Metavault Trade Geleceği Fiyat Tahmini - MVX
2026 yılına kadar Metavault Trade fiyat tahmini $0.031353 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.0105035 | $0.031353 |
| 2027 | $0.010111 | $0.026562 |
| 2028 | $0.018248 | $0.044695 |
| 2029 | $0.040086 | $0.131865 |
| 2030 | $0.034091 | $0.098568 |
| 2031 | $0.0403067 | $0.089981 |
| 2032 | $0.061525 | $0.166911 |
| 2033 | $0.142971 | $0.444592 |
| 2034 | $0.114941 | $0.257483 |
| 2035 | $0.135896 | $0.30338 |
Yatırım Kârı Hesaplayıcı
Bugün Metavault Trade’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.46 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.54% getiri sağlayabilirsiniz.
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' => 0.0304
'ticker' => 'MVX'
'marketcap' => '$76.39K'
'low24h' => '$0.02874'
'high24h' => '$0.03071'
'volume24h' => '$305.97'
'current_supply' => '2.51M'
'max_supply' => '4M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.0304'
'change_24h_pct' => '5.3927%'
'ath_price' => '$4.62'
'ath_days' => 1028
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '15 Mar 2023'
'ath_pct' => '-99.34%'
'fdv' => '$121.6K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.49'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.030661'
'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' => '$0.026868'
'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' => '$0.0105035'
'current_year_max_price_prediction' => '$0.031353'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.034091'
'grand_prediction_max_price' => '$0.098568'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.030976981064127
107 => 0.031092637866776
108 => 0.031353218548728
109 => 0.029126585151912
110 => 0.03012627817656
111 => 0.030713504169972
112 => 0.028060395768273
113 => 0.030661060747264
114 => 0.029087824418286
115 => 0.028553844379014
116 => 0.029272778155373
117 => 0.02899260896354
118 => 0.028751735944488
119 => 0.028617324661134
120 => 0.029145230280667
121 => 0.029120602852532
122 => 0.028256846796911
123 => 0.027130112233554
124 => 0.027508281336818
125 => 0.027370888956248
126 => 0.026872961245093
127 => 0.02720850440239
128 => 0.025730942152157
129 => 0.023188873097634
130 => 0.024868241780733
131 => 0.024803587913236
201 => 0.024770986501424
202 => 0.026032985652431
203 => 0.025911673553336
204 => 0.025691490905587
205 => 0.026868917418097
206 => 0.02643914090241
207 => 0.027763610855677
208 => 0.028635992428245
209 => 0.028414728242854
210 => 0.02923520732844
211 => 0.027516993589163
212 => 0.028087715270581
213 => 0.028205340218135
214 => 0.0268543881577
215 => 0.02593152171304
216 => 0.025869977042629
217 => 0.024269853806418
218 => 0.025124626723459
219 => 0.025876791517547
220 => 0.025516562951525
221 => 0.025402525349044
222 => 0.025985118728379
223 => 0.026030391223528
224 => 0.024998173536363
225 => 0.025212804279608
226 => 0.026107850158329
227 => 0.025190251419915
228 => 0.02340750696008
301 => 0.02296536168567
302 => 0.02290637135571
303 => 0.021707238304527
304 => 0.022994907947106
305 => 0.022432805640719
306 => 0.024208480091576
307 => 0.02319422436838
308 => 0.02315050183132
309 => 0.023084408803852
310 => 0.022052265451136
311 => 0.022278239249249
312 => 0.023029410570957
313 => 0.023297436961093
314 => 0.023269479612727
315 => 0.023025729421681
316 => 0.023137317010939
317 => 0.022777854506246
318 => 0.022650920814274
319 => 0.022250283166547
320 => 0.021661456503364
321 => 0.021743336462363
322 => 0.02057671676772
323 => 0.019941080440885
324 => 0.01976514468317
325 => 0.019529876035091
326 => 0.019791718902996
327 => 0.020573411880704
328 => 0.019630524304172
329 => 0.018014009690082
330 => 0.018111164972796
331 => 0.018329444047391
401 => 0.017922682435943
402 => 0.017537716707622
403 => 0.01787241317514
404 => 0.017187474623015
405 => 0.018412215599083
406 => 0.018379089787977
407 => 0.018835597486381
408 => 0.019121061118674
409 => 0.018463159866187
410 => 0.018297699480341
411 => 0.018391953235874
412 => 0.016834148609742
413 => 0.018708291613665
414 => 0.018724499280188
415 => 0.018585719399455
416 => 0.01958364269137
417 => 0.021689572097391
418 => 0.020897236744032
419 => 0.020590420546748
420 => 0.020007162731431
421 => 0.020784319139919
422 => 0.020724645653276
423 => 0.020454779516177
424 => 0.020291563634426
425 => 0.020592293901024
426 => 0.02025429982636
427 => 0.020193586803094
428 => 0.019825731938524
429 => 0.019694424488203
430 => 0.019597209679485
501 => 0.019490185727216
502 => 0.019726253897213
503 => 0.019191292366646
504 => 0.018546181203707
505 => 0.018492547190709
506 => 0.018640635416149
507 => 0.018575117400263
508 => 0.018492233515655
509 => 0.018333985607855
510 => 0.018287036834042
511 => 0.018439597572627
512 => 0.018267365393609
513 => 0.018521503355722
514 => 0.018452391892122
515 => 0.018066340874497
516 => 0.017585178372143
517 => 0.017580895016599
518 => 0.017477229344732
519 => 0.01734519552537
520 => 0.017308466737348
521 => 0.01784422597219
522 => 0.018953231554389
523 => 0.018735507222349
524 => 0.018892835365535
525 => 0.019666734116623
526 => 0.019912733257646
527 => 0.019738128894157
528 => 0.019499119672284
529 => 0.019509634865054
530 => 0.020326401729205
531 => 0.020377342476655
601 => 0.020506053311354
602 => 0.02067148310762
603 => 0.019766302303799
604 => 0.019467000930596
605 => 0.019325175335364
606 => 0.018888407395462
607 => 0.019359424172993
608 => 0.019084982867675
609 => 0.019122014376013
610 => 0.019097897557628
611 => 0.019111066971238
612 => 0.018411873259019
613 => 0.018666622699212
614 => 0.018243052345425
615 => 0.017675939189708
616 => 0.017674038027555
617 => 0.017812838168988
618 => 0.017730274413613
619 => 0.017508097470809
620 => 0.017539656656888
621 => 0.017263164978693
622 => 0.017573227752665
623 => 0.017582119243564
624 => 0.017462728186352
625 => 0.017940422670072
626 => 0.018136134489814
627 => 0.018057548738353
628 => 0.018130620703998
629 => 0.018744554651311
630 => 0.018844652672539
701 => 0.018889109601465
702 => 0.018829543206119
703 => 0.018141842289541
704 => 0.018172344749521
705 => 0.017948537936885
706 => 0.017759444764389
707 => 0.017767007499626
708 => 0.017864225970681
709 => 0.018288784735565
710 => 0.019182243627158
711 => 0.019216149738984
712 => 0.019257244935628
713 => 0.019090090118086
714 => 0.019039674625658
715 => 0.019106185673513
716 => 0.019441721857358
717 => 0.020304812019394
718 => 0.019999738312277
719 => 0.019751708639635
720 => 0.019969297530862
721 => 0.019935801426576
722 => 0.019653060597112
723 => 0.019645125003727
724 => 0.019102454954276
725 => 0.018901842192993
726 => 0.01873419515406
727 => 0.018551128964082
728 => 0.018442601190229
729 => 0.018609349175858
730 => 0.018647486413076
731 => 0.018282889028241
801 => 0.018233195751921
802 => 0.018530933846759
803 => 0.018399910412016
804 => 0.018534671263874
805 => 0.018565936937462
806 => 0.018560902443905
807 => 0.018424098930088
808 => 0.018511293410255
809 => 0.018305052470733
810 => 0.01808079642539
811 => 0.017937735040107
812 => 0.017812895007108
813 => 0.017882163513161
814 => 0.017635233937011
815 => 0.01755623619589
816 => 0.018481753882312
817 => 0.019165443748264
818 => 0.019155502626842
819 => 0.019094988606836
820 => 0.019005077047926
821 => 0.019435144266799
822 => 0.01928531744721
823 => 0.019394328976911
824 => 0.019422076986419
825 => 0.019506061854036
826 => 0.019536079225465
827 => 0.0194453458806
828 => 0.019140833693088
829 => 0.018382018273959
830 => 0.018028787647971
831 => 0.017912215657873
901 => 0.017916452828312
902 => 0.017799572752061
903 => 0.017833999172715
904 => 0.017787600647891
905 => 0.017699733066883
906 => 0.017876737937638
907 => 0.017897136100078
908 => 0.017855821048193
909 => 0.017865552238539
910 => 0.017523481254821
911 => 0.017549488168774
912 => 0.017404678367085
913 => 0.017377528274977
914 => 0.017011461706339
915 => 0.016362921717801
916 => 0.016722275826751
917 => 0.016288226595973
918 => 0.016123845575358
919 => 0.016901999760455
920 => 0.016823894662908
921 => 0.016690212687379
922 => 0.016492469183806
923 => 0.016419124194806
924 => 0.015973503259842
925 => 0.015947173597709
926 => 0.016168035365854
927 => 0.016066115259245
928 => 0.015922980829402
929 => 0.015404562433815
930 => 0.014821688514744
1001 => 0.014839281814546
1002 => 0.015024683163447
1003 => 0.015563762590158
1004 => 0.015353134931973
1005 => 0.015200322149287
1006 => 0.015171704908625
1007 => 0.015529909589759
1008 => 0.016036844259765
1009 => 0.016274686664908
1010 => 0.016038992064793
1011 => 0.015768238798879
1012 => 0.015784718295625
1013 => 0.015894349004534
1014 => 0.015905869641945
1015 => 0.015729637099721
1016 => 0.015779245528069
1017 => 0.015703885789118
1018 => 0.015241403210281
1019 => 0.015233038366978
1020 => 0.015119537683593
1021 => 0.015116100928008
1022 => 0.014923007951496
1023 => 0.014895992909294
1024 => 0.014512595084525
1025 => 0.014764948693823
1026 => 0.014595683141865
1027 => 0.014340560029356
1028 => 0.014296576708598
1029 => 0.014295254516865
1030 => 0.014557208908927
1031 => 0.014761887604235
1101 => 0.01459862758861
1102 => 0.014561456447715
1103 => 0.014958346984842
1104 => 0.014907839046255
1105 => 0.01486409949718
1106 => 0.015991453820174
1107 => 0.015099064904969
1108 => 0.014709932402161
1109 => 0.014228307035679
1110 => 0.014385126683571
1111 => 0.014418170887542
1112 => 0.013259948700648
1113 => 0.012790058103673
1114 => 0.012628809358245
1115 => 0.012536008425528
1116 => 0.012578298975888
1117 => 0.01215534232594
1118 => 0.012439576189762
1119 => 0.012073331482543
1120 => 0.012011929365514
1121 => 0.012666820271035
1122 => 0.012757944514721
1123 => 0.012369180181073
1124 => 0.012618829818504
1125 => 0.012528303389582
1126 => 0.012079609696862
1127 => 0.012062472898168
1128 => 0.011837334175507
1129 => 0.01148503566999
1130 => 0.011324025799538
1201 => 0.011240170461055
1202 => 0.011274770808021
1203 => 0.011257275813807
1204 => 0.011143109142489
1205 => 0.011263819713768
1206 => 0.010955454085202
1207 => 0.010832660407237
1208 => 0.010777197351691
1209 => 0.010503505107476
1210 => 0.010939071179516
1211 => 0.011024883182825
1212 => 0.011110864262289
1213 => 0.011859270857246
1214 => 0.011821882578737
1215 => 0.012159854407627
1216 => 0.012146721443847
1217 => 0.012050326403467
1218 => 0.011643651584317
1219 => 0.011805744918948
1220 => 0.011306846829849
1221 => 0.011680655199975
1222 => 0.01151006467046
1223 => 0.011622978370347
1224 => 0.011419949356933
1225 => 0.011532313995819
1226 => 0.011045232392225
1227 => 0.010590402444211
1228 => 0.010773439292606
1229 => 0.010972421279613
1230 => 0.011403864927112
1231 => 0.011146900649995
]
'min_raw' => 0.010503505107476
'max_raw' => 0.031353218548728
'avg_raw' => 0.020928361828102
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0105035'
'max' => '$0.031353'
'avg' => '$0.020928'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.019897394892524
'max_diff' => 0.0009523185487276
'year' => 2026
]
1 => [
'items' => [
101 => 0.011239314720941
102 => 0.010929743053199
103 => 0.010291008277871
104 => 0.010294623447333
105 => 0.010196368017742
106 => 0.010111460981048
107 => 0.011176416088349
108 => 0.011043972086307
109 => 0.010832939902896
110 => 0.011115414866477
111 => 0.011190105730329
112 => 0.01119223207422
113 => 0.011398318515915
114 => 0.01150830688679
115 => 0.011527692813874
116 => 0.011851974282673
117 => 0.011960669153639
118 => 0.012408367944072
119 => 0.011498975141967
120 => 0.011480246795651
121 => 0.011119389868499
122 => 0.010890528700377
123 => 0.011135060188479
124 => 0.011351681705061
125 => 0.011126120902849
126 => 0.01115557438177
127 => 0.010852777433794
128 => 0.010961013094775
129 => 0.011054240226929
130 => 0.011002765684191
131 => 0.010925705802316
201 => 0.011333921211021
202 => 0.011310888097853
203 => 0.01169102767127
204 => 0.011987373652791
205 => 0.012518478629857
206 => 0.01196424289916
207 => 0.011944044346246
208 => 0.012141488440931
209 => 0.011960638925977
210 => 0.012074929576715
211 => 0.012500064639096
