 0.059540336773381
505 => 0.061762727118475
506 => 0.063240487017891
507 => 0.064956981185891
508 => 0.067465240515477
509 => 0.068408369226098
510 => 0.068238001466142
511 => 0.070139735063466
512 => 0.073557108064694
513 => 0.068928750256124
514 => 0.073802422267079
515 => 0.07225947397766
516 => 0.068601171339901
517 => 0.068365619778584
518 => 0.070843064798641
519 => 0.076337799407882
520 => 0.074961430709031
521 => 0.076340050654003
522 => 0.074731817258484
523 => 0.074651954915141
524 => 0.076261942347627
525 => 0.080023765739476
526 => 0.078236664455849
527 => 0.075674416550559
528 => 0.077566340530833
529 => 0.075927380889821
530 => 0.072234346102702
531 => 0.074960378225827
601 => 0.073137558178018
602 => 0.073669553974412
603 => 0.077500850590887
604 => 0.077039858845639
605 => 0.077636424850676
606 => 0.076583501466637
607 => 0.075599904995166
608 => 0.073763949138334
609 => 0.073220413120656
610 => 0.073370626921565
611 => 0.073220338682156
612 => 0.072193138253564
613 => 0.07197131441881
614 => 0.071601598309228
615 => 0.071716188791146
616 => 0.07102101434087
617 => 0.072332952158912
618 => 0.072576459378697
619 => 0.073531178316133
620 => 0.073630300403377
621 => 0.076289179054564
622 => 0.07482471337413
623 => 0.075807203388449
624 => 0.075719320234013
625 => 0.068680457851005
626 => 0.069650350982975
627 => 0.071159200327089
628 => 0.070479465742762
629 => 0.069518480073922
630 => 0.068742432621541
701 => 0.067566641376259
702 => 0.069221544974923
703 => 0.071397567227789
704 => 0.073685487918693
705 => 0.076434274718311
706 => 0.075820777504042
707 => 0.07363410126149
708 => 0.073732193960363
709 => 0.074338564426741
710 => 0.073553259578215
711 => 0.073321657847413
712 => 0.074306745905415
713 => 0.074313529665476
714 => 0.073409941529986
715 => 0.072405768672272
716 => 0.072401561151332
717 => 0.072222878290461
718 => 0.074763604542486
719 => 0.076160747084702
720 => 0.07632092722556
721 => 0.076149965684974
722 => 0.076215761996725
723 => 0.075402795535344
724 => 0.077260995788345
725 => 0.078966264097456
726 => 0.07850921576287
727 => 0.077824035336077
728 => 0.077278256123376
729 => 0.078380647525471
730 => 0.07833155977166
731 => 0.078951370066419
801 => 0.078923251891251
802 => 0.078714833001368
803 => 0.078509223206165
804 => 0.079324442803068
805 => 0.079089672651186
806 => 0.078854537836413
807 => 0.078382938968047
808 => 0.078447037086686
809 => 0.077761974965954
810 => 0.077445033882593
811 => 0.072679000436845
812 => 0.071405360565505
813 => 0.071806073596359
814 => 0.071937998730625
815 => 0.071383709026404
816 => 0.072178418076915
817 => 0.072054563513198
818 => 0.072536409168124
819 => 0.072235372922233
820 => 0.07224772755477
821 => 0.073133010966241
822 => 0.073390012506857
823 => 0.073259299449043
824 => 0.073350846394154
825 => 0.075460507104693
826 => 0.075160580814806
827 => 0.075001250951056
828 => 0.075045386412195
829 => 0.075584449955373
830 => 0.075735358315685
831 => 0.075095948988902
901 => 0.075397498123794
902 => 0.076681456067881
903 => 0.077130768682586
904 => 0.078564758866433
905 => 0.077955574349192
906 => 0.079073758895476
907 => 0.082510676973552
908 => 0.08525632495096
909 => 0.082731313602234
910 => 0.087773346456582
911 => 0.091699292270349
912 => 0.091548607931011
913 => 0.090864028469618
914 => 0.086394443537315
915 => 0.082281464844852
916 => 0.085722146167397
917 => 0.085730917171671
918 => 0.085435359594675
919 => 0.08359967686769
920 => 0.085371481814849
921 => 0.085512121257304
922 => 0.085433400568576
923 => 0.084025986925782
924 => 0.081877126426755
925 => 0.08229700862462
926 => 0.082984784230087
927 => 0.081682681523916
928 => 0.081266580812109
929 => 0.082040191201758
930 => 0.084532925065329
1001 => 0.084061688167845
1002 => 0.084049382268034
1003 => 0.086065533551016
1004 => 0.08462240434508
1005 => 0.082302304683784
1006 => 0.081716448920952
1007 => 0.079637055642628
1008 => 0.081073299986511
1009 => 0.081124987863551
1010 => 0.080338371514468
1011 => 0.082366134265222
1012 => 0.082347448074493
1013 => 0.084272507013679
1014 => 0.087952496686283
1015 => 0.0868641426588
1016 => 0.085598505337419
1017 => 0.085736115206569
1018 => 0.087245355821052
1019 => 0.086332834492924
1020 => 0.086660983524843
1021 => 0.08724485912819
1022 => 0.087597125776505
1023 => 0.085685429456953
1024 => 0.08523972159786
1025 => 0.084327959740356
1026 => 0.084090098090575
1027 => 0.084832709098976
1028 => 0.084637057335096
1029 => 0.081120643697631
1030 => 0.080753158907375
1031 => 0.080764429141245
1101 => 0.079840371163197
1102 => 0.078430960947348
1103 => 0.082134806843088
1104 => 0.08183733618237
1105 => 0.081508951595338
1106 => 0.081549176833513
1107 => 0.083156890801869
1108 => 0.082224335508721
1109 => 0.084703686598361
1110 => 0.084194006550447
1111 => 0.083671255132503
1112 => 0.083598994963145
1113 => 0.083397780266292
1114 => 0.08270774020209
1115 => 0.081874475359588
1116 => 0.081324281734403
1117 => 0.075017351114719
1118 => 0.076187880752005
1119 => 0.077534468402568
1120 => 0.077999305063432
1121 => 0.077204169789307
1122 => 0.082739136989119
1123 => 0.083750428832796
1124 => 0.080687159873364
1125 => 0.080114147323502
1126 => 0.082776703596492
1127 => 0.081170856679612
1128 => 0.081893969447956
1129 => 0.080330995164334
1130 => 0.083506838241736
1201 => 0.083482643638479
1202 => 0.0822471689517
1203 => 0.0832913836968
1204 => 0.083109925687976
1205 => 0.081715077809443
1206 => 0.083551057407431
1207 => 0.083551968030405
1208 => 0.082362850505917
1209 => 0.080974221568613
1210 => 0.080725967512575
1211 => 0.08053894142959
1212 => 0.081847972496449
1213 => 0.083021645657761
1214 => 0.085205560432711
1215 => 0.085754648495668
1216 => 0.087897775760254
1217 => 0.086621647821166
1218 => 0.08718733880794
1219 => 0.087801476395959
1220 => 0.088095916539818
1221 => 0.08761614212593
1222 => 0.090945300914206
1223 => 0.091226383918726
1224 => 0.091320628618783
1225 => 0.090198055006677
1226 => 0.091195163115853
1227 => 0.090728649252319
1228 => 0.091942388723949
1229 => 0.092132718570904
1230 => 0.091971515961714
1231 => 0.09203192965929
]
'min_raw' => 0.041270157156897
'max_raw' => 0.092132718570904
'avg_raw' => 0.066701437863901
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.04127'
'max' => '$0.092132'
'avg' => '$0.0667014'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0063637744970489
'max_diff' => -0.0087918991534044
'year' => 2031
]
6 => [
'items' => [
101 => 0.089191079937351
102 => 0.089043766892592
103 => 0.087035143074451
104 => 0.087853672127341
105 => 0.086323471296081
106 => 0.086808713742489
107 => 0.087022603989305
108 => 0.086910879862533
109 => 0.08789995053188
110 => 0.087059038409147
111 => 0.084839733058501
112 => 0.082619823059595
113 => 0.082591953897859
114 => 0.082007490779813
115 => 0.081585030995226
116 => 0.081666411737303
117 => 0.081953208087042
118 => 0.081568361870012
119 => 0.081650488322614
120 => 0.083014334641495
121 => 0.083287844294239
122 => 0.082358351627093
123 => 0.078626304443349
124 => 0.077710450703326
125 => 0.078368748209485
126 => 0.07805412440133
127 => 0.06299577026651
128 => 0.066533507206762
129 => 0.064431504047059
130 => 0.065400203811565
131 => 0.063254602896588
201 => 0.064278596113794
202 => 0.064089501956821
203 => 0.0697780782675
204 => 0.06968925897279
205 => 0.069731772068955
206 => 0.067702511221699
207 => 0.070935178851814
208 => 0.072527707169377
209 => 0.072232972561565
210 => 0.072307150912543
211 => 0.071032521078098
212 => 0.069744113271955
213 => 0.068315070730402
214 => 0.070970055137611
215 => 0.070674866193625
216 => 0.0713519234255
217 => 0.073073870595779
218 => 0.073327433857644
219 => 0.073668225452975
220 => 0.073546075925246
221 => 0.07645617323986
222 => 0.07610374125362
223 => 0.076953000938855
224 => 0.075206009332838
225 => 0.073229122504664
226 => 0.0736048640614
227 => 0.073568677127964
228 => 0.073107975931889
229 => 0.072692075491414
301 => 0.071999718437247
302 => 0.074190438606196
303 => 0.074101499368062
304 => 0.075541322252906
305 => 0.075286819572316
306 => 0.07358718838397
307 => 0.073647891044365
308 => 0.074056145608228
309 => 0.075469119315127
310 => 0.07588858611392
311 => 0.075694272379857
312 => 0.076154198575347
313 => 0.076517705487561
314 => 0.07619984944687
315 => 0.080700020683982
316 => 0.078831235835489
317 => 0.079742068567723
318 => 0.079959296807423
319 => 0.07940287123925
320 => 0.079523540020881
321 => 0.079706320344777
322 => 0.080816126679417
323 => 0.083728579626564
324 => 0.085018485211118
325 => 0.088899229805068
326 => 0.084911376508673
327 => 0.084674753797443
328 => 0.085373793086073
329 => 0.087652200981256
330 => 0.08949863658033
331 => 0.090111205791968
401 => 0.090192166925702
402 => 0.091341387489566
403 => 0.092000099285079
404 => 0.091201841885612
405 => 0.090525402320597
406 => 0.088102479761483
407 => 0.0883829396451
408 => 0.090315030124533
409 => 0.093044221726293
410 => 0.095386152044593
411 => 0.094566089671636
412 => 0.10082258670348
413 => 0.10144289282869
414 => 0.10135718657909
415 => 0.10277033624624
416 => 0.099965521939865
417 => 0.098766409483171
418 => 0.090671656232468
419 => 0.092945951715221
420 => 0.096251773764094
421 => 0.095814235819729
422 => 0.093413459482961
423 => 0.095384330840459
424 => 0.094732699134825
425 => 0.094218730172366
426 => 0.096573321627173
427 => 0.093984351601327
428 => 0.096225946807627
429 => 0.093351077769214
430 => 0.094569835647479
501 => 0.09387800973109
502 => 0.094325705885989
503 => 0.091708483312386
504 => 0.093120673083616
505 => 0.091649731575054
506 => 0.091649034157256
507 => 0.091616563041928
508 => 0.093347119203598
509 => 0.093403552577901
510 => 0.092124668959702
511 => 0.091940361850402
512 => 0.092621841832748
513 => 0.091824007253311
514 => 0.092197309031519
515 => 0.091835314183885
516 => 0.091753821518904
517 => 0.091104474099506
518 => 0.09082471737705
519 => 0.090934417196367
520 => 0.090559955158903
521 => 0.090334328236447
522 => 0.091571680168104
523 => 0.090910612945654
524 => 0.091470362135225
525 => 0.09083245728773
526 => 0.088621201164397
527 => 0.08734948438426
528 => 0.083172626550836
529 => 0.084357178251019
530 => 0.085142537253748