212 => 0.012509047073045
213 => 0.012358579731186
214 => 0.012349423779759
215 => 0.012378322678696
216 => 0.012547584432407
217 => 0.012488439174772
218 => 0.012556883564282
219 => 0.012642474321422
220 => 0.012996513982682
221 => 0.013081871746416
222 => 0.012874496633468
223 => 0.012893220284287
224 => 0.01281565629947
225 => 0.012740730462011
226 => 0.012909152802579
227 => 0.013216947940316
228 => 0.013215033162739
301 => 0.013286435652012
302 => 0.013330918811298
303 => 0.013139964527977
304 => 0.013015660311119
305 => 0.013063326457545
306 => 0.013139545663715
307 => 0.013038609596241
308 => 0.012415585429663
309 => 0.012604571162865
310 => 0.01257311469593
311 => 0.012528316861777
312 => 0.012718343477895
313 => 0.012700014947198
314 => 0.012151004294163
315 => 0.01218615017491
316 => 0.012153141631578
317 => 0.012259798987995
318 => 0.01195487907871
319 => 0.012048670389139
320 => 0.012107495419802
321 => 0.012142143814777
322 => 0.012267317576054
323 => 0.012252629879918
324 => 0.01226640456824
325 => 0.012452004211566
326 => 0.013390703517405
327 => 0.013441794849498
328 => 0.013190202444493
329 => 0.013290708647852
330 => 0.013097758715693
331 => 0.013227287297804
401 => 0.013315907464014
402 => 0.012915449973587
403 => 0.012891737479951
404 => 0.012697991174787
405 => 0.01280209946483
406 => 0.01263645568972
407 => 0.012677098878159
408 => 0.012563456980074
409 => 0.01276798977075
410 => 0.012996689211908
411 => 0.01305446772236
412 => 0.012902477336575
413 => 0.012792426280613
414 => 0.012599212879414
415 => 0.012920531071649
416 => 0.013014494303053
417 => 0.012920037522796
418 => 0.012898149822889
419 => 0.012856672671115
420 => 0.012906949396713
421 => 0.013013982559115
422 => 0.012963507696318
423 => 0.012996847232448
424 => 0.012869791300301
425 => 0.013140027741791
426 => 0.013569228246817
427 => 0.013570608196622
428 => 0.013520133061747
429 => 0.013499479724058
430 => 0.013551270275527
501 => 0.01357936452514
502 => 0.013746845671828
503 => 0.013926559614968
504 => 0.014765206172265
505 => 0.014529717574874
506 => 0.015273814691815
507 => 0.015862298902397
508 => 0.016038759585855
509 => 0.01587642406019
510 => 0.015321082996085
511 => 0.015293835314085
512 => 0.016123749322808
513 => 0.015889260602875
514 => 0.015861368915775
515 => 0.015564648488789
516 => 0.015740047010678
517 => 0.015701684780999
518 => 0.015641128124708
519 => 0.015975776286105
520 => 0.016602207769993
521 => 0.016504572548592
522 => 0.016431692384983
523 => 0.016112352723148
524 => 0.016304666526669
525 => 0.016236187264763
526 => 0.016530417631922
527 => 0.016356122080418
528 => 0.015887484120195
529 => 0.015962116260011
530 => 0.015950835762217
531 => 0.016182987607478
601 => 0.016113301385894
602 => 0.015937228409029
603 => 0.016600066695283
604 => 0.016557025663874
605 => 0.016618048005862
606 => 0.016644911927984
607 => 0.017048369912306
608 => 0.017213653739267
609 => 0.017251176061688
610 => 0.017408182913791
611 => 0.017247269588178
612 => 0.017891037619889
613 => 0.01831910579607
614 => 0.018816329010892
615 => 0.019542905768748
616 => 0.019816105350912
617 => 0.019766754291709
618 => 0.020317636497209
619 => 0.021307559575069
620 => 0.019966846048728
621 => 0.021378620647472
622 => 0.020931669109232
623 => 0.019871955052378
624 => 0.019803721960324
625 => 0.020521372623159
626 => 0.02211305272201
627 => 0.021714354909934
628 => 0.022113704848801
629 => 0.021647841932392
630 => 0.021624707911991
701 => 0.022091078926776
702 => 0.023180780223383
703 => 0.022663103984207
704 => 0.021920888155928
705 => 0.022468928773372
706 => 0.021994165271777
707 => 0.020924390224746
708 => 0.021714050033231
709 => 0.021186027007514
710 => 0.021340132197666
711 => 0.022449958060226
712 => 0.022316420876207
713 => 0.022489230357537
714 => 0.022184226146202
715 => 0.021899304118065
716 => 0.02136747599396
717 => 0.021210027905222
718 => 0.02125354089256
719 => 0.021210006342346
720 => 0.020912453394662
721 => 0.02084819686394
722 => 0.020741099830926
723 => 0.020774293679685
724 => 0.020572919925278
725 => 0.020952953805785
726 => 0.021023491442854
727 => 0.021300048408892
728 => 0.021328761470548
729 => 0.022098968684421
730 => 0.021674751493826
731 => 0.021959353010427
801 => 0.021933895572009
802 => 0.019894922269324
803 => 0.02017587480042
804 => 0.020612948771045
805 => 0.020416047539718
806 => 0.020137675266414
807 => 0.019912874730345
808 => 0.019572278931164
809 => 0.020051660977948
810 => 0.020681997392871
811 => 0.021344747842244
812 => 0.022140999082036
813 => 0.021963285074701
814 => 0.021329862479177
815 => 0.021358277354097
816 => 0.021533926930009
817 => 0.021306444769756
818 => 0.021239355839718
819 => 0.021524709941243
820 => 0.021526675018112
821 => 0.021264929300603
822 => 0.020974046834552
823 => 0.020972828026399
824 => 0.020921068301156
825 => 0.021657049872527
826 => 0.022061765320652
827 => 0.022108165294547
828 => 0.022058642232713
829 => 0.022077701693713
830 => 0.021842206691746
831 => 0.022380478432369
901 => 0.022874449811123
902 => 0.022742054929458
903 => 0.0225435761808
904 => 0.022385478297462
905 => 0.022704812092566
906 => 0.022690592661348
907 => 0.022870135402061
908 => 0.022861990306253
909 => 0.022801616835495
910 => 0.022742057085585
911 => 0.022978204761653
912 => 0.022910198023361
913 => 0.02284208565182
914 => 0.022705475863213
915 => 0.022724043402333
916 => 0.02252559892383
917 => 0.022433789427873
918 => 0.021053194890459
919 => 0.020684254917834
920 => 0.020800330943688
921 => 0.020838546185311
922 => 0.020677983036415
923 => 0.020908189346643
924 => 0.020872311937043
925 => 0.021011889950215
926 => 0.020924687667358
927 => 0.020928266479464
928 => 0.021184709799859
929 => 0.021259156386757
930 => 0.021221292251803
1001 => 0.021247810994018
1002 => 0.021858924215509
1003 => 0.021772043457714
1004 => 0.021725889786733
1005 => 0.021738674669015
1006 => 0.021894827199521
1007 => 0.021938541382451
1008 => 0.021753321317636
1009 => 0.021840672170947
1010 => 0.022212601017871
1011 => 0.022342755064944
1012 => 0.022758144305716
1013 => 0.022581679573281
1014 => 0.02290558822688
1015 => 0.023901172999447
1016 => 0.024696515004999
1017 => 0.023965085627795
1018 => 0.025425629934798
1019 => 0.026562873180437
1020 => 0.026519223890491
1021 => 0.026320919225704
1022 => 0.02502619802572
1023 => 0.023834776274289
1024 => 0.024831451159801
1025 => 0.024833991889052
1026 => 0.024748376632479
1027 => 0.024216627626907
1028 => 0.024729872919718
1029 => 0.024770612467228
1030 => 0.024747809154143
1031 => 0.024340118438322
1101 => 0.023717650069103
1102 => 0.023839278898469
1103 => 0.024038509402133
1104 => 0.023661324494861
1105 => 0.023540791062548
1106 => 0.023764885645641
1107 => 0.024486965084329
1108 => 0.024350460149166
1109 => 0.02434689545365
1110 => 0.024930921453376
1111 => 0.024512884878271
1112 => 0.023840813027517
1113 => 0.023671106021663
1114 => 0.023068760479218
1115 => 0.023484802690866
1116 => 0.023499775309398
1117 => 0.023271913241927
1118 => 0.023859302778473
1119 => 0.023853889880486
1120 => 0.024411528824041
1121 => 0.025477525044498
1122 => 0.02516225750762
1123 => 0.024795635663243
1124 => 0.024835497623048
1125 => 0.025272684934408
1126 => 0.025008351505944
1127 => 0.025103407649818
1128 => 0.025272541055549
1129 => 0.025374583438573
1130 => 0.024820815294474
1201 => 0.024691705450292
1202 => 0.024427592020493
1203 => 0.02435868975657
1204 => 0.024573804634233
1205 => 0.024517129464089
1206 => 0.023498516918787
1207 => 0.023392066240296
1208 => 0.023395330930629
1209 => 0.02312765563811
1210 => 0.022719386567587
1211 => 0.023792293308441
1212 => 0.02370612388183
1213 => 0.023610999503836
1214 => 0.023622651697368
1215 => 0.02408836414939
1216 => 0.023818227408175
1217 => 0.024536430209236
1218 => 0.02438878930449
1219 => 0.024237361967638
1220 => 0.024216430097095
1221 => 0.02415814349158
1222 => 0.023958257033779
1223 => 0.02371688212467
1224 => 0.02355750550214
1225 => 0.021730553580695
1226 => 0.022069625230424
1227 => 0.022459696256085
1228 => 0.022594347211032
1229 => 0.022364017435033
1230 => 0.023967351857212
1231 => 0.024260296506259
]
'min_raw' => 0.010111460981048
'max_raw' => 0.026562873180437
'avg_raw' => 0.018337167080742
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.010111'
'max' => '$0.026562'
'avg' => '$0.018337'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00039204412642797
'max_diff' => -0.0047903453682909
'year' => 2027
]
2 => [
'items' => [
101 => 0.023372948055989
102 => 0.023206961391142
103 => 0.023978233915325
104 => 0.023513062299011
105 => 0.023722529049355
106 => 0.023269776507299
107 => 0.024189734718724
108 => 0.024182726178505
109 => 0.023824841656062
110 => 0.024127323203743
111 => 0.024074759591128
112 => 0.023670708846721
113 => 0.024202543848014
114 => 0.024202807631539
115 => 0.023858351559769
116 => 0.02345610227907
117 => 0.023384189608385
118 => 0.023330013071132
119 => 0.023709204942273
120 => 0.024049187188235
121 => 0.024681809859224
122 => 0.024840866229454
123 => 0.025461673831446
124 => 0.025092013131034
125 => 0.025255878931619
126 => 0.025433778438387
127 => 0.02551907000397
128 => 0.025380091974851
129 => 0.026344461715348
130 => 0.026425884068971
131 => 0.026453184279841
201 => 0.02612800422931
202 => 0.02641684022352
203 => 0.026281703427072
204 => 0.026633291829346
205 => 0.026688425380129
206 => 0.026641729224049
207 => 0.026659229483291
208 => 0.025836310036257
209 => 0.025793637321682
210 => 0.025211791830539
211 => 0.025448898168965
212 => 0.025005639234081
213 => 0.025146201208405
214 => 0.025208159587364
215 => 0.025175796046303
216 => 0.025462303805588
217 => 0.025218713680528
218 => 0.02457583929057
219 => 0.023932789749914
220 => 0.023924716786748
221 => 0.02375541319346
222 => 0.023633037705013
223 => 0.023656611565592
224 => 0.023739688925058
225 => 0.023628209097855
226 => 0.023651998971159
227 => 0.02404706937911
228 => 0.024126297931911
229 => 0.023857048352899
301 => 0.022775972440634
302 => 0.02251067370009
303 => 0.02270136517369
304 => 0.022610226931413
305 => 0.01824821778951
306 => 0.019273007134804
307 => 0.018664112104388
308 => 0.018944718948317
309 => 0.018323194794866
310 => 0.018619818697765
311 => 0.01856504309387
312 => 0.020212874035382
313 => 0.020187145421747
314 => 0.020199460347566
315 => 0.019611636851865
316 => 0.020548055641664
317 => 0.02100936921005
318 => 0.020923992346005
319 => 0.020945479863312
320 => 0.020576253124413
321 => 0.020203035269488
322 => 0.01978907923056
323 => 0.020558158384375
324 => 0.02047264991109
325 => 0.020668775583829
326 => 0.021167578389991
327 => 0.021241028997966
328 => 0.021339747359947
329 => 0.021304363854429
330 => 0.022147342507774
331 => 0.022045252230702
401 => 0.022291260425069
402 => 0.021785202904569
403 => 0.021212550784703
404 => 0.021321393231281
405 => 0.02131091082842
406 => 0.021177457808855
407 => 0.02105698238988
408 => 0.020856424761025
409 => 0.021491018775666
410 => 0.021465255417577
411 => 0.021882334238421
412 => 0.021808611505549
413 => 0.021316273052419
414 => 0.02133385701659
415 => 0.021452117626206
416 => 0.021861418946362
417 => 0.021982927445543
418 => 0.021926639867446
419 => 0.022059868389724
420 => 0.022165166781569
421 => 0.022073092246537
422 => 0.023376673494572
423 => 0.02283533567502
424 => 0.023099179961665
425 => 0.023162105269369
426 => 0.023000923416862
427 => 0.023035877989181
428 => 0.023088824641694
429 => 0.023410306347736
430 => 0.024253967365871
501 => 0.024627619087808
502 => 0.025751768728908
503 => 0.024596592513785
504 => 0.024528049137774
505 => 0.024730542434202
506 => 0.025390537276852
507 => 0.025925401106656
508 => 0.026102846296037
509 => 0.026126298607115
510 => 0.026459197578726
511 => 0.026650009061055
512 => 0.02641877488746
513 => 0.026222828136565
514 => 0.025520971196667
515 => 0.025602213048553
516 => 0.026161888844381
517 => 0.026952463870729
518 => 0.027630859488647
519 => 0.027393308987726
520 => 0.029205651625233
521 => 0.029385337994986
522 => 0.029360511148642
523 => 0.029769863439857
524 => 0.02895738250494
525 => 0.028610031164187
526 => 0.026265194048199
527 => 0.026923997633128
528 => 0.027881607334002
529 => 0.027754864099239
530 => 0.027059422337484
531 => 0.027630331933709
601 => 0.027441571367203
602 => 0.027292688076717
603 => 0.02797475129288
604 => 0.027224794769096
605 => 0.02787412594399
606 => 0.027041351995718
607 => 0.027394394098405
608 => 0.027193990326195
609 => 0.027323676127377
610 => 0.026565535583581
611 => 0.026974609818192
612 => 0.02654851675051
613 => 0.026548314726917
614 => 0.026538908698831
615 => 0.027040205303374
616 => 0.027056552567651
617 => 0.026686093619477
618 => 0.026632704697388
619 => 0.026830111524616
620 => 0.026598999830862
621 => 0.02670713553777
622 => 0.026602275151265
623 => 0.026578668869565
624 => 0.026390570000703
625 => 0.026309531836111
626 => 0.026341308988544
627 => 0.026232837185046
628 => 0.026167478999842
629 => 0.026525907310753
630 => 0.02633441352319
701 => 0.026496558141401
702 => 0.026311773884667
703 => 0.025671231144158
704 => 0.025302848240475
705 => 0.024092922381998
706 => 0.024436055854554
707 => 0.024663553701856
708 => 0.02458836566468
709 => 0.024749898662442
710 => 0.024759815476588
711 => 0.024707299452381
712 => 0.02464649262407
713 => 0.024616895222876
714 => 0.024837490002677
715 => 0.024965552697231
716 => 0.024686386154361
717 => 0.024620981339322
718 => 0.02490323412737
719 => 0.025075408165028
720 => 0.026346644522856
721 => 0.026252467227429
722 => 0.026488833757591
723 => 0.026462222513634
724 => 0.026709972293385
725 => 0.027114938476408
726 => 0.026291528995997
727 => 0.026434444410438
728 => 0.026399404851216
729 => 0.026781957570939
730 => 0.026783151858773
731 => 0.026553792393373
801 => 0.026678131880499
802 => 0.026608728989861
803 => 0.026734149393607
804 => 0.026251209432231
805 => 0.026839378175039
806 => 0.027172831951455
807 => 0.027177461957464
808 => 0.027335516401032
809 => 0.027496108869594
810 => 0.027804352128341
811 => 0.027487512132406
812 => 0.026917547823473
813 => 0.026958697405604
814 => 0.026624527539818
815 => 0.026630144995634
816 => 0.026600158576238
817 => 0.02669015007812
818 => 0.026270957506233
819 => 0.026369341164985
820 => 0.026231603466599
821 => 0.026434144995582
822 => 0.02621624379171
823 => 0.02639938795408
824 => 0.026478426903233
825 => 0.026770082327197
826 => 0.026173166048453
827 => 0.024956013348416
828 => 0.025211873602514
829 => 0.024833436189313
830 => 0.024868462012718
831 => 0.024939219750313
901 => 0.024709870772275
902 => 0.024753623329668
903 => 0.024752060180436
904 => 0.024738589804835
905 => 0.02467892727777
906 => 0.024592404809653
907 => 0.024937083692418
908 => 0.024995651351108
909 => 0.025125840001379
910 => 0.02551319311678
911 => 0.025474487406136
912 => 0.025537618026081
913 => 0.025399804237205
914 => 0.024874854799124
915 => 0.02490336207922
916 => 0.024547875839629
917 => 0.025116749418991
918 => 0.024982032646633
919 => 0.02489517986711
920 => 0.024871481281532
921 => 0.025259794570384
922 => 0.025375983992473
923 => 0.025303582541809
924 => 0.025155085054209
925 => 0.025440244129742
926 => 0.025516540668459
927 => 0.02553362064977
928 => 0.026038867857785
929 => 0.025561858356102
930 => 0.025676679284224
1001 => 0.026572479388351
1002 => 0.025760112305872
1003 => 0.026190441267409
1004 => 0.026169378904066
1005 => 0.02638952063925
1006 => 0.026151320856325
1007 => 0.026154273628114
1008 => 0.026349744575265
1009 => 0.026075240883363
1010 => 0.026007269908893
1011 => 0.025913368494482
1012 => 0.026118398797535
1013 => 0.026241305191493
1014 => 0.027231840461991
1015 => 0.027871771420629
1016 => 0.027843990330017
1017 => 0.028097857494191
1018 => 0.027983488011574
1019 => 0.027614158783058
1020 => 0.028244558741233
1021 => 0.028045073817412
1022 => 0.028061519112158
1023 => 0.028060907017466
1024 => 0.028193547052532
1025 => 0.028099559431407
1026 => 0.027914300182538
1027 => 0.028037283917624
1028 => 0.028402501643341
1029 => 0.029536148670216
1030 => 0.03017055256528
1031 => 0.029497956759152
1101 => 0.029961904339802
1102 => 0.029683701112838
1103 => 0.029633143310669
1104 => 0.029924536676775
1105 => 0.030216440088393
1106 => 0.030197847103006
1107 => 0.029985940215577
1108 => 0.029866239391807
1109 => 0.030772654132115
1110 => 0.031440485072401
1111 => 0.031394943479469
1112 => 0.031595949259752
1113 => 0.032186108447538
1114 => 0.032240065207553
1115 => 0.032233267895973
1116 => 0.032099530436469
1117 => 0.032680618798699
1118 => 0.033165372933747
1119 => 0.032068574078641
1120 => 0.032486220724514
1121 => 0.032673715759581
1122 => 0.03294901409833
1123 => 0.033413488541158
1124 => 0.03391803098183
1125 => 0.033989378814967
1126 => 0.033938754113048
1127 => 0.033605994810596
1128 => 0.034158071169623
1129 => 0.034481464552957
1130 => 0.034674037912007
1201 => 0.035162371909405
1202 => 0.032674873665087
1203 => 0.030914098771074
1204 => 0.030639128345476
1205 => 0.031198291518607
1206 => 0.031345738388119
1207 => 0.031286302739901
1208 => 0.02930439051404
1209 => 0.030628693987773
1210 => 0.032053533174911
1211 => 0.032108267050929
1212 => 0.032821571339993
1213 => 0.033053852455842
1214 => 0.033628155903469
1215 => 0.033592233066454
1216 => 0.033732066816787
1217 => 0.033699921459169
1218 => 0.034763697662038
1219 => 0.035937200786098
1220 => 0.035896566104424
1221 => 0.035727861146081
1222 => 0.03597841677769
1223 => 0.037189597761957
1224 => 0.037078091625705
1225 => 0.037186410339004
1226 => 0.038614460978624
1227 => 0.040471129947965
1228 => 0.039608520805189
1229 => 0.041480134435918
1230 => 0.042658216006487
1231 => 0.044695586266877
]
'min_raw' => 0.01824821778951
'max_raw' => 0.044695586266877
'avg_raw' => 0.031471902028193
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.018248'
'max' => '$0.044695'
'avg' => '$0.031471'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0081367568084619
'max_diff' => 0.01813271308644
'year' => 2028
]
3 => [
'items' => [
101 => 0.044440497476016
102 => 0.045233630767472
103 => 0.043983835301738
104 => 0.041114052287074
105 => 0.040659898139916
106 => 0.041569126243542
107 => 0.043804374815126
108 => 0.041498730311448
109 => 0.041965159191665
110 => 0.041830827642784
111 => 0.041823669685416
112 => 0.042096859804618
113 => 0.041700583288078
114 => 0.040086081470908
115 => 0.040825998139398
116 => 0.040540280779977
117 => 0.040857305491895
118 => 0.042568157111177
119 => 0.041811748828683
120 => 0.041014934148696
121 => 0.042014316584733
122 => 0.043286873850872
123 => 0.043207239504162
124 => 0.043052715586971
125 => 0.04392375881757
126 => 0.045362467042799
127 => 0.04575134409488
128 => 0.046038405184486
129 => 0.046077986058805
130 => 0.046485693663675
131 => 0.044293347116746
201 => 0.047772657390174
202 => 0.048373438160389
203 => 0.0482605162754
204 => 0.048928258816774
205 => 0.048731792022108
206 => 0.048447142461334
207 => 0.049505656422323
208 => 0.048292155583721
209 => 0.046569743918833
210 => 0.045624794814035
211 => 0.046869180022102
212 => 0.04762908264561
213 => 0.048131329940865
214 => 0.048283309668943
215 => 0.044463532738374
216 => 0.042404884827338
217 => 0.043724454535866
218 => 0.045334420652106
219 => 0.044284403673681
220 => 0.04432556235129
221 => 0.042828514079664
222 => 0.045466876205832
223 => 0.045082489036168
224 => 0.047076690352355
225 => 0.046600758203782
226 => 0.048226951962684
227 => 0.047798720646277
228 => 0.04957628489859
301 => 0.050285403404469
302 => 0.051476123741322
303 => 0.052352022468215
304 => 0.052866366953919
305 => 0.052835487640255
306 => 0.05487357673802
307 => 0.053671786802477
308 => 0.052162055403296
309 => 0.052134749125426
310 => 0.052916660410121
311 => 0.054555331955958
312 => 0.054980215646092
313 => 0.055217667665178
314 => 0.054854001632184
315 => 0.053549544790213
316 => 0.052986286939597
317 => 0.053466198947473
318 => 0.052879307801149
319 => 0.053892446572276
320 => 0.055283702499797
321 => 0.054996413652386
322 => 0.055956777196529
323 => 0.056950652431527
324 => 0.058371938655303
325 => 0.058743515504274
326 => 0.059357717905822
327 => 0.059989933931994
328 => 0.0601929846809
329 => 0.06058067156351
330 => 0.060578628262271
331 => 0.061746948777352
401 => 0.063035642485362
402 => 0.063522094526807
403 => 0.06464066417299
404 => 0.062725152853258
405 => 0.064178090193083
406 => 0.065488676042985
407 => 0.063926141563619
408 => 0.066079731319584
409 => 0.066163350329669
410 => 0.067425898104887
411 => 0.066146064059816
412 => 0.065386102689228
413 => 0.067580082690735
414 => 0.068641680503742
415 => 0.068321918602895
416 => 0.065888514748855
417 => 0.064472169332203
418 => 0.060765320184196
419 => 0.065156243123976
420 => 0.067294933602965
421 => 0.065882976057184
422 => 0.066595085314611
423 => 0.070480122520926
424 => 0.07195929315156
425 => 0.071651636000572
426 => 0.071703624994621
427 => 0.072501758618065
428 => 0.076041122644631
429 => 0.073920253678097
430 => 0.075541578535568
501 => 0.076401523393849
502 => 0.077200288103468
503 => 0.075238774428823
504 => 0.072686873958467
505 => 0.071878579958012
506 => 0.065742584705898
507 => 0.065423179505749
508 => 0.065243887687937
509 => 0.064113478137964
510 => 0.063225285876921
511 => 0.062518962414474
512 => 0.060665358722974
513 => 0.061290895555749
514 => 0.058336638148655
515 => 0.060226667345259
516 => 0.055511601190499
517 => 0.059438448393131
518 => 0.057301243992571
519 => 0.058736319267619
520 => 0.058731312425177
521 => 0.056088883852784
522 => 0.054564786198305
523 => 0.055536000542507
524 => 0.056577219414582
525 => 0.056746153673495
526 => 0.058096121119734
527 => 0.058472868016526
528 => 0.057331307330615
529 => 0.055413891924677
530 => 0.055859263791887
531 => 0.054555760751631
601 => 0.052271421812102
602 => 0.053912073919203
603 => 0.054472264682949
604 => 0.054719676837582
605 => 0.052473291848656
606 => 0.051767428913744
607 => 0.051391633409961
608 => 0.055123911831501
609 => 0.055328374468575
610 => 0.0542823147092
611 => 0.059010604013031
612 => 0.057940446520421
613 => 0.059136074634618
614 => 0.055818850963105
615 => 0.055945573374591
616 => 0.054375146527629
617 => 0.055254480625968
618 => 0.054632995627523
619 => 0.055183439120571
620 => 0.05551337268074
621 => 0.057083541836109
622 => 0.059456377202688
623 => 0.056849010924824
624 => 0.055712944099386
625 => 0.056417753568406
626 => 0.05829475406311
627 => 0.061138505894474
628 => 0.059454947574467
629 => 0.060202082168212
630 => 0.060365297839241
701 => 0.059123904262785
702 => 0.061184277846344
703 => 0.062288448788218
704 => 0.063421099698599
705 => 0.064404548747924
706 => 0.062968694017465
707 => 0.064505264400747
708 => 0.063267059913008
709 => 0.062156262484279
710 => 0.062157947105461
711 => 0.061461127652258
712 => 0.060110952156776
713 => 0.059861959080001
714 => 0.061157252509746
715 => 0.062195955175657
716 => 0.062281507702271
717 => 0.06285658686859
718 => 0.06319691279543
719 => 0.066532569529131
720 => 0.067874198261426
721 => 0.069514716479543
722 => 0.070153790780041
723 => 0.07207717530372
724 => 0.070523886091195
725 => 0.070187822199419
726 => 0.065522320479254
727 => 0.066286296124565
728 => 0.067509494845392
729 => 0.065542490575628
730 => 0.066790102042821
731 => 0.067036406974469
801 => 0.065475652523225
802 => 0.066309318911854
803 => 0.064095348148515
804 => 0.059504635715245
805 => 0.061189388621607
806 => 0.062429933842385
807 => 0.060659522854211
808 => 0.063832916026146
809 => 0.061979085247234
810 => 0.061391509889889
811 => 0.059099168935148
812 => 0.060181065625491
813 => 0.061644346390448
814 => 0.060740209002352
815 => 0.062616429839562
816 => 0.065273658914873
817 => 0.067167358594666
818 => 0.067312733341918
819 => 0.066095211315836
820 => 0.068046298132754
821 => 0.068060509670166
822 => 0.065859675770258
823 => 0.064511677260859
824 => 0.06420540916331
825 => 0.064970526918384
826 => 0.065899521121573
827 => 0.067364286054724
828 => 0.068249412826462
829 => 0.070557354012187
830 => 0.071181816723185
831 => 0.071867911917308
901 => 0.072784746680578
902 => 0.073885641885491