531 => 0.084882976108031
601 => 0.08544061388586
602 => 0.085474848316472
603 => 0.085293554590456
604 => 0.085083639680893
605 => 0.084981464711941
606 => 0.08574299322013
607 => 0.086185086151005
608 => 0.085221358536419
609 => 0.084995570640304
610 => 0.08596995246751
611 => 0.086564324819224
612 => 0.090952836315302
613 => 0.090627721208967
614 => 0.09144369632525
615 => 0.091351830049315
616 => 0.09220710196621
617 => 0.093605110085452
618 => 0.090762568689815
619 => 0.091255935588411
620 => 0.091134973418381
621 => 0.092455606672788
622 => 0.092459729545656
623 => 0.091667943939116
624 => 0.092097183761676
625 => 0.091857593868301
626 => 0.092290565188145
627 => 0.090623379098508
628 => 0.092653831794069
629 => 0.09380496763297
630 => 0.09382095115521
701 => 0.09436658040687
702 => 0.094920971327272
703 => 0.09598507642171
704 => 0.094891294013732
705 => 0.09292368593935
706 => 0.093065740886985
707 => 0.091912132992895
708 => 0.091931525350011
709 => 0.09182800742792
710 => 0.092138672504581
711 => 0.090691552612623
712 => 0.091031188758803
713 => 0.090555696165244
714 => 0.091254901960375
715 => 0.090502672107672
716 => 0.09113491508676
717 => 0.091407770197347
718 => 0.092414611429566
719 => 0.090353960839036
720 => 0.086152154791165
721 => 0.087035425364402
722 => 0.085728998807179
723 => 0.085849913558966
724 => 0.086094180601018
725 => 0.085302431198527
726 => 0.085453472033631
727 => 0.085448075792143
728 => 0.085401573898286
729 => 0.085195609299885
730 => 0.084896919883351
731 => 0.086086806587071
801 => 0.086288991524497
802 => 0.08673842359498
803 => 0.088075628584055
804 => 0.087942010272181
805 => 0.088159947282617
806 => 0.087684192012499
807 => 0.085871982481448
808 => 0.085970394177787
809 => 0.084743198747498
810 => 0.086707041448716
811 => 0.086241977575611
812 => 0.0859421478712
813 => 0.085860336558449
814 => 0.087200856220046
815 => 0.087601960712868
816 => 0.087352019310063
817 => 0.086839382200954
818 => 0.087823796997999
819 => 0.088087184868562
820 => 0.08814614769941
821 => 0.089890341976958
822 => 0.088243628783944
823 => 0.088640009016424
824 => 0.091732454438506
825 => 0.088928033168975
826 => 0.090413597661503
827 => 0.090340887010098
828 => 0.091100851535714
829 => 0.090278547737295
830 => 0.090288741178399
831 => 0.09096353819269
901 => 0.090015907486401
902 => 0.089781260796964
903 => 0.089457098076077
904 => 0.090164895517877
905 => 0.090589188073311
906 => 0.094008674461569
907 => 0.096217818615907
908 => 0.096121913841964
909 => 0.096998303949589
910 => 0.096603482179291
911 => 0.095328498534276
912 => 0.097504740148625
913 => 0.096816086244028
914 => 0.096872858035209
915 => 0.096870744986306
916 => 0.097328639629693
917 => 0.097004179309425
918 => 0.096364634713009
919 => 0.096789194262407
920 => 0.098049984341302
921 => 0.10196351543196
922 => 0.10415357927768
923 => 0.10183167083852
924 => 0.10343329218826
925 => 0.10247289009445
926 => 0.10229835646452
927 => 0.10330429303104
928 => 0.10431199035636
929 => 0.10424780439314
930 => 0.10351626788078
1001 => 0.10310304146701
1002 => 0.10623213031312
1003 => 0.1085375896723
1004 => 0.1083803728
1005 => 0.10907427694467
1006 => 0.11111160097506
1007 => 0.11129786835183
1008 => 0.11127440294366
1009 => 0.11081271981536
1010 => 0.11281872990324
1011 => 0.11449217881094
1012 => 0.11070585351047
1013 => 0.11214763661825
1014 => 0.11279489950668
1015 => 0.11374527346115
1016 => 0.1153487136235
1017 => 0.11709047493131
1018 => 0.11733677907768
1019 => 0.11716201449909
1020 => 0.11601327609553
1021 => 0.11791913210208
1022 => 0.11903553785289
1023 => 0.119700331929
1024 => 0.12138613909484
1025 => 0.11279889678193
1026 => 0.10672041985921
1027 => 0.10577117791346
1028 => 0.10770149873724
1029 => 0.10821050894445
1030 => 0.10800532756817
1031 => 0.10116344916071
1101 => 0.1057351568396
1102 => 0.11065392990199
1103 => 0.11084288000765
1104 => 0.11330532064938
1105 => 0.11410719226117
1106 => 0.11608977973724
1107 => 0.11596576835081
1108 => 0.11644849685137
1109 => 0.11633752592879
1110 => 0.12000985174514
1111 => 0.12406097246625
1112 => 0.12392069503745
1113 => 0.12333829850311
1114 => 0.12420325666997
1115 => 0.12838444739864
1116 => 0.12799951035856
1117 => 0.12837344390413
1118 => 0.13330330341481
1119 => 0.13971282204302
1120 => 0.13673495713507
1121 => 0.14319606712778
1122 => 0.14726299337948
1123 => 0.15429632180375
1124 => 0.15341571444516
1125 => 0.15615373758778
1126 => 0.15183924348498
1127 => 0.14193229292182
1128 => 0.14036448007291
1129 => 0.14350328109976
1130 => 0.15121971714455
1201 => 0.14326026306825
1202 => 0.14487045026147
1203 => 0.1444067162415
1204 => 0.14438200582632
1205 => 0.14532510186927
1206 => 0.14395709187038
1207 => 0.1383835730346
1208 => 0.14093788387209
1209 => 0.13995154178965
1210 => 0.14104596186679
1211 => 0.14695209564991
1212 => 0.14434085311975
1213 => 0.14159012123434
1214 => 0.14504014945491
1215 => 0.14943322093802
1216 => 0.14915831041971
1217 => 0.14862486911052
1218 => 0.15163184984036
1219 => 0.15659850104337
1220 => 0.15794096690593
1221 => 0.15893194776016
1222 => 0.1590685872772
1223 => 0.16047605922369
1224 => 0.15290772783879
1225 => 0.16491886411517
1226 => 0.16699285554915
1227 => 0.1666030311177
1228 => 0.16890818530968
1229 => 0.16822995047028
1230 => 0.16724729459978
1231 => 0.17090145431442
]
'min_raw' => 0.06299577026651
'max_raw' => 0.17090145431442
'avg_raw' => 0.11694861229046
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.062995'
'max' => '$0.1709014'
'avg' => '$0.116948'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.021725613109613
'max_diff' => 0.078768735743512
'year' => 2032
]
7 => [
'items' => [
101 => 0.16671225507707
102 => 0.16076621416517
103 => 0.15750409852155
104 => 0.16179991554843
105 => 0.1644232211034
106 => 0.16615705920166
107 => 0.16668171756258
108 => 0.15349523585992
109 => 0.146388453578
110 => 0.15094381954129
111 => 0.15650168041107
112 => 0.15287685364103
113 => 0.15301893998772
114 => 0.14785088960137
115 => 0.15695893819532
116 => 0.15563197212593
117 => 0.1625162744413
118 => 0.16087328044376
119 => 0.16648716173487
120 => 0.16500883864927
121 => 0.17114527512566
122 => 0.17359326577348
123 => 0.17770382307049
124 => 0.18072756575114
125 => 0.18250316528821
126 => 0.18239656495211
127 => 0.18943237491812
128 => 0.18528360359364
129 => 0.18007176901977
130 => 0.17997750337545
131 => 0.18267678635353
201 => 0.18833374296346
202 => 0.18980050950704
203 => 0.19062023190493
204 => 0.18936479851782
205 => 0.18486160459021
206 => 0.18291714828398
207 => 0.18457388139321
208 => 0.18254783916532
209 => 0.18604535645771
210 => 0.19084819472953
211 => 0.18985642761888
212 => 0.19317175637575
213 => 0.19660277285636
214 => 0.20150928052021
215 => 0.202792023311
216 => 0.20491234836583
217 => 0.20709485933774
218 => 0.2077958230416
219 => 0.20913418024853
220 => 0.20912712644542
221 => 0.21316035597033
222 => 0.21760913303503
223 => 0.21928844338753
224 => 0.22314992494539
225 => 0.21653727310001
226 => 0.2215530454854
227 => 0.22607739772995
228 => 0.22068327846685
301 => 0.22811781520244
302 => 0.22840648141686
303 => 0.23276499853429
304 => 0.22834680644493
305 => 0.22572329808563
306 => 0.23329726841734
307 => 0.23696207408302
308 => 0.23585820479134
309 => 0.22745770497689
310 => 0.2225682537705
311 => 0.20977161685867
312 => 0.22492978605431
313 => 0.23231288809965
314 => 0.22743858452622
315 => 0.22989689972735
316 => 0.24330867035334
317 => 0.24841500425987
318 => 0.24735292250328
319 => 0.24753239683679
320 => 0.25028768192624
321 => 0.26250613337607
322 => 0.25518455404585
323 => 0.26078162710946
324 => 0.26375029448065
325 => 0.26650775818065
326 => 0.25973629883881
327 => 0.25092672972758
328 => 0.2481363693895
329 => 0.22695393109787
330 => 0.22585129319412
331 => 0.2252323491254
401 => 0.2213299943235
402 => 0.21826381239414
403 => 0.21582547068387
404 => 0.20942653388567
405 => 0.21158598721231
406 => 0.20138741751788
407 => 0.20791210099326
408 => 0.19163493750787
409 => 0.20519104293702
410 => 0.19781307107242
411 => 0.20276718074958
412 => 0.20274989632763
413 => 0.19362780971006
414 => 0.18836638052214
415 => 0.19171916797857
416 => 0.19531362227646
417 => 0.1958968103931
418 => 0.20055711421518
419 => 0.20185770483902
420 => 0.19791685453
421 => 0.19129762947409
422 => 0.19283512448613
423 => 0.18833522323479
424 => 0.18044931937803
425 => 0.18611311320263
426 => 0.18804698143378
427 => 0.1889010878147
428 => 0.18114620707375
429 => 0.17870945517829
430 => 0.17741214891548
501 => 0.19029657175206
502 => 0.19100240951998
503 => 0.18739124370386
504 => 0.20371405561753
505 => 0.20001970056702
506 => 0.2041472002974
507 => 0.19269561292905
508 => 0.19313307898812
509 => 0.18771171400812
510 => 0.19074731614118
511 => 0.18860185039556
512 => 0.19050206948724
513 => 0.19164105297589
514 => 0.19706152836325
515 => 0.20525293605892
516 => 0.1962518900973
517 => 0.19233000547448
518 => 0.19476312063696
519 => 0.20124282694683
520 => 0.21105991369634
521 => 0.20524800075335
522 => 0.20782722902477
523 => 0.20839067566019
524 => 0.20410518622474
525 => 0.21121792580458
526 => 0.21502970072922
527 => 0.21893979306621
528 => 0.22233481668412
529 => 0.21737801620204
530 => 0.2226825032473
531 => 0.21840802305683
601 => 0.21457337243835
602 => 0.21457918802046
603 => 0.21217365567217
604 => 0.20751263363079
605 => 0.20665306965345
606 => 0.21112463001453
607 => 0.21471039796578
608 => 0.21500573898891
609 => 0.21699100437013
610 => 0.21816586397288
611 => 0.22968108522396
612 => 0.23431260247005
613 => 0.23997593408844
614 => 0.24218212092168
615 => 0.24882195232799
616 => 0.24345974920665
617 => 0.24229960283152
618 => 0.22619354371212
619 => 0.22883090999064
620 => 0.23305358787055
621 => 0.22626317411505
622 => 0.23057012870512
623 => 0.23142041277497
624 => 0.22603243845402
625 => 0.22891038833947
626 => 0.22126740669639
627 => 0.20541953217288
628 => 0.21123556901928
629 => 0.21551812979507
630 => 0.20940638753209
701 => 0.2203614489814
702 => 0.21396172824108
703 => 0.21193332400717
704 => 0.20401979591237
705 => 0.20775467655349
706 => 0.21280615609894
707 => 0.20968492903738
708 => 0.21616194384471
709 => 0.22533512416866
710 => 0.23187247873983
711 => 0.23237433564915
712 => 0.22817125462862
713 => 0.23490671878772
714 => 0.23495577929085
715 => 0.22735814820421
716 => 0.22270464146743
717 => 0.22164735494577
718 => 0.2242886639701
719 => 0.22749570073819
720 => 0.23255230386994
721 => 0.23560790323927
722 => 0.24357528582982
723 => 0.24573103111606
724 => 0.2480995416045
725 => 0.25126460203865
726 => 0.25506506859468
727 => 0.24674986413077
728 => 0.2470802427056
729 => 0.23933723944064
730 => 0.23106272999304
731 => 0.2373420512316
801 => 0.24555142844793
802 => 0.24366818824395
803 => 0.24345628524989
804 => 0.2438126473089
805 => 0.24239274569598
806 => 0.23597058332472
807 => 0.23274541358674
808 => 0.23690670537729
809 => 0.23911824676617
810 => 0.24254815459366
811 => 0.24212534605735
812 => 0.25096042027574
813 => 0.25439346295824
814 => 0.25351514373188
815 => 0.25367677560746
816 => 0.25989213540062
817 => 0.26680489377684
818 => 0.27327960421499
819 => 0.27986595776795
820 => 0.2719258514901
821 => 0.26789435519988
822 => 0.27205383030061
823 => 0.26984675426331
824 => 0.2825292678349
825 => 0.28340737755774
826 => 0.29608897403925
827 => 0.30812531919661
828 => 0.30056550645679
829 => 0.307694069369
830 => 0.31540419135881
831 => 0.33027826759937
901 => 0.32526920199786
902 => 0.32143233624917
903 => 0.31780651665626
904 => 0.32535127164646
905 => 0.33505747841095
906 => 0.33714810238312
907 => 0.34053571189788
908 => 0.3369740547103
909 => 0.34126367848907
910 => 0.35640793538432
911 => 0.35231582348917
912 => 0.34650436675824
913 => 0.35845930310715
914 => 0.36278574809819
915 => 0.39315100482208
916 => 0.4314883957622
917 => 0.41561646417611
918 => 0.40576424405659
919 => 0.40807974948246
920 => 0.42207926685121
921 => 0.42657546750758
922 => 0.41435324419026
923 => 0.41867034009038
924 => 0.44245796294756
925 => 0.45521925941212
926 => 0.43788770474247
927 => 0.39007063278833
928 => 0.34598110866415
929 => 0.35767563583903
930 => 0.35634983938083
1001 => 0.38190667257448
1002 => 0.35221822797382
1003 => 0.35271810524064
1004 => 0.37880342667958
1005 => 0.37184431013529
1006 => 0.36057143258986
1007 => 0.34606341314554
1008 => 0.31924399737335
1009 => 0.29548929290919
1010 => 0.34207773874513
1011 => 0.3400687602451
1012 => 0.33715946166311
1013 => 0.34363379083834
1014 => 0.37507129554284
1015 => 0.37434655930613
1016 => 0.36973615713185
1017 => 0.37323310654682
1018 => 0.35995840044991
1019 => 0.36337959447052
1020 => 0.34597412465827
1021 => 0.35384212393004
1022 => 0.36054724605755
1023 => 0.36189339859568
1024 => 0.36492634900034
1025 => 0.33901011986427
1026 => 0.35064574588585
1027 => 0.35748058606281
1028 => 0.32660052948969
1029 => 0.35687018663131
1030 => 0.33855897597341
1031 => 0.33234387605097
1101 => 0.34071168931939
1102 => 0.33745074435072
1103 => 0.33464717535577
1104 => 0.33308273568516
1105 => 0.33922713422764
1106 => 0.33894049069149
1107 => 0.32888706209963
1108 => 0.31577277433172
1109 => 0.32017435976845
1110 => 0.3185752225142
1111 => 0.31277974281199
1112 => 0.31668519638239
1113 => 0.29948755536317
1114 => 0.2698999078452
1115 => 0.28944641408972
1116 => 0.28869389486182
1117 => 0.28831444054308
1118 => 0.30300309976009
1119 => 0.3015911241014
1120 => 0.29902837445477
1121 => 0.312732675905
1122 => 0.3077304215268
1123 => 0.32314619084105
1124 => 0.33330001354087
1125 => 0.33072467566244
1126 => 0.3402743949893
1127 => 0.32027576340696
1128 => 0.32691850661278
1129 => 0.32828756678105
1130 => 0.31256356695237
1201 => 0.30182214078136
1202 => 0.30110581011697
1203 => 0.28248165739615
1204 => 0.2924305294507
1205 => 0.30118512514642
1206 => 0.29699235319224
1207 => 0.29566504684705
1208 => 0.30244596710701
1209 => 0.30297290268587
1210 => 0.29095871564587
1211 => 0.29345684557131
1212 => 0.30387446263993
1213 => 0.29319434835003
1214 => 0.27244463087151
1215 => 0.26729841404955
1216 => 0.26661181386191
1217 => 0.25265486568914
1218 => 0.26764230886519
1219 => 0.26109988828034
1220 => 0.28176731651764
1221 => 0.26996219235013
1222 => 0.26945329704188
1223 => 0.26868402714473
1224 => 0.25667070529817
1225 => 0.25930085929613
1226 => 0.26804389176913
1227 => 0.27116350425281
1228 => 0.27083810311253
1229 => 0.26800104614027
1230 => 0.26929983629409
1231 => 0.26511598068015
]
'min_raw' => 0.146388453578
'max_raw' => 0.45521925941212
'avg_raw' => 0.30080385649506
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.146388'
'max' => '$0.455219'
'avg' => '$0.3008038'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.083392683311486
'max_diff' => 0.28431780509771
'year' => 2033
]
8 => [
'items' => [
101 => 0.26363857418345
102 => 0.25897547288717
103 => 0.25212200219626
104 => 0.25307501933061
105 => 0.23949650058376
106 => 0.23209820290395
107 => 0.23005045161417
108 => 0.22731211300806
109 => 0.23035975424617
110 => 0.23945803434621
111 => 0.22848357823776
112 => 0.20966864300842
113 => 0.2107994526748
114 => 0.21334004625473
115 => 0.20860566692623
116 => 0.20412497421814
117 => 0.20802057299773
118 => 0.20004843690815
119 => 0.21430344081383
120 => 0.21391788290737
121 => 0.21923126683987
122 => 0.22255383485448
123 => 0.21489639127497
124 => 0.21297056492266
125 => 0.21406760313686
126 => 0.19593600513883
127 => 0.21774952845743
128 => 0.21793817271292
129 => 0.2163228860682
130 => 0.22793791381838
131 => 0.25244924518927
201 => 0.24322709636152
202 => 0.23965600159449
203 => 0.23286734783192
204 => 0.24191282590017
205 => 0.24121827431597
206 => 0.23807724865134
207 => 0.23617754652878
208 => 0.23967780593765
209 => 0.23574382565236
210 => 0.23503717469457
211 => 0.23075563873421
212 => 0.22922732519384
213 => 0.22809582269246
214 => 0.22685014961758
215 => 0.22959779401837
216 => 0.22337127032346
217 => 0.21586269314103
218 => 0.21523843619224
219 => 0.21696206451308
220 => 0.21619948729015
221 => 0.21523478526588
222 => 0.21339290638061
223 => 0.21284646026086
224 => 0.21462214505207
225 => 0.21261750045165
226 => 0.21557546275821
227 => 0.21477106068234
228 => 0.2102777360761
301 => 0.20467738997488
302 => 0.20462753514746
303 => 0.20342094976636
304 => 0.20188418187221
305 => 0.20145668820054
306 => 0.20769249653423
307 => 0.22060043316292
308 => 0.21806629634196
309 => 0.21989746990389
310 => 0.2289050314495
311 => 0.23176826439802
312 => 0.22973600947055
313 => 0.2269541335818
314 => 0.22707652200265
315 => 0.2365830340456
316 => 0.23717594354079
317 => 0.2386740345553
318 => 0.2405995048694
319 => 0.23006392539101
320 => 0.22658029715666
321 => 0.22492956083489
322 => 0.21984593187919
323 => 0.22532818987051
324 => 0.22213391291266
325 => 0.22256493000631
326 => 0.22228422955864
327 => 0.22243751098395
328 => 0.21429945624972
329 => 0.21726453567131
330 => 0.2123345160463
331 => 0.2057337731891
401 => 0.20571164518452
402 => 0.20732716764756
403 => 0.20636619167114
404 => 0.20378023002757
405 => 0.20414755367364
406 => 0.20092941201792
407 => 0.20453829433698
408 => 0.20464178416869
409 => 0.2032521678987
410 => 0.20881214904101
411 => 0.21109007785153
412 => 0.21017540265416
413 => 0.21102590180135
414 => 0.21817160116781
415 => 0.21933666195327
416 => 0.21985410499457
417 => 0.21916079986729
418 => 0.21115651206822
419 => 0.21151153626897
420 => 0.20890660424613
421 => 0.20670571118781
422 => 0.20679373536798
423 => 0.20792528049603
424 => 0.21286680443446
425 => 0.22326595024414
426 => 0.22366059022594
427 => 0.22413890539634
428 => 0.22219335721637
429 => 0.2216065612689
430 => 0.2223806965885
501 => 0.2262860689935
502 => 0.23633174711744
503 => 0.23278093354016
504 => 0.22989406683012
505 => 0.2324266272285
506 => 0.23203675940603
507 => 0.22874588263531
508 => 0.22865351868497
509 => 0.222337274005
510 => 0.22000230216076
511 => 0.21805102491809
512 => 0.21592028110848
513 => 0.21465710475496
514 => 0.21659791773735
515 => 0.21704180462944
516 => 0.21279818312385
517 => 0.21221979319336
518 => 0.21568522611976
519 => 0.21416021829321
520 => 0.21572872666119
521 => 0.21609263405698
522 => 0.21603403658476
523 => 0.21444175326781
524 => 0.21545662717146
525 => 0.21305614784085
526 => 0.21044598710915
527 => 0.20878086718109
528 => 0.20732782919775
529 => 0.20813405912197
530 => 0.20525999665388
531 => 0.2043405262269
601 => 0.21511281072829
602 => 0.22307041311104
603 => 0.22295470642084
604 => 0.22225037170158
605 => 0.22120387317784
606 => 0.22620951110825
607 => 0.22446564694419
608 => 0.22573445382827
609 => 0.22605741843193
610 => 0.22703493501648
611 => 0.22738431317507
612 => 0.22632824972108
613 => 0.22278397178222
614 => 0.21395196813839
615 => 0.20984064660064
616 => 0.20848384201371
617 => 0.20853315928351
618 => 0.20717276882054
619 => 0.20757346478031
620 => 0.20703342311803
621 => 0.20601071485978
622 => 0.20807090976894
623 => 0.20830832804017
624 => 0.20782745393088
625 => 0.20794071719152
626 => 0.20395928495058
627 => 0.20426198459664
628 => 0.20257651450215
629 => 0.20226050917808
630 => 0.19799978754989
701 => 0.19045130158408
702 => 0.1946338955584
703 => 0.18958191019913
704 => 0.18766864679351
705 => 0.19672573818223
706 => 0.19581665741141
707 => 0.19426070629969
708 => 0.19195913031682
709 => 0.19110545339648
710 => 0.18591878266978
711 => 0.18561232649343
712 => 0.18818298055748
713 => 0.18699671215773
714 => 0.1853307420495
715 => 0.17929676719419
716 => 0.17251258167641
717 => 0.17271735359332
718 => 0.17487527678227
719 => 0.18114972948973
720 => 0.17869819226779
721 => 0.17691957388512
722 => 0.17658649212712
723 => 0.1807557076824
724 => 0.18665602117077
725 => 0.18942431624744
726 => 0.18668101990083
727 => 0.18352966876741
728 => 0.18372147690895
729 => 0.18499749054303
730 => 0.18513158153411
731 => 0.18308037591038
801 => 0.18365777827845
802 => 0.18278065128257
803 => 0.17739772452789
804 => 0.17730036445235
805 => 0.17597930741533
806 => 0.17593930633327
807 => 0.17369185876018
808 => 0.17337742530883
809 => 0.16891498174215
810 => 0.17185217561126
811 => 0.16988206017346
812 => 0.16691263150544
813 => 0.16640070088382
814 => 0.16638531163116
815 => 0.16943425092112
816 => 0.17181654698048
817 => 0.16991633117498
818 => 0.1694836888702
819 => 0.17410317680065
820 => 0.17351530485393
821 => 0.17300621153944
822 => 0.18612771281309
823 => 0.17574102067149