903 => 0.071476945851139
904 => 0.071572647834955
905 => 0.069329703438433
906 => 0.066932795679986
907 => 0.068751749889878
908 => 0.071129790553972
909 => 0.070584265398127
910 => 0.070522882674027
911 => 0.070626111389816
912 => 0.070214803237495
913 => 0.068354471708339
914 => 0.067420224860688
915 => 0.068625641645948
916 => 0.069266267020384
917 => 0.070259821107732
918 => 0.070137344595084
919 => 0.072696633224172
920 => 0.073691095396565
921 => 0.073436669417431
922 => 0.073483489920695
923 => 0.075283916182108
924 => 0.0772863604707
925 => 0.079161913792763
926 => 0.081069807188855
927 => 0.078769767233519
928 => 0.077601948790943
929 => 0.078806839328943
930 => 0.078167507449418
1001 => 0.081841298067323
1002 => 0.082095663358796
1003 => 0.085769188319824
1004 => 0.089255800943055
1005 => 0.087065922023557
1006 => 0.08913087921033
1007 => 0.091364298766256
1008 => 0.095672927448899
1009 => 0.094221932887969
1010 => 0.093110493794281
1011 => 0.09206018922118
1012 => 0.094245706306648
1013 => 0.097057339122614
1014 => 0.097662937901689
1015 => 0.098644239280329
1016 => 0.097612520868512
1017 => 0.09885511205549
1018 => 0.10324200496776
1019 => 0.10205662777869
1020 => 0.10037320161132
1021 => 0.10383623224388
1022 => 0.10508948956761
1023 => 0.11388550580152
1024 => 0.12499083964214
1025 => 0.12039315851057
1026 => 0.11753922946596
1027 => 0.11820997048755
1028 => 0.12226526246687
1029 => 0.12356769354209
1030 => 0.12002723690472
1031 => 0.12127778604271
1101 => 0.1281684347443
1102 => 0.13186504669422
1103 => 0.126844551145
1104 => 0.11299320304045
1105 => 0.10022162750371
1106 => 0.1036092244476
1107 => 0.10322517608353
1108 => 0.11062831848746
1109 => 0.10202835692476
1110 => 0.10217315822164
1111 => 0.10972938977042
1112 => 0.10771351673981
1113 => 0.10444806060373
1114 => 0.10024546894727
1115 => 0.092476589577629
1116 => 0.085595476468707
1117 => 0.09909092390101
1118 => 0.09850897566785
1119 => 0.097666228386339
1120 => 0.099541671266562
1121 => 0.10864828953918
1122 => 0.10843835251275
1123 => 0.10710284026141
1124 => 0.10811581453338
1125 => 0.1042704813162
1126 => 0.10526151124288
1127 => 0.10021960442089
1128 => 0.10249875687306
1129 => 0.10444105440146
1130 => 0.10483099938649
1201 => 0.10570956534885
1202 => 0.098202315392907
1203 => 0.10157285022185
1204 => 0.10355272365744
1205 => 0.094607583447003
1206 => 0.1033759069963
1207 => 0.098071630873298
1208 => 0.096271279889596
1209 => 0.098695215310945
1210 => 0.097750605319891
1211 => 0.096938485118942
1212 => 0.096485308092817
1213 => 0.098265178746265
1214 => 0.098182145652876
1215 => 0.095269931805828
1216 => 0.091471067559376
1217 => 0.092746091093954
1218 => 0.092282863090432
1219 => 0.090604065048069
1220 => 0.091735372229773
1221 => 0.086753667943011
1222 => 0.078182904644093
1223 => 0.083845013408938
1224 => 0.083627028380681
1225 => 0.083517110444599
1226 => 0.087772028692188
1227 => 0.087363016480349
1228 => 0.0866206553108
1229 => 0.090590431003024
1230 => 0.089141409474344
1231 => 0.093606952393325
]
'min_raw' => 0.040086081470908
'max_raw' => 0.13186504669422
'avg_raw' => 0.085975564082565
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.040086'
'max' => '$0.131865'
'avg' => '$0.085975'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.021837863681398
'max_diff' => 0.087169460427344
'year' => 2029
]
4 => [
'items' => [
101 => 0.096548247772973
102 => 0.095802240123757
103 => 0.09856854264483
104 => 0.092775465061005
105 => 0.09469969305642
106 => 0.09509627377941
107 => 0.090541444587194
108 => 0.087429935936545
109 => 0.087222433783342
110 => 0.081827506575421
111 => 0.084709433143562
112 => 0.087245409261301
113 => 0.0860308735006
114 => 0.085646387761986
115 => 0.087610642015783
116 => 0.087763281394003
117 => 0.084283087394591
118 => 0.085006729930479
119 => 0.088024439600696
120 => 0.084930691389435
121 => 0.078920043975856
122 => 0.077429320313587
123 => 0.077230430297552
124 => 0.073187469494692
125 => 0.077528937596872
126 => 0.075633770426159
127 => 0.081620580810853
128 => 0.078200946827024
129 => 0.078053533240717
130 => 0.077830695984142
131 => 0.074350752608513
201 => 0.075112639045837
202 => 0.077645265602083
203 => 0.078548935289431
204 => 0.078454675137493
205 => 0.077632854350288
206 => 0.078009079698267
207 => 0.076797126766824
208 => 0.076369160962113
209 => 0.075018383161176
210 => 0.073033112955689
211 => 0.073309176954132
212 => 0.069375837202857
213 => 0.067232744948222
214 => 0.066639565257641
215 => 0.06584634058471
216 => 0.066729162095138
217 => 0.06936469454554
218 => 0.066185683250955
219 => 0.060735491368104
220 => 0.061063057186939
221 => 0.061799000326695
222 => 0.06042757515451
223 => 0.059129636324027
224 => 0.060258088832026
225 => 0.057948770682652
226 => 0.062078070392149
227 => 0.061966384407236
228 => 0.063505531984755
301 => 0.064467992551466
302 => 0.062249832545506
303 => 0.06169197130255
304 => 0.062009754419918
305 => 0.056757507360469
306 => 0.063076311346679
307 => 0.063130956625946
308 => 0.062663050568753
309 => 0.066027618620223
310 => 0.073127906643919
311 => 0.07045649268098
312 => 0.069422040450616
313 => 0.067455546004514
314 => 0.070075783095059
315 => 0.069874589768571
316 => 0.06896471724589
317 => 0.068414423505198
318 => 0.069428356595351
319 => 0.068288785974627
320 => 0.068084087777839
321 => 0.066843839419136
322 => 0.066401127182784
323 => 0.06607336066787
324 => 0.065712521940623
325 => 0.066508442257522
326 => 0.064704782107392
327 => 0.062529744781322
328 => 0.062348913961889
329 => 0.062848203753151
330 => 0.062627305188271
331 => 0.062347856384546
401 => 0.061814312514882
402 => 0.061656021446114
403 => 0.062170390627701
404 => 0.061589697811275
405 => 0.062446541693886
406 => 0.062213527569151
407 => 0.060911929610005
408 => 0.059289656639625
409 => 0.059275215007356
410 => 0.058925698956949
411 => 0.058480537716665
412 => 0.058356704043528
413 => 0.060163053709312
414 => 0.063902143457991
415 => 0.063168070671491
416 => 0.063698513490542
417 => 0.066307767161721
418 => 0.067137170440794
419 => 0.066548479638801
420 => 0.065742643360167
421 => 0.065778096066739
422 => 0.068531882574063
423 => 0.068703632860661
424 => 0.069137590426153
425 => 0.069695348534204
426 => 0.066643468256417
427 => 0.065634352780106
428 => 0.065156177883835
429 => 0.063683584280293
430 => 0.065271650231079
501 => 0.06434635220932
502 => 0.064471206525137
503 => 0.064389894988169
504 => 0.064434296585615
505 => 0.062076916168725
506 => 0.062935821692373
507 => 0.061507724671842
508 => 0.059595663072765
509 => 0.05958925317183
510 => 0.060057227539388
511 => 0.059778858073726
512 => 0.059029772999161
513 => 0.059136176998422
514 => 0.058203966001354
515 => 0.05924936429169
516 => 0.059279342574042
517 => 0.058876807289033
518 => 0.060487387592461
519 => 0.061147243656883
520 => 0.060882286309149
521 => 0.061128653543044
522 => 0.06319857470991
523 => 0.063536062177101
524 => 0.063685951816857
525 => 0.063485119556156
526 => 0.061166487902167
527 => 0.061269329075604
528 => 0.06051474878111
529 => 0.059877207947975
530 => 0.059902706237839
531 => 0.060230485100578
601 => 0.061661914618132
602 => 0.064674273650446
603 => 0.064788590473717
604 => 0.064927145798378
605 => 0.064363571660655
606 => 0.06419359230804
607 => 0.064417838949533
608 => 0.065549122619756
609 => 0.068459091360092
610 => 0.06743051405698
611 => 0.066594264698791
612 => 0.067327880837131
613 => 0.067214946382907
614 => 0.066261665936037
615 => 0.066234910528893
616 => 0.064405260569155
617 => 0.063728880638154
618 => 0.063163646941649
619 => 0.062546426500865
620 => 0.062180517534152
621 => 0.062742720009675
622 => 0.062871302367611
623 => 0.061642036829263
624 => 0.061474492478678
625 => 0.062478337252833
626 => 0.062036582594833
627 => 0.062490938215574
628 => 0.062596352616977
629 => 0.062579378470451
630 => 0.0621181358723
701 => 0.062412118149909
702 => 0.061716762423028
703 => 0.060960667509097
704 => 0.060478326060387
705 => 0.060057419173079
706 => 0.060290962777409
707 => 0.059458422471348
708 => 0.059192076071713
709 => 0.062312523569066
710 => 0.064617631685824
711 => 0.064584114500883
712 => 0.064380087257477
713 => 0.064076944159191
714 => 0.065526945813955
715 => 0.065021794231133
716 => 0.065389334214463
717 => 0.065482888565825
718 => 0.06576604941063
719 => 0.065867255074151
720 => 0.065561341267138
721 => 0.06453465716658
722 => 0.061976258002184
723 => 0.060785316284891
724 => 0.060392285681481
725 => 0.060406571597443
726 => 0.060012502260059
727 => 0.060128573340867
728 => 0.059972137474982
729 => 0.059675885790896
730 => 0.060272670070732
731 => 0.060341443899553
801 => 0.060202147317598
802 => 0.060234956705259
803 => 0.059081640501021
804 => 0.059169324627158
805 => 0.058681088270466
806 => 0.058589549839364
807 => 0.057355330845251
808 => 0.055168732994277
809 => 0.056380320461906
810 => 0.054916893175989
811 => 0.05436267108827
812 => 0.056986272252312
813 => 0.056722935462811
814 => 0.056272217348936
815 => 0.05560551132063
816 => 0.055358223569432
817 => 0.05385578147494
818 => 0.053767009180781
819 => 0.05451166005216
820 => 0.05416802929689
821 => 0.053685441573348
822 => 0.051937557757811
823 => 0.049972357644705
824 => 0.050031674683312
825 => 0.050656768275443
826 => 0.052474312199921
827 => 0.051764166344798
828 => 0.051248947378922
829 => 0.051152462354039
830 => 0.052360174445536
831 => 0.054069340078509
901 => 0.054871242353075
902 => 0.054076581553115
903 => 0.053163718013696
904 => 0.053219279787538
905 => 0.053588907376796
906 => 0.053627750010175
907 => 0.053033569689901
908 => 0.053200827969627
909 => 0.052946747348306
910 => 0.051387455044254
911 => 0.051359252391043
912 => 0.050976576912644
913 => 0.050964989651243
914 => 0.050313963199614
915 => 0.050222880098697
916 => 0.048930227564507
917 => 0.049781055377024
918 => 0.049210364750852
919 => 0.048350199364903
920 => 0.04820190652815
921 => 0.048197448666408
922 => 0.049080646188317
923 => 0.049770734699757
924 => 0.049220292158629
925 => 0.049094967061894
926 => 0.05043311121783
927 => 0.050262820176532
928 => 0.050115349233028
929 => 0.053916303042369
930 => 0.050907551510151
1001 => 0.049595564108571
1002 => 0.047971730559465
1003 => 0.048500458951133
1004 => 0.048611869791894
1005 => 0.044706842824291
1006 => 0.043122573869874
1007 => 0.042578912466635
1008 => 0.042266027642826
1009 => 0.042408613185996
1010 => 0.040982585310807
1011 => 0.041940899627258
1012 => 0.04070608002648
1013 => 0.040499058501959
1014 => 0.042707068912945
1015 => 0.043014300662624
1016 => 0.041703554569071
1017 => 0.042545265751649
1018 => 0.042240049576186
1019 => 0.040727247464388
1020 => 0.040669469551137
1021 => 0.039910398629002
1022 => 0.038722599620955
1023 => 0.038179743601376
1024 => 0.037897019473087
1025 => 0.038013676958602
1026 => 0.037954691364147
1027 => 0.037569770460938
1028 => 0.037976754579747
1029 => 0.036937078333637
1030 => 0.036523070875196
1031 => 0.036336073311118
1101 => 0.035413300801163
1102 => 0.036881842223298
1103 => 0.037171163383656
1104 => 0.037461054596076
1105 => 0.039984359683054
1106 => 0.039858302491694
1107 => 0.04099779810924
1108 => 0.04095351940494
1109 => 0.040628516796211
1110 => 0.039257384250317
1111 => 0.039803893245023
1112 => 0.038121823505673
1113 => 0.039382144524018
1114 => 0.03880698664351
1115 => 0.039187683066061
1116 => 0.038503156572301
1117 => 0.038882001797354
1118 => 0.037239772163885
1119 => 0.035706281238946
1120 => 0.036323402752532
1121 => 0.036994284414206
1122 => 0.038448926794183
1123 => 0.037582553793207
1124 => 0.037894134285548
1125 => 0.036850391794151
1126 => 0.034696852904094
1127 => 0.034709041700339
1128 => 0.034377766659498
1129 => 0.034091496657265
1130 => 0.037682067154321
1201 => 0.037235522954493
1202 => 0.036524013214325
1203 => 0.037476397275812
1204 => 0.037728222738037
1205 => 0.037735391854922
1206 => 0.038430226681592
1207 => 0.038801060153142
1208 => 0.038866421159787
1209 => 0.039959758772452
1210 => 0.040326231118746
1211 => 0.041835678848022