824 => 0.17121183004608
825 => 0.16560609657718
826 => 0.16743135166122
827 => 0.167815959726
828 => 0.15433518124269
829 => 0.14886603109093
830 => 0.14698922485942
831 => 0.14590909633904
901 => 0.14640132446918
902 => 0.14147844786527
903 => 0.14478670235996
904 => 0.14052390734138
905 => 0.13980923588417
906 => 0.14743164143638
907 => 0.14849225463952
908 => 0.14396734920822
909 => 0.14687307101076
910 => 0.14581941589261
911 => 0.14059698072701
912 => 0.14039752211731
913 => 0.13777708772869
914 => 0.13367661532657
915 => 0.13180258940844
916 => 0.13082658043924
917 => 0.13122930076197
918 => 0.13102567304335
919 => 0.12969686444028
920 => 0.13110183879703
921 => 0.12751270989102
922 => 0.12608348984107
923 => 0.12543794430216
924 => 0.12225238581553
925 => 0.12732202599205
926 => 0.12832080897247
927 => 0.1293215598639
928 => 0.13803241313215
929 => 0.13759724351949
930 => 0.14153096488179
1001 => 0.1413781077033
1002 => 0.14025614664871
1003 => 0.13552277751303
1004 => 0.13740941408632
1005 => 0.13160263996215
1006 => 0.13595346995824
1007 => 0.13396793284303
1008 => 0.13528215786232
1009 => 0.13291906277875
1010 => 0.1342268971678
1011 => 0.12855765746953
1012 => 0.12326380120765
1013 => 0.12539420350473
1014 => 0.12771019444271
1015 => 0.13273185289977
1016 => 0.12974099455053
1017 => 0.13081662030979
1018 => 0.12721345407384
1019 => 0.11977909293552
1020 => 0.11982117061219
1021 => 0.11867755611742
1022 => 0.11768930622349
1023 => 0.13008453061019
1024 => 0.1285429885182
1025 => 0.12608674294666
1026 => 0.12937452525149
1027 => 0.130243867077
1028 => 0.13026861601662
1029 => 0.13266729711628
1030 => 0.13394747364915
1031 => 0.13417311031167
1101 => 0.13794748684892
1102 => 0.13921260807897
1103 => 0.1444234633789
1104 => 0.13383885961443
1105 => 0.1336208766653
1106 => 0.12942079109091
1107 => 0.12675703041891
1108 => 0.12960318106307
1109 => 0.13212448199549
1110 => 0.12949913493898
1111 => 0.12984194984046
1112 => 0.12631763591584
1113 => 0.12757741230951
1114 => 0.12866250144994
1115 => 0.12806337900519
1116 => 0.12716646370753
1117 => 0.13191776407157
1118 => 0.13164967708453
1119 => 0.13607419721545
1120 => 0.13952342705796
1121 => 0.14570506355934
1122 => 0.13925420361416
1123 => 0.13901910863791
1124 => 0.14131719974116
1125 => 0.1392122562532
1126 => 0.14054250787741
1127 => 0.14549073945707
1128 => 0.14559528779303
1129 => 0.14384396846282
1130 => 0.14373740052242
1201 => 0.14407376055712
1202 => 0.14604383178637
1203 => 0.1453554283647
1204 => 0.1461520662325
1205 => 0.14714827408474
1206 => 0.15126901214499
1207 => 0.15226250814062
1208 => 0.14984882793985
1209 => 0.15006675623715
1210 => 0.14916397358506
1211 => 0.14829189685497
1212 => 0.15025219798763
1213 => 0.15383468683737
1214 => 0.15381240036017
1215 => 0.15464346813968
1216 => 0.15516121648137
1217 => 0.15293866158386
1218 => 0.15149186007119
1219 => 0.15204665583352
1220 => 0.15293378633937
1221 => 0.15175897136692
1222 => 0.14450746912975
1223 => 0.14670711168075
1224 => 0.14634098360324
1225 => 0.14581957269817
1226 => 0.14803133029253
1227 => 0.14781800087694
1228 => 0.14142795665029
1229 => 0.14183702654923
1230 => 0.14145283354572
1231 => 0.14269423973854
]
'min_raw' => 0.11768930622349
'max_raw' => 0.26363857418345
'avg_raw' => 0.19066394020347
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.117689'
'max' => '$0.263638'
'avg' => '$0.190663'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.028699147354507
'max_diff' => -0.19158068522867
'year' => 2034
]
9 => [
'items' => [
101 => 0.13914521624484
102 => 0.14023687196846
103 => 0.14092154820468
104 => 0.14132482776775
105 => 0.14278175008093
106 => 0.14261079706321
107 => 0.14277112340132
108 => 0.14493135457853
109 => 0.15585706257104
110 => 0.15645172475086
111 => 0.15352339068997
112 => 0.15469320238846
113 => 0.15244741973705
114 => 0.15395502867638
115 => 0.15498649642355
116 => 0.15032549201392
117 => 0.15004949758245
118 => 0.14779444578717
119 => 0.14900618288929
120 => 0.14707822203284
121 => 0.14755127618981
122 => 0.14622857552681
123 => 0.14860917337313
124 => 0.15127105167282
125 => 0.15194354725208
126 => 0.15017450091059
127 => 0.14889359477352
128 => 0.14664474555354
129 => 0.15038463192525
130 => 0.15147828867131
131 => 0.15037888741194
201 => 0.15012413211776
202 => 0.14964137129561
203 => 0.15022655210833
204 => 0.15147233238179
205 => 0.15088484541078
206 => 0.15127289090532
207 => 0.1497940616309
208 => 0.15293939734201
209 => 0.15793494741752
210 => 0.15795100892787
211 => 0.15736351879008
212 => 0.15712313048335
213 => 0.1577259310166
214 => 0.15805292557772
215 => 0.16000227196754
216 => 0.16209399830921
217 => 0.17185517245407
218 => 0.16911427381416
219 => 0.17777496821033
220 => 0.18462445302729
221 => 0.18667831403222
222 => 0.18478885854931
223 => 0.17832513340865
224 => 0.17800799221642
225 => 0.18766752649093
226 => 0.18493826562368
227 => 0.18461362872796
228 => 0.18116004064016
301 => 0.18320153893525
302 => 0.18275503331114
303 => 0.18205020233968
304 => 0.18594523887472
305 => 0.193236399556
306 => 0.19210000378775
307 => 0.19125173706264
308 => 0.18753487919991
309 => 0.18977325782353
310 => 0.18897621406898
311 => 0.192400819855
312 => 0.19037215925167
313 => 0.18491758878831
314 => 0.1857862471131
315 => 0.1856549511548
316 => 0.18835701267276
317 => 0.18754592087436
318 => 0.18549657246361
319 => 0.19321147916144
320 => 0.19271051603305
321 => 0.193420767213
322 => 0.19373344174766
323 => 0.19842936950272
324 => 0.20035314085105
325 => 0.20078987062747
326 => 0.20261730461856
327 => 0.20074440240502
328 => 0.20823734661584
329 => 0.21321971729063
330 => 0.21900699721983
331 => 0.22746376867061
401 => 0.23064359296561
402 => 0.23006918616822
403 => 0.2364810137664
404 => 0.2480029254334
405 => 0.23239809394018
406 => 0.24883001939403
407 => 0.24362786151105
408 => 0.23129363875331
409 => 0.23049946021864
410 => 0.23885233907346
411 => 0.25737822043863
412 => 0.25273769727546
413 => 0.2573858106721
414 => 0.25196353949584
415 => 0.25169427802945
416 => 0.25712246306381
417 => 0.26980571327155
418 => 0.26378037652238
419 => 0.25514157881925
420 => 0.26152033260866
421 => 0.25599446575048
422 => 0.24354314112625
423 => 0.25273414875485
424 => 0.24658838369844
425 => 0.24838204466874
426 => 0.26129952870377
427 => 0.25974526284925
428 => 0.26175662678614
429 => 0.25820662208409
430 => 0.25489035790802
501 => 0.24870030455436
502 => 0.24686773492229
503 => 0.24737419123964
504 => 0.24686748394769
505 => 0.24340420598584
506 => 0.24265631143973
507 => 0.24140978776352
508 => 0.24179613757376
509 => 0.23945230837912
510 => 0.24387559832922
511 => 0.24469659992186
512 => 0.24791550147577
513 => 0.2482496985134
514 => 0.25721429352285
515 => 0.25227674523554
516 => 0.25558927891408
517 => 0.25529297472309
518 => 0.2315609587611
519 => 0.23483102117132
520 => 0.23991821207949
521 => 0.23762643947088
522 => 0.23438640919451
523 => 0.23176991102691
524 => 0.22780564875231
525 => 0.23338527177689
526 => 0.24072188272745
527 => 0.24843576707435
528 => 0.25770349368343
529 => 0.25563504499252
530 => 0.24826251337189
531 => 0.24859323975476
601 => 0.25063766011758
602 => 0.24798994999255
603 => 0.24720908858723
604 => 0.25053038175144
605 => 0.25055325367211
606 => 0.24750674318679
607 => 0.2441211042879
608 => 0.24410691833729
609 => 0.24350447659663
610 => 0.25207071254317
611 => 0.25678127616963
612 => 0.25732133469795
613 => 0.25674492592771
614 => 0.25696676278653
615 => 0.25422578960248
616 => 0.26049084149087
617 => 0.26624027265307
618 => 0.26469930228292
619 => 0.26238916863622
620 => 0.26054903591551
621 => 0.26426582549418
622 => 0.26410032270501
623 => 0.26619005638756
624 => 0.26609525399684
625 => 0.26539255515825
626 => 0.26469932737851
627 => 0.26744789716628
628 => 0.26665635320808
629 => 0.26586357976349
630 => 0.26427355125281
701 => 0.26448966253499
702 => 0.26217992776543
703 => 0.26111133877476
704 => 0.24504232425859
705 => 0.24074815850967
706 => 0.24209919047009
707 => 0.24254398527098
708 => 0.24067515883393
709 => 0.24335457588254
710 => 0.24293699157372
711 => 0.24456156784069
712 => 0.24354660311999
713 => 0.24358825762616
714 => 0.24657305245645
715 => 0.24743955109391
716 => 0.2469988428934
717 => 0.24730749981045
718 => 0.25442036818783
719 => 0.2534091457613
720 => 0.25287195400161
721 => 0.25302075979028
722 => 0.25483825016232
723 => 0.25534704823519
724 => 0.25319123504781
725 => 0.25420792900959
726 => 0.25853688286116
727 => 0.26005177171164
728 => 0.26488656973448
729 => 0.26283266160269
730 => 0.26660269886964
731 => 0.27819050812783
801 => 0.28744765197869
802 => 0.27893439992579
803 => 0.29593396571772
804 => 0.30917056612962
805 => 0.3086625233591
806 => 0.3063544159092
807 => 0.29128489825348
808 => 0.27741770343284
809 => 0.2890182007325
810 => 0.28904777278578
811 => 0.28805127977977
812 => 0.28186214730247
813 => 0.28783591138528
814 => 0.28831008708465
815 => 0.2880446747865
816 => 0.28329948142734
817 => 0.27605444822622
818 => 0.27747011037156
819 => 0.27978899384435
820 => 0.27539886366059
821 => 0.27399595105951
822 => 0.27660423249996
823 => 0.28500865875812
824 => 0.28341985065754
825 => 0.28337836045715
826 => 0.29017595527091
827 => 0.28531034439704
828 => 0.27748796640479
829 => 0.27551271279726
830 => 0.26850189318079
831 => 0.27334429126157
901 => 0.27351856054774
902 => 0.27086642860701
903 => 0.27770317229505
904 => 0.27764017049838
905 => 0.28413064111517
906 => 0.29653798322503
907 => 0.29286852163492
908 => 0.2886013370419
909 => 0.28906529832336
910 => 0.2941538084269
911 => 0.29107717905891
912 => 0.29218355643066
913 => 0.29415213379224
914 => 0.29533982539151
915 => 0.28889440777976
916 => 0.2873916726145
917 => 0.28431760385475
918 => 0.28351563669554
919 => 0.28601940155781
920 => 0.28535974797592
921 => 0.27350391388904
922 => 0.27226491326173
923 => 0.27230291164208
924 => 0.26918738565343
925 => 0.26443546070881
926 => 0.27692323574056
927 => 0.27592029263921
928 => 0.27481312107695
929 => 0.2749487432759
930 => 0.28036926316721
1001 => 0.27722508788743
1002 => 0.28558439318892
1003 => 0.28386597132265
1004 => 0.28210347841972
1005 => 0.28185984821368