1212 => 0.03876959752395
1213 => 0.038706453596772
1214 => 0.037489799272653
1215 => 0.036718177865754
1216 => 0.037542632850535
1217 => 0.038272987417722
1218 => 0.037512493424911
1219 => 0.037611797885468
1220 => 0.036590896834762
1221 => 0.03695582092253
1222 => 0.037270142707499
1223 => 0.03709659269282
1224 => 0.036836779920929
1225 => 0.038213106672066
1226 => 0.038135448922899
1227 => 0.039417116035174
1228 => 0.040416267202086
1229 => 0.042206924712829
1230 => 0.040338280251282
1231 => 0.040270179419914
]
'min_raw' => 0.034091496657265
'max_raw' => 0.09856854264483
'avg_raw' => 0.066330019651047
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.034091'
'max' => '$0.098568'
'avg' => '$0.06633'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0059945848136436
'max_diff' => -0.033296504049391
'year' => 2030
]
5 => [
'items' => [
101 => 0.040935875970251
102 => 0.040326129204073
103 => 0.040711468112555
104 => 0.042144840657356
105 => 0.042175125560549
106 => 0.041667814412176
107 => 0.041636944482693
108 => 0.041734379138114
109 => 0.04230505695823
110 => 0.042105644592723
111 => 0.042336409630591
112 => 0.042624984844044
113 => 0.043818654280242
114 => 0.04410644394016
115 => 0.043407264268389
116 => 0.043470392364368
117 => 0.043208879974214
118 => 0.042956262282066
119 => 0.043524109962163
120 => 0.044561862758614
121 => 0.044555406952327
122 => 0.044796145430071
123 => 0.044946123507321
124 => 0.044302307809103
125 => 0.043883207463322
126 => 0.044043917203942
127 => 0.044300895578997
128 => 0.04396058258038
129 => 0.041860013104601
130 => 0.042497191698654
131 => 0.042391134024162
201 => 0.042240094998632
202 => 0.042880783002109
203 => 0.042818987081205
204 => 0.0409679593338
205 => 0.041086456124544
206 => 0.040975165516119
207 => 0.041334768239857
208 => 0.040306709476875
209 => 0.040622933428287
210 => 0.040821266126197
211 => 0.04093808560893
212 => 0.041360117684429
213 => 0.041310597091445
214 => 0.041357039414839
215 => 0.041982801570467
216 => 0.045147691817995
217 => 0.045319949811231
218 => 0.044471688452135
219 => 0.044810552133878
220 => 0.044160007966272
221 => 0.044596722624253
222 => 0.044895511701894
223 => 0.043545341313869
224 => 0.043465392986023
225 => 0.042812163791226
226 => 0.043163172159717
227 => 0.042604692607052
228 => 0.042741723954491
301 => 0.042358572360875
302 => 0.043048168944663
303 => 0.043819245077813
304 => 0.044014049359766
305 => 0.043501603162464
306 => 0.043130558343767
307 => 0.042479125871898
308 => 0.043562472590736
309 => 0.043879276185718
310 => 0.043560808556319
311 => 0.043487012647933
312 => 0.043347169534886
313 => 0.043516681025447
314 => 0.043877550805303
315 => 0.043707371281341
316 => 0.043819777855095
317 => 0.0433913999091
318 => 0.044302520938888
319 => 0.045749600407407
320 => 0.04575425300452
321 => 0.045584072563227
322 => 0.045514438393239
323 => 0.045689053853418
324 => 0.045783775577464
325 => 0.046348449956684
326 => 0.046954368063206
327 => 0.049781923483565
328 => 0.048987957236174
329 => 0.051496732617142
330 => 0.053480848219775
331 => 0.054075797734144
401 => 0.053528472175462
402 => 0.051656101005156
403 => 0.051564233542922
404 => 0.054362346566078
405 => 0.053571751475341
406 => 0.05347771270495
407 => 0.052477299069006
408 => 0.053068667431488
409 => 0.052939326495763
410 => 0.052735155501146
411 => 0.053863445141685
412 => 0.055975502625662
413 => 0.055646318660035
414 => 0.055400598100098
415 => 0.054323922134637
416 => 0.054972321550128
417 => 0.054741438937544
418 => 0.055733457162929
419 => 0.055145807542106
420 => 0.053565761939957
421 => 0.053817389409997
422 => 0.053779356424105
423 => 0.054562072578725
424 => 0.054327120617317
425 => 0.053733478282796
426 => 0.055968283842792
427 => 0.055823168000368
428 => 0.056028909086825
429 => 0.056119482675839
430 => 0.057479769438517
501 => 0.058037035400865
502 => 0.058163544530632
503 => 0.058692904094366
504 => 0.058150373582451
505 => 0.060320882447813
506 => 0.061764144190575
507 => 0.063440566974363
508 => 0.065890271241442
509 => 0.066811382706895
510 => 0.06664499216521
511 => 0.068502329982421
512 => 0.07183992475365
513 => 0.067319615493962
514 => 0.072079512120581
515 => 0.070572583804243
516 => 0.066999683874687
517 => 0.066769631240947
518 => 0.069189240555463
519 => 0.074555701136294
520 => 0.073211463626688
521 => 0.0745578998273
522 => 0.072987210479117
523 => 0.07290921251417
524 => 0.074481614951503
525 => 0.078155618953527
526 => 0.076410237370146
527 => 0.073907804885247
528 => 0.075755562089935
529 => 0.074154863797378
530 => 0.070548042537006
531 => 0.073210435713598
601 => 0.071430169217003
602 => 0.071949745624882
603 => 0.075691601006069
604 => 0.075241371066883
605 => 0.07582401029836
606 => 0.074795667305128
607 => 0.073835032794643
608 => 0.072041937143168
609 => 0.071511089919314
610 => 0.071657796994105
611 => 0.071511017218574
612 => 0.070507796680973
613 => 0.070291151301396
614 => 0.069930066177315
615 => 0.070041981555925
616 => 0.069363035883474
617 => 0.070644346644722
618 => 0.070882169212882
619 => 0.071814600332469
620 => 0.071911408424526
621 => 0.074508215820248
622 => 0.07307793794426
623 => 0.074037491827723
624 => 0.073951660296715
625 => 0.067077119450141
626 => 0.068024370524211
627 => 0.069497995931702
628 => 0.06883412968308
629 => 0.067895578128305
630 => 0.067137647425874
701 => 0.065989304909298
702 => 0.067605574949414
703 => 0.069730798181011
704 => 0.071965307592831
705 => 0.074649924240277
706 => 0.07405074905695
707 => 0.071915120551988
708 => 0.072010923286643
709 => 0.072603138095293
710 => 0.071836166109701
711 => 0.071609971098079
712 => 0.072572062374157
713 => 0.072578687768019
714 => 0.071696193806935
715 => 0.07071546326388
716 => 0.070711353967095
717 => 0.070536842439692
718 => 0.073018255692162
719 => 0.074382782081843
720 => 0.074539222833376
721 => 0.074372252372811
722 => 0.074436512676262
723 => 0.073642524835393
724 => 0.075457345589838
725 => 0.077122804581287
726 => 0.076676425994237
727 => 0.076007241035794
728 => 0.07547420298408
729 => 0.076550859169446
730 => 0.076502917364326
731 => 0.077108258249912
801 => 0.077080796490723
802 => 0.076877243118923
803 => 0.076676433263769
804 => 0.077472621640937
805 => 0.077243332174707
806 => 0.077013686558604
807 => 0.076553097118525
808 => 0.076615698873013
809 => 0.075946629458787
810 => 0.075637087333233
811 => 0.070982316460311
812 => 0.06973840958404
813 => 0.070129768009374
814 => 0.070258613364611
815 => 0.069717263497948
816 => 0.070493420145372
817 => 0.070372456954024
818 => 0.070843053970458
819 => 0.070549045385538
820 => 0.070561111600417
821 => 0.071425728159429
822 => 0.071676730024852
823 => 0.071549068450265
824 => 0.071638478241123
825 => 0.073698889133943
826 => 0.073405964593215
827 => 0.073250354269156
828 => 0.073293459392381
829 => 0.073819938551204
830 => 0.073967323970978
831 => 0.073342841590805
901 => 0.073637351091385
902 => 0.07489133516603
903 => 0.075330158622804
904 => 0.076730672449617
905 => 0.076135709283839
906 => 0.077227789924028
907 => 0.080584473494245
908 => 0.083266024594969
909 => 0.080799959382957
910 => 0.085724286485964
911 => 0.089558581488424
912 => 0.089411414859878
913 => 0.088742816837357
914 => 0.084377573917063
915 => 0.080360612299703
916 => 0.083720971261825
917 => 0.083729537507883
918 => 0.083440879692882
919 => 0.081648050795065
920 => 0.08337849313342
921 => 0.083515849362195
922 => 0.08343896640005
923 => 0.082064408687604
924 => 0.079965713121427
925 => 0.080375793211491
926 => 0.081047512764422
927 => 0.079775807515345
928 => 0.079369420632926
929 => 0.08012497116561
930 => 0.082559512407122
1001 => 0.082099276487752
1002 => 0.082087257867937
1003 => 0.084056342301409
1004 => 0.08264690280206
1005 => 0.080380965634685
1006 => 0.079808786615883
1007 => 0.077777936565109
1008 => 0.079180651928818
1009 => 0.079231133157552
1010 => 0.078462880288252
1011 => 0.080443305120945
1012 => 0.080425055157465
1013 => 0.082305173788771
1014 => 0.085899254471519
1015 => 0.084836307959661
1016 => 0.083600216814622
1017 => 0.083734614195178
1018 => 0.08520862173887
1019 => 0.084317403129635
1020 => 0.084637891555313
1021 => 0.085208136641254
1022 => 0.085552179659991
1023 => 0.083685111699303
1024 => 0.083249808845482
1025 => 0.082359331977106
1026 => 0.082127023183684
1027 => 0.082852298012567
1028 => 0.082661213719495
1029 => 0.07922689040575
1030 => 0.078867984511069
1031 => 0.078878991642459
1101 => 0.077976505705239
1102 => 0.076599998029536
1103 => 0.080217378014282
1104 => 0.079926851776307
1105 => 0.079606133294526
1106 => 0.07964541947855
1107 => 0.081215601525545
1108 => 0.080304816642194
1109 => 0.08272628752929
1110 => 0.082228505910981
1111 => 0.081717958072464
1112 => 0.081647384809514
1113 => 0.081450867449579
1114 => 0.080776936301475
1115 => 0.079963123943157
1116 => 0.079425774532975
1117 => 0.073266078576113
1118 => 0.074409282316404
1119 => 0.075724434013308
1120 => 0.07617841910894
1121 => 0.07540184618805
1122 => 0.08080760013366
1123 => 0.081795283470664
1124 => 0.078803526217889
1125 => 0.078243890588538
1126 => 0.080844289752351
1127 => 0.079275931170703
1128 => 0.079982162943987
1129 => 0.078455676138273
1130 => 0.081557379477524
1201 => 0.081533749694853
1202 => 0.080327117040737
1203 => 0.081346954697332
1204 => 0.081169732807527
1205 => 0.079807447512835
1206 => 0.08160056635123
1207 => 0.081601455715803
1208 => 0.080440098020672
1209 => 0.07908388648665
1210 => 0.078841427896653
1211 => 0.07865876791882
1212 => 0.0799372397867
1213 => 0.081083513665764
1214 => 0.083216445169308
1215 => 0.083752714826501
1216 => 0.08584581100002
1217 => 0.084599474139693
1218 => 0.085151959127112
1219 => 0.085751759734728
1220 => 0.086039326202956
1221 => 0.085570752074645
1222 => 0.088822191984876
1223 => 0.089096713134845
1224 => 0.08918875770183
1225 => 0.088092390458121
1226 => 0.089066221178483
1227 => 0.088610598034309
1228 => 0.089796002879695
1229 => 0.08998188949546
1230 => 0.089824450145015
1231 => 0.08988345349088
]
'min_raw' => 0.040306709476875
'max_raw' => 0.08998188949546
'avg_raw' => 0.065144299486168
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.0403067'
'max' => '$0.089981'
'avg' => '$0.065144'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0062152128196109
'max_diff' => -0.0085866531493699
'year' => 2031
]
6 => [
'items' => [
101 => 0.087108923120803
102 => 0.0869650490843
103 => 0.085003316387757
104 => 0.085802736961995
105 => 0.084308258515683
106 => 0.084782173025842
107 => 0.084991070026297
108 => 0.08488195408806
109 => 0.085847935001821
110 => 0.085026653888261
111 => 0.082859157998461
112 => 0.080691071575855
113 => 0.080663853016905
114 => 0.080093034131736
115 => 0.079680436628454
116 => 0.079759917545269
117 => 0.080040018662984
118 => 0.079664156642296
119 => 0.079744365861098
120 => 0.081076373324439
121 => 0.08134349792177
122 => 0.080435704167723
123 => 0.076790781251212
124 => 0.075896308024903
125 => 0.076539237641799
126 => 0.076231958694893
127 => 0.061525140327213
128 => 0.064980289153379
129 => 0.062927357046639
130 => 0.063873442612289
131 => 0.061777930535499
201 => 0.062778018733741
202 => 0.062593338960899
203 => 0.068149116028088
204 => 0.068062370210905
205 => 0.068103890843104
206 => 0.066122002886822
207 => 0.069279204215302
208 => 0.070834555118999
209 => 0.070546701061049
210 => 0.070619147725863
211 => 0.069374273997076
212 => 0.068115943941958
213 => 0.066720262255225
214 => 0.069313266317705
215 => 0.069024968530012
216 => 0.069686219928708
217 => 0.071367968414984
218 => 0.07161561226793
219 => 0.071948448117645
220 => 0.071829150158391
221 => 0.074671311543035
222 => 0.07432710704617
223 => 0.075156540849223
224 => 0.07345033258705
225 => 0.071519595983626
226 => 0.071886565891402
227 => 0.071851223738297
228 => 0.071401277565443
229 => 0.070995086279042
301 => 0.070318892230871
302 => 0.072458470257174
303 => 0.072371607296635
304 => 0.073777817660625
305 => 0.073529256319591
306 => 0.071869302850888
307 => 0.071928588413764
308 => 0.072327312315776
309 => 0.073707300293188
310 => 0.07411697468163
311 => 0.073927197182202
312 => 0.074376386446782
313 => 0.074731407326585
314 => 0.074420971603288
315 => 0.078816086794172
316 => 0.076990928540555
317 => 0.077880497973998
318 => 0.078092655042227
319 => 0.077549219173141
320 => 0.077667070954166
321 => 0.077845584289732
322 => 0.078929482306787
323 => 0.081773944331961
324 => 0.083033737200002
325 => 0.08682388620059
326 => 0.082929128939475
327 => 0.082698030161708
328 => 0.083380750448248
329 => 0.08560596913961
330 => 0.087409299884795
331 => 0.08800756872962
401 => 0.088086639833805
402 => 0.089209031958857
403 => 0.089852366193562
404 => 0.089072744033032
405 => 0.088412095881825
406 => 0.08604573620687
407 => 0.086319648782629
408 => 0.088206634803581
409 => 0.090872113701097
410 => 0.093159371890979
411 => 0.092358453791878
412 => 0.098468893527954
413 => 0.099074718668878
414 => 0.098991013223074
415 => 0.10037117305297
416 => 0.097631836855291
417 => 0.096460717558644
418 => 0.088554935510791
419 => 0.090776137793579
420 => 0.094004785758247
421 => 0.093577462093314
422 => 0.091232731639365
423 => 0.093157593202672
424 => 0.092521173773856
425 => 0.092019203365283
426 => 0.094318827118709
427 => 0.09179029633848
428 => 0.093979561729489
429 => 0.09117180622047
430 => 0.09236211231829
501 => 0.091686437008539
502 => 0.0921236817416
503 => 0.089567557966507
504 => 0.09094678030915
505 => 0.089510177782591
506 => 0.089509496645942
507 => 0.089477783565545
508 => 0.091167940067171
509 => 0.09122305601001
510 => 0.089974027801624
511 => 0.089794023323308
512 => 0.090459594223809
513 => 0.089680385012617
514 => 0.090044972098249
515 => 0.08969142798403
516 => 0.089611837757141
517 => 0.088977649288128
518 => 0.088704423458302
519 => 0.088811562346339
520 => 0.088445842087586
521 => 0.088225482403008
522 => 0.089433948477909
523 => 0.088788313803472
524 => 0.089334995704347
525 => 0.088711982681543
526 => 0.086552348110653
527 => 0.085310319431213
528 => 0.081230969925031
529 => 0.082387868384567
530 => 0.083154893260137
531 => 0.082901391543337
601 => 0.083446011323166
602 => 0.083479446554429
603 => 0.083302385112265
604 => 0.083097370645215
605 => 0.082997580940666
606 => 0.083741331642202
607 => 0.084173103957941
608 => 0.08323187446787
609 => 0.083011357567546
610 => 0.083962992548712
611 => 0.084543489337482
612 => 0.088829551472789
613 => 0.088512026146007
614 => 0.089308952405031
615 => 0.089219230738095
616 => 0.090054536417862
617 => 0.09141990817776
618 => 0.088643725625938
619 => 0.089125574923765
620 => 0.089007436603463
621 => 0.090297239806986
622 => 0.090301266431801
623 => 0.08952796498084
624 => 0.089947184242789
625 => 0.089713187551448
626 => 0.090136051199251
627 => 0.088507785401682
628 => 0.09049083738269
629 => 0.091615100070874
630 => 0.09163071045939
701 => 0.092163602050889
702 => 0.092705050770852
703 => 0.093744314438575
704 => 0.09267606627122
705 => 0.090754391810012
706 => 0.090893130499141
707 => 0.089766453465648
708 => 0.089785393110132
709 => 0.08968429180355
710 => 0.089987704435152
711 => 0.088574367411946
712 => 0.088906074786355
713 => 0.088441682519707
714 => 0.089124565425671
715 => 0.088389896303442
716 => 0.089007379633588
717 => 0.089273864968982
718 => 0.090257201593606
719 => 0.088244656684459
720 => 0.084140941377394
721 => 0.085003592087678
722 => 0.083727663927417
723 => 0.083845755936451
724 => 0.084084320588901
725 => 0.083311054496811
726 => 0.083458569298767
727 => 0.083453299031995
728 => 0.083407882720186
729 => 0.08320672634468
730 => 0.08291500980262
731 => 0.084077118720571
801 => 0.084274583670909
802 => 0.084713523794779
803 => 0.086019511867485
804 => 0.085889012861702
805 => 0.086101862154486
806 => 0.085637213343437
807 => 0.08386730966215
808 => 0.083963423947308
809 => 0.082764877271268
810 => 0.084682874261572
811 => 0.084228667257945
812 => 0.083935837047915
813 => 0.083855935612055
814 => 0.085165160976588
815 => 0.085556901725249
816 => 0.085312795179427
817 => 0.084812125532221
818 => 0.085773559264551
819 => 0.08603079837169
820 => 0.086088384721165
821 => 0.087791860958222
822 => 0.086183590119556
823 => 0.08657071689526
824 => 0.089590969489092
825 => 0.086852017152855
826 => 0.088302901291286
827 => 0.088231888062746
828 => 0.088974111292725
829 => 0.088171004094015
830 => 0.088180959570258
831 => 0.088840003515923
901 => 0.087914495153439
902 => 0.087685326267435
903 => 0.087368731092758
904 => 0.088060005074261
905 => 0.08847439256254
906 => 0.091814051383988
907 => 0.09397162328959
908 => 0.093877957402976
909 => 0.094733888271429
910 => 0.094348283575763
911 => 0.093103064296078
912 => 0.095228501768186
913 => 0.09455592441993
914 => 0.094611370879339
915 => 0.09460930715935
916 => 0.095056512298208
917 => 0.094739626471578
918 => 0.094115011979628
919 => 0.094529660228922
920 => 0.095761017289865
921 => 0.099583187389679
922 => 0.10172212441455
923 => 0.099454420695053
924 => 0.101018652355
925 => 0.10008067075176
926 => 0.099910211591918
927 => 0.10089266467018
928 => 0.1018768374025
929 => 0.10181414985414
930 => 0.10109969098831
1001 => 0.10069611130372
1002 => 0.10375215188453
1003 => 0.10600379052617
1004 => 0.10585024386599
1005 => 0.10652794888799
1006 => 0.1085177117932
1007 => 0.10869963077674
1008 => 0.10867671316617
1009 => 0.1082258079842
1010 => 0.11018498796775
1011 => 0.11181937037852
1012 => 0.10812143646248
1013 => 0.1095295612882
1014 => 0.11016171388941
1015 => 0.11108990145922
1016 => 0.11265590947179
1017 => 0.11435700953654
1018 => 0.11459756373731
1019 => 0.11442687902029
1020 => 0.11330495779956
1021 => 0.11516632178876
1022 => 0.11625666515927
1023 => 0.11690593968435
1024 => 0.11855239185097
1025 => 0.11016561784867
1026 => 0.10422904236013
1027 => 0.1033019603724
1028 => 0.10518721805014
1029 => 0.10568434546511
1030 => 0.10548395402748
1031 => 0.098801798585297
1101 => 0.1032667802069
1102 => 0.10807072500543
1103 => 0.10825526408983
1104 => 0.11066021930172
1105 => 0.11144337130116
1106 => 0.11337967547141
1107 => 0.11325855911837
1108 => 0.1137300183705
1109 => 0.11362163805297
1110 => 0.11720823379143
1111 => 0.12116478150557
1112 => 0.12102777883928
1113 => 0.12045897829362
1114 => 0.12130374409882
1115 => 0.12538732534924
1116 => 0.12501137462576
1117 => 0.12537657873021
1118 => 0.130191351165
1119 => 0.13645124022362
1120 => 0.13354289327331
1121 => 0.1398531693012
1122 => 0.1438251535674
1123 => 0.15069428964496
1124 => 0.14983423997684
1125 => 0.15250834424378
1126 => 0.14829457157313
1127 => 0.13861889777734
1128 => 0.13708768536216
1129 => 0.14015321139381
1130 => 0.14768950801298
1201 => 0.13991586659387
1202 => 0.14148846412855
1203 => 0.14103555593277
1204 => 0.14101142237975
1205 => 0.14193250194016
1206 => 0.14059642799751
1207 => 0.1351530224
1208 => 0.13764770310715
1209 => 0.13668438708171
1210 => 0.1377532580319
1211 => 0.14352151371415
1212 => 0.14097123037899
1213 => 0.13828471405359
1214 => 0.14165420171134
1215 => 0.14594471738124
1216 => 0.14567622462141
1217 => 0.14515523644608
1218 => 0.14809201951235
1219 => 0.15294272474111
1220 => 0.15425385087273
1221 => 0.1552216973783
1222 => 0.15535514705951
1223 => 0.15672976171457
1224 => 0.14933811226685
1225 => 0.1610688497714
1226 => 0.16309442408335
1227 => 0.16271370006416
1228 => 0.1649650406627
1229 => 0.16430263914761
1230 => 0.16334292327986
1231 => 0.16691177700242
]
'min_raw' => 0.061525140327213
'max_raw' => 0.16691177700242
'avg_raw' => 0.11421845866482
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.061525'
'max' => '$0.166911'
'avg' => '$0.114218'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.021218430850337
'max_diff' => 0.076929887506957
'year' => 2032
]
7 => [
'items' => [
101 => 0.16282037420115
102 => 0.15701314301803
103 => 0.15382718113697
104 => 0.15802271274617
105 => 0.16058477749603
106 => 0.16227813931777
107 => 0.16279054958187
108 => 0.14991190497215
109 => 0.14297102980988
110 => 0.1474200512116
111 => 0.15284816437675
112 => 0.14930795882415
113 => 0.14944672817931
114 => 0.14439932541095
115 => 0.15329474752389
116 => 0.15199875934431
117 => 0.15872234831253
118 => 0.15711770984509
119 => 0.16260053564045
120 => 0.16115672385903
121 => 0.16714990584128
122 => 0.16954074839292
123 => 0.17355534514206
124 => 0.17650849885307
125 => 0.17824264719701
126 => 0.17813853543507
127 => 0.18501009512302
128 => 0.18095817644904
129 => 0.17586801163062
130 => 0.17577594660832
131 => 0.17841221509597
201 => 0.18393711062116
202 => 0.18536963564688
203 => 0.18617022170759
204 => 0.184944096287
205 => 0.18054602897003
206 => 0.17864696580127
207 => 0.18026502264221
208 => 0.17828627816695
209 => 0.18170214626889
210 => 0.18639286276291
211 => 0.185424248356
212 => 0.18866218109552
213 => 0.19201310084047
214 => 0.19680506657497
215 => 0.19805786386394
216 => 0.200128690143
217 => 0.20226025061515
218 => 0.20294485039164
219 => 0.20425196378379
220 => 0.20424507465101
221 => 0.20818414883714
222 => 0.21252906964741
223 => 0.21416917666815
224 => 0.21794051232629
225 => 0.21148223217508
226 => 0.21638091185715
227 => 0.22079964355227
228 => 0.21553144946242
301 => 0.22279242768349
302 => 0.22307435501408
303 => 0.2273311229865
304 => 0.22301607314839
305 => 0.22045381032864
306 => 0.22785096708251
307 => 0.23143021822746
308 => 0.23035211865369
309 => 0.22214772766496
310 => 0.21737242020664
311 => 0.20487451950019
312 => 0.21967882275611
313 => 0.22688956702462
314 => 0.2221290535793
315 => 0.22452997965859
316 => 0.23762865384432
317 => 0.2426157808979
318 => 0.2415784933334
319 => 0.24175377785659
320 => 0.24444474109195
321 => 0.25637795401802
322 => 0.24922729622301
323 => 0.25469370617726
324 => 0.25759307030638
325 => 0.26028616129284
326 => 0.25367278099026
327 => 0.24506887038645
328 => 0.24234365073063
329 => 0.22165571433662
330 => 0.22057881740416
331 => 0.21997432252265
401 => 0.21616306780225
402 => 0.21316846558253
403 => 0.21078704671497
404 => 0.2045374924546
405 => 0.20664653355988
406 => 0.1966860484522
407 => 0.20305841384618
408 => 0.18716123910999
409 => 0.20040087861739
410 => 0.19319514476605
411 => 0.19803360124963
412 => 0.19801672033077
413 => 0.18910758791048
414 => 0.1839689862593
415 => 0.1872435032288
416 => 0.19075404535158
417 => 0.19132361900012
418 => 0.19587512849683
419 => 0.19714535696299
420 => 0.19329650540922
421 => 0.18683180549843
422 => 0.1883334078436
423 => 0.1839385563357
424 => 0.17623674811363
425 => 0.18176832123939
426 => 0.18365704351063
427 => 0.18449121086374
428 => 0.17691736703599
429 => 0.17453750086916
430 => 0.17327048009095
501 => 0.18585411736853
502 => 0.18654347742455
503 => 0.18301661391226
504 => 0.19895837141874
505 => 0.19535026071639
506 => 0.1993814043795
507 => 0.18819715316983
508 => 0.18862440662763
509 => 0.1833296028694
510 => 0.18629433917509
511 => 0.18419895911214
512 => 0.18605481777969
513 => 0.18716721181303
514 => 0.19246114674606
515 => 0.20046132685056
516 => 0.19167040940424
517 => 0.18784008078462
518 => 0.19021639511765
519 => 0.19654483333353
520 => 0.20613274117739
521 => 0.2004565067592
522 => 0.20297552320528
523 => 0.20352581623551
524 => 0.19934037112115
525 => 0.20628706450881
526 => 0.2100098539301
527 => 0.21382866555361
528 => 0.21714443268563
529 => 0.21230334821371
530 => 0.21748400254086
531 => 0.21330930966177
601 => 0.20956417857741
602 => 0.20956985839534
603 => 0.20722048295849
604 => 0.20266827200923
605 => 0.20182877446674
606 => 0.20619594669962
607 => 0.20969800525765
608 => 0.20998645157422
609 => 0.2119253711342
610 => 0.21307280375734
611 => 0.22431920332313
612 => 0.22884259826359
613 => 0.2343737199733
614 => 0.23652840359617
615 => 0.24301322880417
616 => 0.23777620577696
617 => 0.2366431429026
618 => 0.22091307811814
619 => 0.22348887534538
620 => 0.22761297523365
621 => 0.22098108300629
622 => 0.22518749217338
623 => 0.2260179264469
624 => 0.22075573384613
625 => 0.22356649828012
626 => 0.21610194127702
627 => 0.20062403379494
628 => 0.20630429584443
629 => 0.21048688066839