1006 => 0.28118143881488
1007 => 0.27885492056137
1008 => 0.27604550996818
1009 => 0.27419049374757
1010 => 0.25292623682748
1011 => 0.25687275922335
1012 => 0.26141287350298
1013 => 0.26298010275894
1014 => 0.26029924866765
1015 => 0.27896077702089
1016 => 0.28237041807799
1017 => 0.27204239291065
1018 => 0.27011044109234
1019 => 0.27908743546046
1020 => 0.27367321046355
1021 => 0.27611123564814
1022 => 0.27084155872753
1023 => 0.28154913539328
1024 => 0.28146756159918
1025 => 0.27730207243462
1026 => 0.28082271535247
1027 => 0.28021091700672
1028 => 0.27550808999908
1029 => 0.2816982233977
1030 => 0.28170129362664
1031 => 0.27769210087129
1101 => 0.27301024145819
1102 => 0.27217323557572
1103 => 0.27154266407919
1104 => 0.27595615371473
1105 => 0.27991327472134
1106 => 0.28727649586114
1107 => 0.28912778460151
1108 => 0.29635348780243
1109 => 0.29205093335938
1110 => 0.29395820001658
1111 => 0.2960288077723
1112 => 0.29702153327447
1113 => 0.29540394034127
1114 => 0.30662843163039
1115 => 0.30757612260472
1116 => 0.30789387519091
1117 => 0.30410903988211
1118 => 0.30747085948806
1119 => 0.3058979754262
1120 => 0.30999018279539
1121 => 0.3106318931628
1122 => 0.31008838731111
1123 => 0.31029207631044
1124 => 0.30071395313112
1125 => 0.30021727691565
1126 => 0.29344506147515
1127 => 0.29620478932484
1128 => 0.29104561038704
1129 => 0.29268163917365
1130 => 0.29340278507413
1201 => 0.29302609938039
1202 => 0.2963608201968
1203 => 0.2935256262644
1204 => 0.28604308332774
1205 => 0.27855850177727
1206 => 0.27846453895271
1207 => 0.27649398074431
1208 => 0.27506962808537
1209 => 0.27534400893911
1210 => 0.27631096285573
1211 => 0.27501342696591
1212 => 0.27529032203474
1213 => 0.27988862511956
1214 => 0.28081078200962
1215 => 0.27767693258723
1216 => 0.26509407494402
1217 => 0.26200621011667
1218 => 0.26422570611955
1219 => 0.26316492998403
1220 => 0.21239463767777
1221 => 0.22432236476873
1222 => 0.21723531435862
1223 => 0.22050135324711
1224 => 0.21326730996119
1225 => 0.21671977458593
1226 => 0.21608223043356
1227 => 0.23526166262873
1228 => 0.23496220217545
1229 => 0.23510553804734
1230 => 0.22826374342235
1231 => 0.23916290803492
]
'min_raw' => 0.13914521624484
'max_raw' => 0.3106318931628
'avg_raw' => 0.22488855470382
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.139145'
'max' => '$0.310631'
'avg' => '$0.224888'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.021455910021347
'max_diff' => 0.046993318979351
'year' => 2035
]
10 => [
'items' => [
101 => 0.24453222844436
102 => 0.24353851013641
103 => 0.2437886076257
104 => 0.23949110414706
105 => 0.23514714727489
106 => 0.23032903057348
107 => 0.23928049586747
108 => 0.23828524573339
109 => 0.24056799146128
110 => 0.24637365656839
111 => 0.24722856280899
112 => 0.24837756546596
113 => 0.24796572980501
114 => 0.25777732607774
115 => 0.25658907703012
116 => 0.25945241535231
117 => 0.25356231118156
118 => 0.24689709921854
119 => 0.24816393811051
120 => 0.24804193133794
121 => 0.24648864509024
122 => 0.24508640771794
123 => 0.24275207757099
124 => 0.2501382435718
125 => 0.24983837872089
126 => 0.25469284210237
127 => 0.25383476854595
128 => 0.24810434332998
129 => 0.24830900658763
130 => 0.24968546535312
131 => 0.2544494048566
201 => 0.25586366645497
202 => 0.25520852413402
203 => 0.25675919741314
204 => 0.25798478634691
205 => 0.25691311251372
206 => 0.27208575403156
207 => 0.26578501544048
208 => 0.26885595158952
209 => 0.26958835176606
210 => 0.26771232411457
211 => 0.26811916733666
212 => 0.26873542395999
213 => 0.27247721350144
214 => 0.28229675195371
215 => 0.28664575869037
216 => 0.29972996003381
217 => 0.28628463422199
218 => 0.2854868442306
219 => 0.28784370399758
220 => 0.29552551528955
221 => 0.30175090182585
222 => 0.3038162216911
223 => 0.30408918780601
224 => 0.3079638651731
225 => 0.31018475798146
226 => 0.3074933774266
227 => 0.30521271420565
228 => 0.29704366163455
229 => 0.29798925171325
301 => 0.3045034296589
302 => 0.31370508969031
303 => 0.32160107126681
304 => 0.31883617372146
305 => 0.33993039027901
306 => 0.34202179568854
307 => 0.34173283108418
308 => 0.34649736384995
309 => 0.33704073659012
310 => 0.33299784522302
311 => 0.30570581948065
312 => 0.31337376548699
313 => 0.32451957532989
314 => 0.32304438560254
315 => 0.31495000056627
316 => 0.32159493094992
317 => 0.3193979091589
318 => 0.31766502691781
319 => 0.32560369640001
320 => 0.31687480320176
321 => 0.32443249794298
322 => 0.31473967626303
323 => 0.31884880354055
324 => 0.31651626416171
325 => 0.31802570300509
326 => 0.30920155436955
327 => 0.31396285077919
328 => 0.30900346878521
329 => 0.30900111739242
330 => 0.30889163876003
331 => 0.31472632968267
401 => 0.31491659874419
402 => 0.31060475333662
403 => 0.30998334904971
404 => 0.3122810063896
405 => 0.309591051402
406 => 0.31084966441032
407 => 0.30962917350785
408 => 0.30935441529823
409 => 0.30716509513774
410 => 0.30622187581599
411 => 0.30659173641582
412 => 0.3053292115124
413 => 0.30456849459057
414 => 0.30874031301731
415 => 0.30651147872258
416 => 0.30839871219566
417 => 0.30624797146523
418 => 0.29879256706045
419 => 0.29450488514778
420 => 0.28042231734349
421 => 0.28441611610342
422 => 0.28706400881313
423 => 0.28618888028837
424 => 0.28806899498934
425 => 0.28818441876233
426 => 0.28757317430754
427 => 0.28686543153416
428 => 0.2865209414927
429 => 0.28908848802629
430 => 0.29057903520867
501 => 0.28732976027079
502 => 0.28656850061503
503 => 0.28985369697462
504 => 0.29185766485617
505 => 0.30665383776129
506 => 0.30555768948147
507 => 0.30830880655558
508 => 0.30799907299237
509 => 0.31088268197335
510 => 0.31559616395319
511 => 0.3060123371779
512 => 0.30767575812229
513 => 0.30726792572073
514 => 0.31172053294163
515 => 0.31173443349535
516 => 0.3090648730422
517 => 0.31051208507252
518 => 0.30970429101938
519 => 0.31116408405333
520 => 0.3055430497529
521 => 0.31238886277766
522 => 0.31626999762825
523 => 0.31632388718942
524 => 0.31816351430601
525 => 0.32003268200048
526 => 0.32362038661983
527 => 0.31993262286588
528 => 0.31329869486909
529 => 0.313777643043
530 => 0.30988817348575
531 => 0.3099535561717
601 => 0.30960453826997
602 => 0.31065196726588
603 => 0.30577290151546
604 => 0.30691800849495
605 => 0.30531485201793
606 => 0.3076722731732
607 => 0.3051360777058
608 => 0.30726772905159
609 => 0.30818767910707
610 => 0.31158231461691
611 => 0.30463468728091
612 => 0.29046800482978
613 => 0.29344601323543
614 => 0.28904130488596
615 => 0.28944897741361
616 => 0.29027254080007
617 => 0.28760310241139
618 => 0.28811234713228
619 => 0.28809415332735
620 => 0.28793736894555
621 => 0.28724294492206
622 => 0.28623589270038
623 => 0.29024767879721
624 => 0.29092935942984
625 => 0.29244465103382
626 => 0.29695313101516
627 => 0.29650262754774
628 => 0.29723741739431
629 => 0.29563337528493
630 => 0.28952338432656
701 => 0.28985518623166
702 => 0.28571761115839
703 => 0.29233884393666
704 => 0.29077084861877
705 => 0.2897599518369
706 => 0.28948411928408
707 => 0.29400377491525
708 => 0.29535612671702
709 => 0.29451343182711
710 => 0.29278504002257
711 => 0.29610406324045
712 => 0.29699209383521
713 => 0.29719089113607
714 => 0.30307156391858
715 => 0.29751955541848
716 => 0.29885597904667
717 => 0.30928237469487
718 => 0.29982707258621
719 => 0.30483575699156
720 => 0.30459060795386
721 => 0.307152881411
722 => 0.30438042674321
723 => 0.30441479464158
724 => 0.30668991988808
725 => 0.30349491680037
726 => 0.30270378910442
727 => 0.30161085185863
728 => 0.3039972403505
729 => 0.30542777232431
730 => 0.31695680942323
731 => 0.3244050931771
801 => 0.3240817435359
802 => 0.32703655397136
803 => 0.32570538480722
804 => 0.32140668843154
805 => 0.32874403897465
806 => 0.32642219425503
807 => 0.32661360431267
808 => 0.32660648002077
809 => 0.32815030378013
810 => 0.32705636315725
811 => 0.32490009389885
812 => 0.32633152606145
813 => 0.330582367838
814 => 0.34377711114416
815 => 0.35116106430538
816 => 0.34333258789228
817 => 0.34873256609456
818 => 0.34549450338216
819 => 0.3449060510633
820 => 0.34829763642958
821 => 0.35169515831708
822 => 0.35147875086074
823 => 0.34901232443509
824 => 0.3476191027305
825 => 0.35816904424118
826 => 0.36594206143269
827 => 0.3654119937712
828 => 0.36775154004178
829 => 0.37462052025167
830 => 0.3752485337172
831 => 0.37516941845527
901 => 0.37361282155453
902 => 0.38037622462096
903 => 0.38601837444973
904 => 0.37325251434641
905 => 0.37811358675638
906 => 0.38029587877518
907 => 0.38350013091565
908 => 0.38890624137164
909 => 0.39477871122682
910 => 0.3956091428527
911 => 0.39501991187433
912 => 0.39114686014437
913 => 0.39757258673305
914 => 0.40133662666686
915 => 0.40357802630893
916 => 0.40926184286786
917 => 0.38030935586775
918 => 0.3598153465371
919 => 0.35661491104303
920 => 0.36312312247112
921 => 0.3648392859227
922 => 0.36414750258725
923 => 0.34107963185179
924 => 0.35649346347762
925 => 0.37307745027523
926 => 0.37371450874854
927 => 0.38201679929424
928 => 0.3847203654183
929 => 0.39140479751369
930 => 0.39098668446615
1001 => 0.39261423730883
1002 => 0.39224009109558
1003 => 0.40462159397903
1004 => 0.41828023033046
1005 => 0.41780727518541
1006 => 0.41584368460824
1007 => 0.41875995145728
1008 => 0.43285712792038
1009 => 0.4315592858143
1010 => 0.43282002887043
1011 => 0.44944139440246
1012 => 0.47105153395579
1013 => 0.46101145451073
1014 => 0.48279553795147
1015 => 0.49650746375277
1016 => 0.52022082158653
1017 => 0.51725179239499
1018 => 0.52648322858301
1019 => 0.51193661048705
1020 => 0.47853463498215
1021 => 0.47324864450087
1022 => 0.48383133130699
1023 => 0.50984783417634
1024 => 0.48301197904676
1025 => 0.48844083758838
1026 => 0.48687732596318
1027 => 0.48679401307316
1028 => 0.48997372722686
1029 => 0.48536138600419
1030 => 0.46656987811869
1031 => 0.47518191544356
1101 => 0.47185639424843
1102 => 0.47554630794846
1103 => 0.49545925035134
1104 => 0.48665526384977
1105 => 0.47738097924815
1106 => 0.48901299026709
1107 => 0.50382453748685
1108 => 0.50289765748075
1109 => 0.50109912286312
1110 => 0.51123736833447
1111 => 0.52798277962594
1112 => 0.53250899700951
1113 => 0.53585015814762
1114 => 0.53631084781918
1115 => 0.54105623775334
1116 => 0.51553908008512