630 => 0.20451781641562
701 => 0.21521713305403
702 => 0.20896681315259
703 => 0.20698576181211
704 => 0.19925697423706
705 => 0.20290466446417
706 => 0.20783821772622
707 => 0.2047898553974
708 => 0.21111566494361
709 => 0.22007469829283
710 => 0.22645943897714
711 => 0.22694958008724
712 => 0.22284461957163
713 => 0.2294228449954
714 => 0.229470760186
715 => 0.22205049503515
716 => 0.21750562394646
717 => 0.21647301967262
718 => 0.21905266760267
719 => 0.22218483641902
720 => 0.22712339365776
721 => 0.23010766036625
722 => 0.23788904520924
723 => 0.23999446483796
724 => 0.24230768268658
725 => 0.2453988551023
726 => 0.24911060014772
727 => 0.24098951329811
728 => 0.24131217921825
729 => 0.233749935588
730 => 0.22566859373364
731 => 0.23180132484761
801 => 0.23981905497611
802 => 0.23797977882582
803 => 0.23777282268592
804 => 0.2381208655084
805 => 0.23673411135623
806 => 0.23046187372148
807 => 0.22731199524759
808 => 0.23137614209861
809 => 0.23353605527556
810 => 0.23688589224878
811 => 0.23647295413535
812 => 0.24510177443215
813 => 0.2484546730775
814 => 0.2475968581254
815 => 0.24775471672105
816 => 0.25382497956315
817 => 0.26057636028834
818 => 0.26689991926063
819 => 0.27333251505041
820 => 0.26557776975734
821 => 0.26164038834371
822 => 0.26570276091535
823 => 0.2635472088468
824 => 0.27593365041094
825 => 0.27679126075036
826 => 0.28917680663379
827 => 0.30093216452053
828 => 0.29354883485098
829 => 0.30051098217689
830 => 0.30804111214207
831 => 0.32256795456445
901 => 0.31767582509707
902 => 0.3139285305945
903 => 0.31038735539637
904 => 0.31775597883795
905 => 0.32723559517892
906 => 0.32927741374412
907 => 0.33258593985448
908 => 0.32910742919676
909 => 0.33329691213861
910 => 0.34808762787539
911 => 0.34409104592205
912 => 0.3384152570657
913 => 0.35009110662446
914 => 0.35431655119105
915 => 0.38397293404193
916 => 0.42141534243524
917 => 0.4059139395003
918 => 0.39629171847144
919 => 0.39855316865536
920 => 0.41222586869508
921 => 0.41661710599803
922 => 0.40468020925834
923 => 0.40889652298762
924 => 0.43212882617475
925 => 0.44459221145313
926 => 0.42766526018913
927 => 0.38096447298439
928 => 0.33790421437934
929 => 0.34932573399012
930 => 0.34803088811727
1001 => 0.372991099603
1002 => 0.34399572876422
1003 => 0.34448393644638
1004 => 0.36996029867231
1005 => 0.36316364200585
1006 => 0.3521539286562
1007 => 0.33798459747087
1008 => 0.31179127827028
1009 => 0.28859112499957
1010 => 0.33409196823963
1011 => 0.33212988914121
1012 => 0.32928850784286
1013 => 0.33561169445277
1014 => 0.36631529376268
1015 => 0.36560747642073
1016 => 0.36110470362285
1017 => 0.36452001710442
1018 => 0.35155520769009
1019 => 0.35489653427938
1020 => 0.33789739341437
1021 => 0.34558171503219
1022 => 0.35213030675607
1023 => 0.3534450334982
1024 => 0.35640717997982
1025 => 0.3310959626139
1026 => 0.3424599561129
1027 => 0.34913523763136
1028 => 0.31897607288211
1029 => 0.34853908791338
1030 => 0.33065535063194
1031 => 0.32458534159389
1101 => 0.33275780910074
1102 => 0.32957299056533
1103 => 0.32683487060742
1104 => 0.32530695262402
1105 => 0.33130791079872
1106 => 0.33102795892718
1107 => 0.32120922661758
1108 => 0.30840109058243
1109 => 0.31269992144856
1110 => 0.31113811589314
1111 => 0.30547793108338
1112 => 0.30929221223184
1113 => 0.29249604841754
1114 => 0.26359912156365
1115 => 0.28268931658013
1116 => 0.28195436483814
1117 => 0.28158376884241
1118 => 0.29592952278306
1119 => 0.29455050955453
1120 => 0.29204758704139
1121 => 0.30543196294861
1122 => 0.30054648569722
1123 => 0.31560237542281
1124 => 0.32551915814998
1125 => 0.32300394127605
1126 => 0.33233072336293
1127 => 0.3127989578293
1128 => 0.31928662686115
1129 => 0.32062372645709
1130 => 0.30526680182752
1201 => 0.29477613317326
1202 => 0.2940765251764
1203 => 0.2758871514331
1204 => 0.28560376806728
1205 => 0.29415398860443
1206 => 0.29005909649105
1207 => 0.28876277597938
1208 => 0.2953853963359
1209 => 0.29590003065651
1210 => 0.28416631360811
1211 => 0.28660612494097
1212 => 0.29678054378386
1213 => 0.286349755691
1214 => 0.26608443828611
1215 => 0.26105835937977
1216 => 0.26038778780465
1217 => 0.2467566631873
1218 => 0.26139422600542
1219 => 0.25500453757302
1220 => 0.27518948677077
1221 => 0.26365995204307
1222 => 0.26316293684474
1223 => 0.2624116254762
1224 => 0.25067875342338
1225 => 0.25324750674003
1226 => 0.26178643399675
1227 => 0.26483321943985
1228 => 0.26451541475656
1229 => 0.2617445885948
1230 => 0.26301305862273
1231 => 0.25892687469852
]
'min_raw' => 0.14297102980988
'max_raw' => 0.44459221145313
'avg_raw' => 0.29378162063151
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.142971'
'max' => '$0.444592'
'avg' => '$0.293781'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.081445889482672
'max_diff' => 0.27768043445071
'year' => 2033
]
8 => [
'items' => [
101 => 0.25748395810831
102 => 0.25292971644416
103 => 0.24623623933922
104 => 0.24716700838414
105 => 0.23390547879571
106 => 0.22667989363328
107 => 0.224679946892
108 => 0.22200553452604
109 => 0.22498202888508
110 => 0.23386791054861
111 => 0.22314965201744
112 => 0.20477394956416
113 => 0.20587836059227
114 => 0.20835964426987
115 => 0.203735788552
116 => 0.19935969716583
117 => 0.20316435358259
118 => 0.19537832621053
119 => 0.2093005484796
120 => 0.2089239913838
121 => 0.21411333490126
122 => 0.21735833789877
123 => 0.20987965657169
124 => 0.20799878844244
125 => 0.20907021640955
126 => 0.19136189874844
127 => 0.21266618755276
128 => 0.21285042792701
129 => 0.21127284998703
130 => 0.2226167260792
131 => 0.24655584287737
201 => 0.23754898418916
202 => 0.23406125627134
203 => 0.22743108295005
204 => 0.23626539523993
205 => 0.23558705789281
206 => 0.23251935915732
207 => 0.23066400539029
208 => 0.23408255159429
209 => 0.23024040968424
210 => 0.2295502554222
211 => 0.22536867148945
212 => 0.22387603627541
213 => 0.22277094858645
214 => 0.22155435562458
215 => 0.22423785654239
216 => 0.2181566904187
217 => 0.21082340021759
218 => 0.21021371648467
219 => 0.21189710687521
220 => 0.21115233194107
221 => 0.21021015078882
222 => 0.20841127038141
223 => 0.20787758099152
224 => 0.20961181259936
225 => 0.2076539662261
226 => 0.21054287519925
227 => 0.20975725180918
228 => 0.20536882341525
301 => 0.19989921683213
302 => 0.19985052586066
303 => 0.19867210809428
304 => 0.19717121589249
305 => 0.19675370201772
306 => 0.20284393603122
307 => 0.2154505381738
308 => 0.21297556052279
309 => 0.21476398552156
310 => 0.22356126644621
311 => 0.22635765750869
312 => 0.22437284536869
313 => 0.22165591209359
314 => 0.22177544336902
315 => 0.2310600268417
316 => 0.23163909492419
317 => 0.23310221315419
318 => 0.23498273355691
319 => 0.22469310612488
320 => 0.2212908028423
321 => 0.21967860279442
322 => 0.21471365064688
323 => 0.22006792587517
324 => 0.21694821899257
325 => 0.2173691740354
326 => 0.21709502651152
327 => 0.21724472959733
328 => 0.20929665693474
329 => 0.21219251687459
330 => 0.20737758806332
331 => 0.20093093888615
401 => 0.20090932745762
402 => 0.20248713571077
403 => 0.20154859362216
404 => 0.19902300099381
405 => 0.19938174950621
406 => 0.1962387350447
407 => 0.19976336836795
408 => 0.19986444223992
409 => 0.19850726642239
410 => 0.20393745036252
411 => 0.2061622011534
412 => 0.20526887895678
413 => 0.20609952328667
414 => 0.21307840701804
415 => 0.2142162695763
416 => 0.2147216329617
417 => 0.21404451297308
418 => 0.20622708446997
419 => 0.20657382066635
420 => 0.20402970052035
421 => 0.20188018708976
422 => 0.20196615635427
423 => 0.20307128567478
424 => 0.20789745023243
425 => 0.21805382902607
426 => 0.21843925617707
427 => 0.21890640512779
428 => 0.21700627557497
429 => 0.21643317832005
430 => 0.21718924152824
501 => 0.2210034434061
502 => 0.23081460618168
503 => 0.22734668599126
504 => 0.22452721289506
505 => 0.22700065092492
506 => 0.22661988452767
507 => 0.22340583294513
508 => 0.22331562522194
509 => 0.21714683264061
510 => 0.2148663704799
511 => 0.21296064560877
512 => 0.21087964379971
513 => 0.20964595617149
514 => 0.21154146106944
515 => 0.21197498546656
516 => 0.20783043087944
517 => 0.20726554340387
518 => 0.21065007614613
519 => 0.20916066947436
520 => 0.21069256117179
521 => 0.21104797318591
522 => 0.21099074366581
523 => 0.20943563204321
524 => 0.21042681381736
525 => 0.20808237343599
526 => 0.20553314664481
527 => 0.20390689877448
528 => 0.20248778181714
529 => 0.20327519038463
530 => 0.20046822261664
531 => 0.19957021713456
601 => 0.21009102373457
602 => 0.21786285668773
603 => 0.21774985115861
604 => 0.21706195906274
605 => 0.21603989094209
606 => 0.22092867275701
607 => 0.21922551892697
608 => 0.22046470564159
609 => 0.22078013066896
610 => 0.22173482722688
611 => 0.22207604918739
612 => 0.22104463942883
613 => 0.217583102303
614 => 0.20895728089852
615 => 0.20494193774977
616 => 0.20361680762985
617 => 0.20366497359293
618 => 0.20233634130889
619 => 0.20272768306166
620 => 0.20220024861783
621 => 0.2012014153813
622 => 0.20321351524692
623 => 0.20344539101242
624 => 0.20297574286098
625 => 0.20308636200216
626 => 0.19919787589761
627 => 0.19949350905079
628 => 0.19784738608663
629 => 0.19753875787516
630 => 0.19337750236609
701 => 0.18600523504814
702 => 0.19009018678559
703 => 0.18515613951789
704 => 0.18328754105459
705 => 0.19213319555314
706 => 0.19124533718175
707 => 0.18972570959269
708 => 0.18747786367033
709 => 0.18664411575208
710 => 0.18157852733335
711 => 0.18127922534571
712 => 0.18378986774842
713 => 0.1826312926655
714 => 0.18100421446238
715 => 0.17511110214495
716 => 0.16848529275772
717 => 0.16868528429476
718 => 0.17079283098328
719 => 0.17692080722152
720 => 0.17452650089017
721 => 0.17278940417528
722 => 0.17246409817752
723 => 0.17653598381376
724 => 0.18229855507547
725 => 0.1850022245812
726 => 0.18232297021268
727 => 0.17924518705544
728 => 0.17943251745514
729 => 0.1806787426789
730 => 0.18080970332924
731 => 0.1788063828951
801 => 0.17937030586279
802 => 0.17851365530866
803 => 0.17325639243924
804 => 0.1731613052249
805 => 0.17187108813192
806 => 0.17183202087111
807 => 0.16963703973623
808 => 0.16932994670227
809 => 0.16497167843313
810 => 0.16784030380593
811 => 0.16591618051545
812 => 0.16301607286189
813 => 0.1625160932093
814 => 0.1625010632172
815 => 0.1654788253252
816 => 0.16780550692196
817 => 0.16594965146387
818 => 0.16552710915032
819 => 0.1700387555983
820 => 0.16946460746322
821 => 0.1689673988811
822 => 0.18178258002342
823 => 0.17163836416822
824 => 0.16721490704376
825 => 0.16174003886051
826 => 0.16352268354765
827 => 0.16389831297574
828 => 0.15073224191419
829 => 0.14539076852424
830 => 0.14355777614599
831 => 0.1425028631176
901 => 0.14298360023141
902 => 0.13817564768812
903 => 0.1414066713134
904 => 0.13724339081703
905 => 0.13654540329332
906 => 0.14398986455233
907 => 0.14502571784661
908 => 0.14060644587882
909 => 0.14344433389728
910 => 0.14241527625219
911 => 0.1373147583118
912 => 0.13711995604335
913 => 0.13456069543273
914 => 0.13055594814762
915 => 0.12872567117661
916 => 0.12777244703892
917 => 0.1281657658961
918 => 0.12796689184615
919 => 0.12666910414666
920 => 0.12804127951795
921 => 0.12453593846631
922 => 0.1231400834151
923 => 0.12250960807206
924 => 0.11939841612883
925 => 0.12434970606384
926 => 0.12532517255575
927 => 0.12630256101798
928 => 0.13481006029026
929 => 0.13438504966856
930 => 0.13822693870016
1001 => 0.13807764995717
1002 => 0.13698188097088
1003 => 0.13235901186299
1004 => 0.13420160509468
1005 => 0.1285303895301
1006 => 0.13277964983625
1007 => 0.13084046488588
1008 => 0.13212400945389
1009 => 0.12981608058806
1010 => 0.13109338371446
1011 => 0.1255564918484
1012 => 0.12038622013005
1013 => 0.12246688839916
1014 => 0.12472881276095
1015 => 0.12963324110493
1016 => 0.12671220404391
1017 => 0.1277627194277
1018 => 0.12424366874617
1019 => 0.11698286202307
1020 => 0.1170239574006
1021 => 0.11590704047152
1022 => 0.11494186117226
1023 => 0.12704772028871
1024 => 0.12554216534227
1025 => 0.12314326057727
1026 => 0.1263542899339
1027 => 0.12720333706169
1028 => 0.12722750823979