1117 => 0.55603546463168
1118 => 0.56302807155282
1119 => 0.56171375126551
1120 => 0.56948573956448
1121 => 0.56719902345061
1122 => 0.56388593057638
1123 => 0.57620618517956
1124 => 0.56208200747029
1125 => 0.5420345153965
1126 => 0.53103606475039
1127 => 0.5455197117809
1128 => 0.5543643696128
1129 => 0.5602101258138
1130 => 0.56197904810812
1201 => 0.51751990439687
1202 => 0.49355889175366
1203 => 0.50891762614439
1204 => 0.52765634210431
1205 => 0.51543498557182
1206 => 0.51591403960981
1207 => 0.49848959691048
1208 => 0.52919801864865
1209 => 0.52472405989987
1210 => 0.54793496580279
1211 => 0.5423954968299
1212 => 0.56132308955155
1213 => 0.55633882005524
1214 => 0.5770282440677
1215 => 0.58528181545007
1216 => 0.59914084636687
1217 => 0.60933560592568
1218 => 0.61532216373329
1219 => 0.61496275325753
1220 => 0.63868447778252
1221 => 0.62469660560406
1222 => 0.60712454145957
1223 => 0.60680671825835
1224 => 0.61590753927686
1225 => 0.63498036344333
1226 => 0.63992566925139
1227 => 0.64268942054707
1228 => 0.63845663923087
1229 => 0.62327380650098
1230 => 0.61671793630692
1231 => 0.6223037276541
]
'min_raw' => 0.23032903057348
'max_raw' => 0.64268942054707
'avg_raw' => 0.43650922556028
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.230329'
'max' => '$0.642689'
'avg' => '$0.4365092'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.091183814328642
'max_diff' => 0.33205752738427
'year' => 2036
]
11 => [
'items' => [
101 => 0.61547278482902
102 => 0.62726490856915
103 => 0.64345801312607
104 => 0.64011420106954
105 => 0.65129206344219
106 => 0.66285997505247
107 => 0.67940260820259
108 => 0.68372746507996
109 => 0.69087628903868
110 => 0.69823477715854
111 => 0.70059812522583
112 => 0.70511048999011
113 => 0.70508670760044
114 => 0.71868502253478
115 => 0.73368438501212
116 => 0.73934629711127
117 => 0.75236555178362
118 => 0.73007053440632
119 => 0.74698156119371
120 => 0.76223573066639
121 => 0.74404908096547
122 => 0.76911514063227
123 => 0.77008839892822
124 => 0.78478344369159
125 => 0.76988720059398
126 => 0.76104185899312
127 => 0.78657802876419
128 => 0.7989341769346
129 => 0.79521240454801
130 => 0.76688953291943
131 => 0.75040440680649
201 => 0.70725965202559
202 => 0.75836647777828
203 => 0.78325912179586
204 => 0.76682506698505
205 => 0.77511344831974
206 => 0.82033216936517
207 => 0.8375485306439
208 => 0.83396764784937
209 => 0.8345727580953
210 => 0.84386239414224
211 => 0.88505775627039
212 => 0.86037254038219
213 => 0.87924346299133
214 => 0.88925253229904
215 => 0.89854951368354
216 => 0.87571906574435
217 => 0.84601698842136
218 => 0.83660909372478
219 => 0.76519102411393
220 => 0.76147340343773
221 => 0.75938659029675
222 => 0.7462295286284
223 => 0.73589168217958
224 => 0.72767064286385
225 => 0.70609618068922
226 => 0.71337692834818
227 => 0.67899173858202
228 => 0.7009901644581
301 => 0.64611057133187
302 => 0.69181592724331
303 => 0.66694057998825
304 => 0.6836437066497
305 => 0.68358543101431
306 => 0.65282967909944
307 => 0.6350904032511
308 => 0.64639456024461
309 => 0.65851351386674
310 => 0.66047977331888
311 => 0.67619231302703
312 => 0.68057734511966
313 => 0.66729049316141
314 => 0.64497331374588
315 => 0.65015708552344
316 => 0.63498535428148
317 => 0.60839747885217
318 => 0.62749335516527
319 => 0.63401352692498
320 => 0.63689320622006
321 => 0.61074708437345
322 => 0.60253140522933
323 => 0.59815744658922
324 => 0.64159817774442
325 => 0.64397795905901
326 => 0.63180266138641
327 => 0.68683616137566
328 => 0.67438038539124
329 => 0.68829653890504
330 => 0.64968671256835
331 => 0.65116165992944
401 => 0.63288314939173
402 => 0.64311789392233
403 => 0.63588430636932
404 => 0.64229102770598
405 => 0.64613119005927
406 => 0.66440670127325
407 => 0.69202460422502
408 => 0.66167694933247
409 => 0.64845404150937
410 => 0.65665745915437
411 => 0.67850424137673
412 => 0.71160323475982
413 => 0.69200796449771
414 => 0.70070401269077
415 => 0.70260371236069
416 => 0.68815488552575
417 => 0.71213598361481
418 => 0.72498764890284
419 => 0.73817079821093
420 => 0.74961735737169
421 => 0.73290515847361
422 => 0.75078960689417
423 => 0.73637789849733
424 => 0.72344910621034
425 => 0.72346871385147
426 => 0.71535829359032
427 => 0.69964333235564
428 => 0.6967452523932
429 => 0.71182143034495
430 => 0.7239110973429
501 => 0.72490686022245
502 => 0.73160032106203
503 => 0.73556144223876
504 => 0.77438581465386
505 => 0.79000129841127
506 => 0.80909561636385
507 => 0.81653392930317
508 => 0.83892058446776
509 => 0.82084154226712
510 => 0.8169300277645
511 => 0.76262732495432
512 => 0.77151938949739
513 => 0.78575644278746
514 => 0.76286208871924
515 => 0.77738328682163
516 => 0.78025007892808
517 => 0.76208414732863
518 => 0.77178735629946
519 => 0.74601851007389
520 => 0.6925862946546
521 => 0.71219546894498
522 => 0.7266344215994
523 => 0.70602825585153
524 => 0.74296401038585
525 => 0.72138690509563
526 => 0.71454799860235
527 => 0.68786698612583
528 => 0.70045939696839
529 => 0.71749081293892
530 => 0.70696737798376
531 => 0.72880508561743
601 => 0.7597331035306
602 => 0.78177425089083
603 => 0.78346629649913
604 => 0.76929531538869
605 => 0.79200440305617
606 => 0.79216981396775
607 => 0.76655387030948
608 => 0.75086424744897
609 => 0.74729953212381
610 => 0.75620488990966
611 => 0.76701763828142
612 => 0.78406632878086
613 => 0.79436849538971
614 => 0.82123108205862
615 => 0.82849932780051
616 => 0.83648492627643
617 => 0.84715614850762
618 => 0.85996968684138
619 => 0.83193439444225
620 => 0.83304828887359
621 => 0.80694221276655
622 => 0.77904412645617
623 => 0.8002152964202
624 => 0.82789378486545
625 => 0.8215443090341
626 => 0.82082986329505
627 => 0.82203136285741
628 => 0.81724406543506
629 => 0.79559129661931
630 => 0.78471741167355
701 => 0.7987474974775
702 => 0.80620386367502
703 => 0.8177680373839
704 => 0.81634250888419
705 => 0.84613057845669
706 => 0.85770532154809
707 => 0.85474400695413
708 => 0.85528896010743
709 => 0.87624447959263
710 => 0.89955132709146
711 => 0.92138126538351
712 => 0.94358761623186
713 => 0.91681699355555
714 => 0.90322452234299
715 => 0.91724848305038
716 => 0.9098071720975
717 => 0.95256715206894
718 => 0.95552776030715
719 => 0.99828464824534
720 => 1.0388660262942
721 => 1.0133775898326
722 => 1.0374120373915
723 => 1.0634072519837
724 => 1.1135562385036
725 => 1.0966678241063
726 => 1.0837315633531
727 => 1.071506859449
728 => 1.0969445276564
729 => 1.1296696814286
730 => 1.1367183661135
731 => 1.1481399281079
801 => 1.136131552233
802 => 1.1505943182951
803 => 1.2016542377557
804 => 1.187857396799
805 => 1.1682636646878
806 => 1.2085705672551
807 => 1.2231574786051
808 => 1.3255360616843
809 => 1.45479325187
810 => 1.4012799263846
811 => 1.3680624783916
812 => 1.3758693665984
813 => 1.4230697168222
814 => 1.4382289712499
815 => 1.3970208920071
816 => 1.4115762822444
817 => 1.4917779135062
818 => 1.5348035155017
819 => 1.4763689688825
820 => 1.3151503723078
821 => 1.1664994634908
822 => 1.2059283783467
823 => 1.2014583630237
824 => 1.2876250104573
825 => 1.1875283467051
826 => 1.1892137178105
827 => 1.2771622002609
828 => 1.2536990529618
829 => 1.2156917592702
830 => 1.1667769587961
831 => 1.0763534260484
901 => 0.99626278144695
902 => 1.1533389792843
903 => 1.146565568009
904 => 1.1367566647191
905 => 1.1585853175566
906 => 1.2645790595643
907 => 1.2621355607428
908 => 1.2465912679242
909 => 1.258381477026
910 => 1.2136248786098
911 => 1.2251596731105
912 => 1.1664759164274
913 => 1.1930034252983
914 => 1.2156102126879
915 => 1.2201488599556
916 => 1.2303746639987
917 => 1.1429962880531
918 => 1.1822266135583
919 => 1.2052707544083
920 => 1.1011564876953
921 => 1.2032127501082
922 => 1.1414752249272
923 => 1.1205205816143
924 => 1.1487332482708
925 => 1.1377387446371
926 => 1.1282863160317
927 => 1.1230116984565
928 => 1.1437279671307
929 => 1.1427615284357
930 => 1.1088656920303
1001 => 1.0646499552105
1002 => 1.0794902078193
1003 => 1.0740986049184
1004 => 1.0545587404749
1005 => 1.0677262498576
1006 => 1.0097432024603
1007 => 0.90998638310989
1008 => 0.9758887936068
1009 => 0.9733516224907
1010 => 0.97207226576241
1011 => 1.021596105842
1012 => 1.0168355313277
1013 => 1.0081950419687
1014 => 1.0544000511119
1015 => 1.0375346012295
1016 => 1.0895099437672
1017 => 1.1237442659169
1018 => 1.1150613344554
1019 => 1.147258879906
1020 => 1.0798320972663
1021 => 1.1022285697662
1022 => 1.1068444517083
1023 => 1.0538298884713
1024 => 1.0176144201933
1025 => 1.0151992613457
1026 => 0.95240663015061
1027 => 0.98594994689062
1028 => 1.0154666775051
1029 => 1.0013304541316
1030 => 0.99685534811919
1031 => 1.0197176942044
1101 => 1.021494294298
1102 => 0.98098762388886
1103 => 0.98941024334634
1104 => 1.024533966628
1105 => 0.98852521563783
1106 => 0.91856609445999
1107 => 0.90121526514737
1108 => 0.89890034467783
1109 => 0.85184351947036
1110 => 0.90237473052826
1111 => 0.88031650274922
1112 => 0.94999818000505
1113 => 0.91019637966685
1114 => 0.90848060360512
1115 => 0.90588695643819
1116 => 0.86538320308915
1117 => 0.87425095092478
1118 => 0.90372869532654
1119 => 0.91424668661965
1120 => 0.91314957395642
1121 => 0.90358423829745
1122 => 0.90796319997968
1123 => 0.89385703866982
1124 => 0.88887585951695
1125 => 0.87315388792923
1126 => 0.85004693300078
1127 => 0.85326009680677
1128 => 0.80747917282986
1129 => 0.7825352956697
1130 => 0.77563115922679
1201 => 0.7663986594316
1202 => 0.7766739946454
1203 => 0.8073494812243
1204 => 0.77034833624263
1205 => 0.70691246850009
1206 => 0.71072507224087
1207 => 0.71929086087421
1208 => 0.70332857042435
1209 => 0.68822160212705
1210 => 0.70135588539447
1211 => 0.67447727197169
1212 => 0.72253901289226
1213 => 0.72123907749183
1214 => 0.7391535223889
1215 => 0.75035579242445
1216 => 0.72453818677049
1217 => 0.71804512876675
1218 => 0.72174386969871
1219 => 0.66061192114059
1220 => 0.73415773798082
1221 => 0.73479376525891
1222 => 0.72934771356054
1223 => 0.76850859055561
1224 => 0.85115025559906
1225 => 0.82005713695644
1226 => 0.80801694162353
1227 => 0.78512852149435
1228 => 0.81562598233658
1229 => 0.8132842531784
1230 => 0.80269406585069
1231 => 0.79628908751149
]
'min_raw' => 0.59815744658922
'max_raw' => 1.5348035155017
'avg_raw' => 1.0664804810455
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.598157'
'max' => '$1.53'
'avg' => '$1.06'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.36782841601574
'max_diff' => 0.89211409495465
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.018775478749231
]
1 => [
'year' => 2028
'avg' => 0.032224172094107
]
2 => [
'year' => 2029
'avg' => 0.088030630319152
]
3 => [
'year' => 2030
'avg' => 0.067915500192078
]
4 => [
'year' => 2031
'avg' => 0.066701437863901
]
5 => [
'year' => 2032
'avg' => 0.11694861229046
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.018775478749231
'min' => '$0.018775'
'max_raw' => 0.11694861229046
'max' => '$0.116948'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.11694861229046
]
1 => [
'year' => 2033
'avg' => 0.30080385649506
]
2 => [
'year' => 2034
'avg' => 0.19066394020347
]
3 => [
'year' => 2035
'avg' => 0.22488855470382
]
4 => [
'year' => 2036
'avg' => 0.43650922556028
]
5 => [
'year' => 2037
'avg' => 1.0664804810455
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.11694861229046
'min' => '$0.116948'
'max_raw' => 1.0664804810455
'max' => '$1.06'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.0664804810455
]
]
]
]
'prediction_2025_max_price' => '$0.0321026'
'last_price' => 0.03112757
'sma_50day_nextmonth' => '$0.031735'
'sma_200day_nextmonth' => '$0.046871'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'artmak'
'sma_200day_date_nextmonth' => '4 Şub 2026'
'sma_50day_date_nextmonth' => '4 Şub 2026'
'daily_sma3' => '$0.030188'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.03404'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.035798'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.036431'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.03827'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.042395'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.05248'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.031591'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.032854'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.034652'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.036369'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.038837'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.044692'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.085188'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.046217'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.096589'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.675232'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.032696'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.034455'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.0381083'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.054089'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.202441'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.523426'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$1.06'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '36.59'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => -15.35
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.032435'
'vwma_10_action' => 'SELL'
'hma_9' => '0.030198'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 15.23
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -173.05
'cci_20_action' => 'BUY'
'adx_14' => 16.91
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.004673'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'SELL'
'williams_percent_r_14' => -84.77
'williams_percent_r_14_action' => 'BUY'
'ultimate_oscillator' => 32.96
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.000251'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 29
'buy_signals' => 3
'sell_pct' => 90.63
'buy_pct' => 9.38
'overall_action' => 'bearish'
'overall_action_label' => 'Ayı'
'overall_action_dir' => -1
'last_updated' => 1767712041
'last_updated_date' => '6 Ocak 2026'
]
Metavault Trade için 2026 fiyat tahmini
Metavault Trade için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.010754 ile üst sınırda $0.0321026 arasında olabileceğini gösteriyor. Kripto piyasasında, bugünün ortalama fiyatına kıyasla, Metavault Trade 3.13% artabilir ve eğer MVX tahmin edilen fiyat hedefine ulaşırsa 2026 yılına kadar bu gerçekleşebilir.
Metavault Trade fiyat tahmini 2027-2032
MVX için 2027-2032 fiyat tahmini, şu anda alt sınırda $0.018775 ve üst sınırda $0.116948 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Metavault Trade üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Metavault Trade Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.010353 | $0.018775 | $0.027197 |
| 2028 | $0.018684 | $0.032224 | $0.045763 |
| 2029 | $0.041044 | $0.08803 | $0.135017 |
| 2030 | $0.0349063 | $0.067915 | $0.100924 |
| 2031 | $0.04127 | $0.0667014 | $0.092132 |
| 2032 | $0.062995 | $0.116948 | $0.1709014 |
Metavault Trade fiyat tahmini 2032-2037
Metavault Trade için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.116948 ve üst sınırda $1.06 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Metavault Trade üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Metavault Trade Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.062995 | $0.116948 | $0.1709014 |
| 2033 | $0.146388 | $0.3008038 | $0.455219 |
| 2034 | $0.117689 | $0.190663 | $0.263638 |
| 2035 | $0.139145 | $0.224888 | $0.310631 |
| 2036 | $0.230329 | $0.4365092 | $0.642689 |
| 2037 | $0.598157 | $1.06 | $1.53 |
Metavault Trade Potansiyel fiyat histogramı
Teknik Analize Dayalı Metavault Trade Fiyat Tahmini
Piyasa Duyarlılık Göstergesi
Boğa 9.38%
Ayı 90.63%
6 Ocak 2026 itibariyle, Metavault Trade için genel fiyat tahmini duyarlılığı Ayı, 3 teknik gösterge yükseliş sinyalleri gösterirken 29 düşüş sinyalleri gösteriyor. MVX fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
Metavault Trade'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, Metavault Trade'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.046871 seviyesine ulaşması bekleniyor. Metavault Trade için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.031735 seviyesine ulaşması öngörülüyor.
Göreceli Güç Endeksi (RSI) momentum osilatörü, bir kripto paranın aşırı satılmış (30'un altında) veya aşırı satın alınmış (70'in üzerinde) olup olmadığını belirlemek için yaygın olarak kullanılan bir araçtır. Şu anda, RSI 36.59 seviyesinde olup, MVX piyasasının NEUTRAL durumda olduğunu gösteriyor.
19 Ekim 2024 Cumartesi için Popüler MVX Hareketli Ortalamaları ve Osilatörleri
Hareketli ortalamalar (MA), belirli bir dönem boyunca fiyat hareketlerini düzleştirmek için tasarlanmış, finansal piyasalar genelinde yaygın olarak kullanılan göstergelerdir. Gecikmeli göstergeler olarak, geçmiş fiyat verilerine dayanırlar. Aşağıdaki tablo iki türü vurgulamaktadır: basit hareketli ortalama (SMA) ve üstel hareketli ortalama (EMA).
Günlük Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 3 | $0.030188 | BUY |
| SMA 5 | $0.03404 | SELL |
| SMA 10 | $0.035798 | SELL |
| SMA 21 | $0.036431 | SELL |
| SMA 50 | $0.03827 | SELL |
| SMA 100 | $0.042395 | SELL |
| SMA 200 | $0.05248 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.031591 | SELL |
| EMA 5 | $0.032854 | SELL |
| EMA 10 | $0.034652 | SELL |
| EMA 21 | $0.036369 | SELL |
| EMA 50 | $0.038837 | SELL |
| EMA 100 | $0.044692 | SELL |
| EMA 200 | $0.085188 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.046217 | SELL |
| SMA 50 | $0.096589 | SELL |
| SMA 100 | $0.675232 | SELL |
| SMA 200 | — | — |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.054089 | SELL |
| EMA 50 | $0.202441 | SELL |
| EMA 100 | $0.523426 | SELL |
| EMA 200 | $1.06 | SELL |
Metavault Trade Osilatörleri
Osilatör, iki uç değer arasında yüksek ve düşük sınırlar belirleyerek, bu sınırlar içinde dalgalanan bir trend göstergesi oluşturan bir teknik analiz aracıdır. Tüccarlar, kısa vadeli aşırı alım veya aşırı satım koşullarını belirlemek için bu göstergeden faydalanırlar.
| Dönem | Değer | İşlem |
|---|---|---|
| RSI (14) | 36.59 | NEUTRAL |
| Stoch RSI (14) | -15.35 | NEUTRAL |
| Hızlı Stokastik (14) | 15.23 | BUY |
| Emtia Kanal Endeksi (20) | -173.05 | BUY |
| Ortalama Yön Endeksi (14) | 16.91 | NEUTRAL |
| Harika Osilatör (5, 34) | -0.004673 | NEUTRAL |
| Momentum (10) | -0.01 | BUY |
| MACD (12, 26) | -0 | SELL |
| Williams Yüzde Aralığı (14) | -84.77 | BUY |
| Ultimate Osilatör (7, 14, 28) | 32.96 | NEUTRAL |
| VWMA (10) | 0.032435 | SELL |
| Hull Hareketli Ortalaması (9) | 0.030198 | SELL |
| Ichimoku Bulutu B/L (9, 26, 52, 26) | -0.000251 | SELL |
Dünya genelinde para akışlarına göre Metavault Trade fiyat tahmini
Metavault Trade fiyat tahmini için kullanılan dünya genelinde para akışlarıyla ilgili tanımlamalar
M0: Tüm fiziksel para ve fiziksel parayla alım-satım yapılabilen merkez bankalarındaki hesapların toplamı.
M1: M0 ve "mevduat" veya "mevcut" hesaplar dahil olmak üzere vadesiz hesaplarının tümü.
M2: M1 ve çoğu tasarruf hesabı, para piyasası hesapları ve 100.000 $ altındaki para yatırma (CD) hesaplarının tümü.
İnternet şirketleri veya teknoloji nişlerine göre Metavault Trade fiyat tahminleri
| Karşılaştırma | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook hisseleri | $0.043739 | $0.061461 | $0.086363 | $0.121354 | $0.170523 | $0.239614 |
| Amazon.com hisseleri | $0.064949 | $0.135521 | $0.282772 | $0.590022 | $1.23 | $2.56 |
| Apple hisseleri | $0.044152 | $0.062626 | $0.08883 | $0.125999 | $0.17872 | $0.2535018 |
| Netflix hisseleri | $0.049114 | $0.077494 | $0.122274 | $0.19293 | $0.304413 | $0.480317 |
| Google hisseleri | $0.04031 | $0.0522013 | $0.06760052 | $0.087542 | $0.113366 | $0.1468097 |
| Tesla hisseleri | $0.070563 | $0.159962 | $0.362623 | $0.82204 | $1.86 | $4.22 |
| Kodak hisseleri | $0.023342 | $0.0175042 | $0.013126 | $0.009843 | $0.007381 | $0.005535 |
| Nokia hisseleri | $0.02062 | $0.01366 | $0.009049 | $0.005994 | $0.003971 | $0.00263 |
Bu hesaplama, piyasa değeri belirli internet şirketlerinin veya teknoloji nişlerinin piyasa değerine benzer şekilde davrandığını varsayarsak kripto para biriminin ne kadar olabileceğini gösterir. Verilerden çıkarım yaparak 2024, 2025, 2026, 2027, 2028, 2029 ve 2030 için gelecek fiyatların olası tahminlerine erişebilirsiniz.
Metavault Trade öngörü ve tahminlerine genel bakış
Şöyle sorularınız olabilir: "Metavault Trade için şimdi mi yatırım yapmalıyım?", "Bugün mü MVX satın almalıyım?", "Metavault Trade kısa ve uzun vade için iyi veya kötü bir yatırım mı?".
Metavault Trade öngörülerini gerçek zamanlı verilerle düzenli olarak güncelliyoruz. Benzer tahminlerimizi inceleyin. Teknik analiz yöntemleriyle Metavault Trade gibi büyük miktarlardaki dijital paralar için gelecek fiyatlara dair tahminlerde bulunuyoruz.
İyi yatırım getirisi sağlayacak kripto para birimleri bulmaya çalışıyorsanız yatırım hakkında sağduyulu karar vermek için Metavault Trade hakkında olabildiğince çok bilgi kaynağını kendiniz keşfetmelisiniz.
Metavault Trade fiyatı bugün $0.03112 USD'ye tekabül ediyor, ancak kripto para birimleri yüksek riskli varlıklar olduğu için fiyat düşebilir ya da yükselebilir ve yatırımınızı kaybedebilirsiniz
Bitcoin'in büyüme paternine göre Metavault Trade fiyat tahmini
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Metavault Trade, Bitcoin'in geçmiş yıllık ortama büyümesine göre %1 oranında büyüme gösterirse | $0.031936 | $0.032766 | $0.033618 | $0.034492 |
| Metavault Trade, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.032745 | $0.034448 | $0.036238 | $0.038122 |
| Metavault Trade, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.035173 | $0.039744 | $0.0449098 | $0.050746 |
| Metavault Trade, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.039218 | $0.049412 | $0.062256 | $0.078439 |
| Metavault Trade, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.0473096 | $0.0719042 | $0.109284 | $0.166098 |
| Metavault Trade, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.071582 | $0.164616 | $0.378561 | $0.870563 |
| Metavault Trade, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.112038 | $0.403261 | $1.45 | $5.22 |
Soru Kutusu
MVX iyi bir yatırım mı?
Metavault Trade satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, Metavault Trade değeri son 24 saat içinde 7.1339% oranında yükselmiştir, ve Metavault Trade son 30 günlük sürede oranında azalmıştır. Bu nedenle, Metavault Trade'a yatırım yapma kararı, bu yatırımın ticaret hedeflerinize uyup uymadığına bağlı olacaktır.
Metavault Trade yükselebilir mi?
Metavault Trade ortalama değeri yıl sonuna kadar $0.0321026 seviyesine kadar yükselebilir gibi görünmektedir. Metavault Trade'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.100924 seviyesine kadar büyüyebilir. Ancak piyasanın öngörülemezliği göz önüne alındığında, herhangi bir projeye, ağa veya varlığa yatırım yapmadan önce detaylı bir araştırma yapmanız önemlidir.
Önümüzdeki hafta Metavault Trade fiyatı ne olacak?
Yeni deneysel Metavault Trade tahminimize göre, Metavault Trade fiyatı önümüzdeki hafta 0.86% oranında artacak ve $0.031393 seviyesine ulaşacaktır 13 Ocak 2026 itibariyle.
Önümüzdeki ay Metavault Trade fiyatı ne olacak?
Yeni deneysel Metavault Trade tahminimize göre, Metavault Trade fiyatı önümüzdeki ay -11.62% oranında düşecek ve $0.027511 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Metavault Trade fiyatı ne kadar yükselebilir?
Son Metavault Trade değer tahminimize göre, MVX fiyatı $0.010754 ve $0.0321026 aralığında dalgalanması beklenmektedir. Ancak, kripto para piyasasının son derece dalgalı olduğunu ve bu Metavault Trade fiyat tahmininin ani ve aşırı fiyat dalgalanmalarını dikkate almadığını unutmamak önemlidir.
5 yıl içinde Metavault Trade nerede olacak?
Metavault Trade'ın geleceği $0.100924 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Metavault Trade'ın 2030 tahminine dayanarak, Metavault Trade değeri yaklaşık olarak $0.100924 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.0349063 seviyesinde beklenmektedir.
2026 yılında Metavault Trade ne kadar olacak?
Yeni deneysel Metavault Trade fiyat tahmin simülasyonumuza göre, 2026 yılında MVX'ın değeri 3.13% oranında artacaktır ve en iyi durumda $0.0321026 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.0321026 ve $0.010754 arasında olacaktır.
2027 yılında Metavault Trade ne kadar olacak?
Son deneysel simülasyonumuza göre, 2027 yılında MVX'ın değeri -12.62% oranında düşecektir ve en iyi durumda $0.027197 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.027197 ve $0.010353 arasında olacaktır.
2028 yılında Metavault Trade ne kadar olacak?
Yeni deneysel Metavault Trade fiyat tahmin modelimize göre, MVX'ın değeri 2028 yılında 47.02% oranında artacaktır, en iyi durumda $0.045763 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.045763 ve $0.018684 arasında olacaktır.
2029 yılında Metavault Trade ne kadar olacak?
Deneysel tahmin modelimize göre, Metavault Trade değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.135017 seviyesine ulaşacaktır. Fiyat aralığı $0.135017 ve $0.041044 arasında olacaktır.
2030 yılında Metavault Trade ne kadar olacak?
Yeni deneysel simülasyona göre, MVX'ın değeri 224.23% oranında artacaktır, $0.100924 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.100924 ve $0.0349063 arasında olacaktır.
2031 yılında Metavault Trade ne kadar olacak?
Metavault Trade'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.092132 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.092132 ve $0.04127 arasında olacaktır.
2032 yılında Metavault Trade ne kadar olacak?
Metavault Trade fiyatı 449.04% oranında artacaktır, 2032 yılında $0.1709014 seviyesine ulaşabilir. Fiyat $0.1709014 ve $0.062995 arasında olacaktır.
2033 yılında Metavault Trade ne kadar olacak?
MVX'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.455219 seviyesine ulaşacaktır. Fiyat aralığı $0.455219 ve $0.146388 arasında olacaktır.
2034 yılında Metavault Trade ne kadar olacak?
Yeni simülasyon sonuçlarına göre, MVX'ın değeri 746.96% oranında artacaktır, ve $0.263638 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.263638 ve $0.117689 arasında olacaktır.
2035 yılında Metavault Trade ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında MVX'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.310631 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.310631 ve $0.139145 arasında olacaktır.
2036 yılında Metavault Trade ne kadar olacak?
MVX'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.642689 seviyesine ulaşacaktır. Fiyat $0.642689 ve $0.230329 arasında olacaktır.
2037 yılında Metavault Trade ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında Metavault Trade'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $1.53 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $1.53 ve $0.598157 arasında olacaktır.
İlgili Tahminler
Baanx Fiyat Tahmini- Calaxy Fiyat Tahmini
- Polkadex Fiyat Tahmini
- Mobius Fiyat Tahmini
- BitKan Fiyat Tahmini
- Mean DAO Fiyat Tahmini
- DinoLFG Fiyat Tahmini
- ICE Token Fiyat Tahmini
- Silly Goose Fiyat Tahmini
- DeHub Fiyat Tahmini
- Crowny Token Fiyat Tahmini
- 5ire Fiyat Tahmini
- Giddy Fiyat Tahmini
- Dope Wars Paper Fiyat Tahmini
- Chumbi Valley Fiyat Tahmini
- OccamFi Fiyat Tahmini
- NMKR Fiyat Tahmini
- Dypius Fiyat Tahmini
- COMDEX Fiyat Tahmini
- Effect Network Fiyat Tahmini
- Sin City Fiyat Tahmini
- Parex Fiyat Tahmini
- Grai Fiyat Tahmini
- MIMO Parallel Governance Token Fiyat Tahmini
- Good Person Coin Fiyat Tahmini
Baanx Fiyat Tahmini
Calaxy Fiyat Tahmini
Polkadex Fiyat Tahmini
Mobius Fiyat Tahmini
BitKan Fiyat Tahmini
Mean DAO Fiyat Tahmini
DinoLFG Fiyat Tahmini
ICE Token Fiyat Tahmini
Silly Goose Fiyat Tahmini
DeHub Fiyat Tahmini
Crowny Token Fiyat Tahmini
5ire Fiyat Tahmini
Giddy Fiyat Tahmini
Dope Wars Paper Fiyat Tahmini
Chumbi Valley Fiyat Tahmini
OccamFi Fiyat Tahmini
NMKR Fiyat Tahmini
Dypius Fiyat Tahmini
COMDEX Fiyat Tahmini
Effect Network Fiyat Tahmini
Sin City Fiyat Tahmini
Parex Fiyat Tahmini
Grai Fiyat Tahmini
MIMO Parallel Governance Token Fiyat Tahmini
Good Person Coin Fiyat TahminiMetavault Trade fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
Metavault Trade tüccarları, piyasa yönünü tahmin etmek için göstergeler ve grafik desenleri kullanır. Ayrıca, bir düşüş trendinin ne zaman yavaşlayabileceğini veya bir yükseliş trendinin ne zaman durabileceğini ölçmek için önemli destek ve direnç seviyelerini belirlerler.
Metavault Trade Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, Metavault Trade fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), MVX'ın belirli bir dönem boyunca ortalama kapanış fiyatını hesaplar, örneğin 12 günlük SMA. Üssel hareketli ortalama (EMA), yakın fiyatlara daha fazla ağırlık verir ve fiyat değişikliklerine daha hızlı tepki verir.
Kripto piyasasında yaygın olarak kullanılan hareketli ortalamalar arasında 50 günlük, 100 günlük ve 200 günlük ortalamalar bulunur ve bunlar önemli direnç ve destek seviyelerini belirlemeye yardımcı olur. MVX'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca MVX'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
Metavault Trade grafiklerini nasıl okumalı ve fiyat hareketlerini tahmin etmeli?
Çoğu tüccar, daha ayrıntılı bilgi sağladığı için basit çizgi grafiklere kıyasla mum grafiklerini tercih eder. Mumlar, Metavault Trade'ın fiyat hareketini 5 dakikalık kısa vadeli trendler ve haftalık uzun vadeli trendler gibi farklı zaman dilimlerinde temsil edebilir. Popüler seçenekler arasında 1 saatlik, 4 saatlik ve 1 günlük grafikler bulunur.
Örneğin, 1 saatlik bir mum grafiği, her saat içinde MVX'ın açılış, kapanış, en yüksek ve en düşük fiyatlarını gösterir. Mumun rengi önemlidir: yeşil, fiyatın açılıştan daha yüksek kapandığını gösterirken, kırmızı bunun tersini ifade eder. Bazı grafikler aynı bilgiyi iletmek için boş ve dolu mumlar kullanır.
Metavault Trade fiyatını ne etkiler?
Metavault Trade'ın fiyat hareketi, blok ödülü yarılanmaları, hard fork'lar ve protokol güncellemeleri gibi faktörlerden etkilenen arz ve talep tarafından yönlendirilir. Düzenlemeler, şirketler ve hükümetler tarafından benimsenme ve kripto para borsası hackleri gibi gerçek dünya olayları da MVX'ın fiyatını etkiler. Metavault Trade'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle Metavault Trade'ın büyük sahipleri olan MVX "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan Metavault Trade pazarında fiyat hareketlerini önemli ölçüde etkileyebilir.
Yükseliş ve düşüş fiyat tahmin desenleri
Tüccarlar genellikle kripto para fiyat tahminlerinde avantaj elde etmek için mum desenlerini tanımlarlar. Belirli oluşumlar yükseliş trendlerini gösterirken, diğerleri düşüş hareketlerini önerir.
Genellikle takip edilen yükseliş mum desenleri:
- Çekiç
- Yutan Boğa
- Delici Çizgi
- Sabah Yıldızı
- Üç Beyaz Asker
Yaygın düşüş mum desenleri:
- Ayı Harami
- Karanlık Bulut Örtüsü
- Akşam Yıldızı
- Kayan Yıldız
- Asılan Adam