1029 => 0.12957019236973
1030 => 0.13082048330983
1031 => 0.13104085250709
1101 => 0.13472711660259
1102 => 0.1359627037044
1103 => 0.14105191210993
1104 => 0.13071440485886
1105 => 0.13050151069981
1106 => 0.12639947570195
1107 => 0.1237979002557
1108 => 0.1265776077985
1109 => 0.1290400492135
1110 => 0.12647599062074
1111 => 0.12681080254273
1112 => 0.12336876337323
1113 => 0.12459913041333
1114 => 0.1256588882566
1115 => 0.12507375226523
1116 => 0.12419777536526
1117 => 0.12883815709878
1118 => 0.12857632857557
1119 => 0.13289755872775
1120 => 0.1362662666455
1121 => 0.14230359346268
1122 => 0.13600332819599
1123 => 0.13577372148838
1124 => 0.13801816388529
1125 => 0.13596236009196
1126 => 0.13726155712541
1127 => 0.14209427273509
1128 => 0.14219638040062
1129 => 0.14048594544455
1130 => 0.14038186532203
1201 => 0.14071037306545
1202 => 0.14263445317943
1203 => 0.14196212046659
1204 => 0.14274016090327
1205 => 0.1437131123831
1206 => 0.14773765222658
1207 => 0.14870795515783
1208 => 0.14635062207929
1209 => 0.14656346286234
1210 => 0.14568175558073
1211 => 0.14483003739445
1212 => 0.14674457549375
1213 => 0.15024343150057
1214 => 0.15022166529894
1215 => 0.15103333188448
1216 => 0.15153899344307
1217 => 0.14936832386675
1218 => 0.14795529779029
1219 => 0.14849714190119
1220 => 0.14936356243434
1221 => 0.14821617339961
1222 => 0.14113395675495
1223 => 0.14328224887119
1224 => 0.14292466801693
1225 => 0.14241542939714
1226 => 0.14457555373228
1227 => 0.14436720447049
1228 => 0.13812633518549
1229 => 0.13852585538866
1230 => 0.13815063133229
1231 => 0.13936305702204
]
'min_raw' => 0.11494186117226
'max_raw' => 0.25748395810831
'avg_raw' => 0.18621290964028
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.114941'
'max' => '$0.257483'
'avg' => '$0.186212'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.02802916863763
'max_diff' => -0.18710825334481
'year' => 2034
]
9 => [
'items' => [
101 => 0.13589688512588
102 => 0.13696305625611
103 => 0.13763174879426
104 => 0.13802561383637
105 => 0.13944852444425
106 => 0.13928156230759
107 => 0.13943814584341
108 => 0.14154794664043
109 => 0.15221859507555
110 => 0.15279937492642
111 => 0.14993940253051
112 => 0.15108190509221
113 => 0.14888855001158
114 => 0.15036096397141
115 => 0.15136835220747
116 => 0.14681615847835
117 => 0.14654660710921
118 => 0.14434419927194
119 => 0.14552764849293
120 => 0.14364469568933
121 => 0.14410670644444
122 => 0.14281488409577
123 => 0.14513990712411
124 => 0.14773964414184
125 => 0.14839644037925
126 => 0.14666869224719
127 => 0.14541768873543
128 => 0.14322133867496
129 => 0.14687391777438
130 => 0.14794204321338
131 => 0.14686830736616
201 => 0.14661949930877
202 => 0.1461480084896
203 => 0.14671952831494
204 => 0.14793622597285
205 => 0.14736245382626
206 => 0.14774144043764
207 => 0.14629713428433
208 => 0.1493690424487
209 => 0.15424797190867
210 => 0.15426365846467
211 => 0.15368988322523
212 => 0.15345510675942
213 => 0.15404383497467
214 => 0.15436319588055
215 => 0.1562670349744
216 => 0.15830993017439
217 => 0.16784323068775
218 => 0.16516631805171
219 => 0.17362482940575
220 => 0.18031441368655
221 => 0.1823203275123
222 => 0.18047498117815
223 => 0.17416215105268
224 => 0.17385241348978
225 => 0.18328644690536
226 => 0.18062090035936
227 => 0.18030384207941
228 => 0.17693087765917
301 => 0.1789247173813
302 => 0.17848863538621
303 => 0.17780025862309
304 => 0.18160436592084
305 => 0.18872531518721
306 => 0.18761544846421
307 => 0.18678698444072
308 => 0.18315689625205
309 => 0.18534302015118
310 => 0.18456458330315
311 => 0.18790924201053
312 => 0.18592794028554
313 => 0.18060070622263
314 => 0.18144908580595
315 => 0.18132085493863
316 => 0.18395983710143
317 => 0.18316768015972
318 => 0.1811661735821
319 => 0.18870097655677
320 => 0.18821170836237
321 => 0.18890537879974
322 => 0.18921075397875
323 => 0.19379705577131
324 => 0.19567591687043
325 => 0.19610245123403
326 => 0.19788722396186
327 => 0.19605804446267
328 => 0.20337606664232
329 => 0.20824212437336
330 => 0.21389430083301
331 => 0.22215364980235
401 => 0.22525924141808
402 => 0.22469824408977
403 => 0.23096038821568
404 => 0.2422133220103
405 => 0.22697278374335
406 => 0.24302110754537
407 => 0.23794039351646
408 => 0.22589411195206
409 => 0.22511847343564
410 => 0.23327635517126
411 => 0.25136975169384
412 => 0.24683756107854
413 => 0.25137716473408
414 => 0.24608147593465
415 => 0.24581850035019
416 => 0.25111996494929
417 => 0.26350712595288
418 => 0.25762245008586
419 => 0.24918532424877
420 => 0.25541516667066
421 => 0.25001830062012
422 => 0.23785765092055
423 => 0.24683409539779
424 => 0.24083180261028
425 => 0.24258359074511
426 => 0.25519951741079
427 => 0.25368153573677
428 => 0.25564594458426
429 => 0.25217881438597
430 => 0.24893996806451
501 => 0.24289442088562
502 => 0.24110463240783
503 => 0.24159926555325
504 => 0.24110438729221
505 => 0.23772195920706
506 => 0.23699152418412
507 => 0.23577410047813
508 => 0.23615143099079
509 => 0.23386231825365
510 => 0.23818234694346
511 => 0.23898418233625
512 => 0.2421279389562
513 => 0.24245433419749
514 => 0.25120965163547
515 => 0.24638736991777
516 => 0.24962257282978
517 => 0.24933318583042
518 => 0.22615519140108
519 => 0.22934891453226
520 => 0.23431734547886
521 => 0.23207907407197
522 => 0.22891468197747
523 => 0.22635926569719
524 => 0.22248754872784
525 => 0.22793691601246
526 => 0.23510225451614
527 => 0.24263605900656
528 => 0.25168743146737
529 => 0.2496672705037
530 => 0.2424668498944
531 => 0.24278985550303
601 => 0.24478654907751
602 => 0.24220064947981
603 => 0.2414380172057
604 => 0.24468177511406
605 => 0.24470411309204
606 => 0.24172872308848
607 => 0.23842212159015
608 => 0.23840826680914
609 => 0.23781988901049
610 => 0.24618614703794
611 => 0.25078674302894
612 => 0.25131419394508
613 => 0.25075124137977
614 => 0.25096789947937
615 => 0.24829091403942
616 => 0.25440970891977
617 => 0.26002492018808
618 => 0.25851992361668
619 => 0.25626371980829
620 => 0.2544665448014
621 => 0.2580965663001
622 => 0.25793492715695
623 => 0.25997587621625
624 => 0.25988328697783
625 => 0.25919699257316
626 => 0.25851994812641
627 => 0.26120435282813
628 => 0.26043128738426
629 => 0.25965702115622
630 => 0.25810411170167
701 => 0.25831517788764
702 => 0.25605936364464
703 => 0.2550157207568
704 => 0.23932183577301
705 => 0.23512791689286
706 => 0.23644740914765
707 => 0.23688182025852
708 => 0.23505662138723
709 => 0.23767348771355
710 => 0.23726565186854
711 => 0.23885230256548
712 => 0.2378610320944
713 => 0.2379017141803
714 => 0.24081682927461
715 => 0.24166309958827
716 => 0.2412326796765
717 => 0.24153413102878
718 => 0.24848095020721
719 => 0.24749333466681
720 => 0.24696868359488
721 => 0.24711401552733
722 => 0.24888907676891
723 => 0.2493859970018
724 => 0.24728051105708
725 => 0.24827347040028
726 => 0.25250136525832
727 => 0.2539808891805
728 => 0.25870281932836
729 => 0.25669685947593
730 => 0.26037888560097
731 => 0.27169617861412
801 => 0.28073721537013
802 => 0.27242270433265
803 => 0.28902541696598
804 => 0.30195301026871
805 => 0.30145682770571
806 => 0.29920260279276
807 => 0.28448488151546
808 => 0.27094141496723
809 => 0.28227109982079
810 => 0.28229998151746
811 => 0.28132675154074
812 => 0.27528210374043
813 => 0.28111641089982
814 => 0.28157951701504
815 => 0.28132030074037
816 => 0.2766858834443
817 => 0.26960998481669
818 => 0.27099259847122
819 => 0.27325734784189
820 => 0.268969704807
821 => 0.2675995430599
822 => 0.2701469344317
823 => 0.2783551602017
824 => 0.27680344266689
825 => 0.27676292105108
826 => 0.28340182669561
827 => 0.27864980301963
828 => 0.27101003765715
829 => 0.26908089614699
830 => 0.26223374341138
831 => 0.26696309619459
901 => 0.26713329718175
902 => 0.26454307899521
903 => 0.27122021958748
904 => 0.27115868856143
905 => 0.27749763979257
906 => 0.28961533374515
907 => 0.28603153536787
908 => 0.28186396777125
909 => 0.28231709792311
910 => 0.28728681726859
911 => 0.28428201150466
912 => 0.28536256060762
913 => 0.28728518172811
914 => 0.2884451467861
915 => 0.28215019680212
916 => 0.28068254283859
917 => 0.27768023790575
918 => 0.27689699258944
919 => 0.27934230731209
920 => 0.27869805327692
921 => 0.26711899244783
922 => 0.26590891616591
923 => 0.26594602747788
924 => 0.26290323313099
925 => 0.25826224139766
926 => 0.27045849057364
927 => 0.26947896107841
928 => 0.26839763632524
929 => 0.26853009243755
930 => 0.2738240708356
1001 => 0.27075329601241
1002 => 0.27891745416996
1003 => 0.27723914868982
1004 => 0.27551780100695
1005 => 0.27527985832364
1006 => 0.27461728632422
1007 => 0.27234508040602
1008 => 0.26960125522138
1009 => 0.26778954416842
1010 => 0.24702169919362
1011 => 0.25087609041995
1012 => 0.25531021618702
1013 => 0.25684085863317
1014 => 0.2542225888118
1015 => 0.27244846565711
1016 => 0.27577850898567
1017 => 0.26569159053011
1018 => 0.26380473993325
1019 => 0.27257216726812
1020 => 0.26728433681079
1021 => 0.26966544654194
1022 => 0.26451878970057
1023 => 0.27497639906287
1024 => 0.27489672960082
1025 => 0.27082848336306
1026 => 0.27426693722506
1027 => 0.27366942125035
1028 => 0.26907638126757
1029 => 0.27512200662278
1030 => 0.27512500517753
1031 => 0.27120940662499
1101 => 0.26663684475037
1102 => 0.26581937868628
1103 => 0.2652035278181
1104 => 0.26951398498072
1105 => 0.27337872739427
1106 => 0.28057005487499
1107 => 0.28237812546537
1108 => 0.28943514534969
1109 => 0.28523303360864
1110 => 0.28709577531699
1111 => 0.28911804494231
1112 => 0.29008759536719
1113 => 0.28850776497879
1114 => 0.29947022164442
1115 => 0.30039578886799
1116 => 0.30070612355193
1117 => 0.29700964484385
1118 => 0.30029298310824
1119 => 0.29875681786707
1120 => 0.30275349306561
1121 => 0.30338022276885
1122 => 0.30284940500676
1123 => 0.30304833890682
1124 => 0.29369381605258
1125 => 0.29320873469355
1126 => 0.28659461594335
1127 => 0.28928991822316
1128 => 0.28425117980027
1129 => 0.28584901565892
1130 => 0.28655332648068
1201 => 0.28618543447668
1202 => 0.28944230657006
1203 => 0.28667329995568
1204 => 0.27936543623348
1205 => 0.27205558148871
1206 => 0.27196381221687
1207 => 0.27003925649222
1208 => 0.26864815520326
1209 => 0.26891613066349
1210 => 0.2698605111379
1211 => 0.2685932660933
1212 => 0.26886369707452
1213 => 0.27335465323497
1214 => 0.27425528246491
1215 => 0.27119459244301
1216 => 0.2589054803496
1217 => 0.25588970141697
1218 => 0.25805738350825
1219 => 0.25702137108523
1220 => 0.20743630616132
1221 => 0.21908558165953
1222 => 0.21216397773051
1223 => 0.21535377126869
1224 => 0.20828860599781
1225 => 0.21166047318211
1226 => 0.21103781243404
1227 => 0.22976950270804
1228 => 0.22947703312901
1229 => 0.22961702283934
1230 => 0.22293494922374
1231 => 0.23357967393147
]
'min_raw' => 0.13589688512588
'max_raw' => 0.30338022276885
'avg_raw' => 0.21963855394736
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.135896'
'max' => '$0.30338'
'avg' => '$0.219638'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.02095502395362
'max_diff' => 0.045896264660536
'year' => 2035
]
10 => [
'items' => [
101 => 0.23882364809441
102 => 0.23785312804071
103 => 0.23809738702919
104 => 0.23390020833828
105 => 0.22965766070365
106 => 0.22495202245345
107 => 0.23369451668786
108 => 0.23272250056834
109 => 0.23495195582615
110 => 0.24062208826356
111 => 0.2414570368037
112 => 0.24257921610887
113 => 0.24217699471013
114 => 0.25175954025183
115 => 0.25059903075906
116 => 0.25339552473527
117 => 0.2476429244557
118 => 0.24113331119753
119 => 0.24237057586262
120 => 0.24225141732591
121 => 0.2407343923899
122 => 0.23936489010843
123 => 0.23708505466466
124 => 0.24429879136091
125 => 0.24400592682487
126 => 0.24874706324554
127 => 0.24790902133024
128 => 0.24231237231626
129 => 0.24251225773068
130 => 0.24385658320433
131 => 0.24850930901785
201 => 0.24989055482104
202 => 0.24925070673188
203 => 0.2507651796988
204 => 0.25196215738182
205 => 0.2509155016668
206 => 0.26573393939001
207 => 0.25958029090946
208 => 0.26257953636206
209 => 0.26329483872993
210 => 0.26146260675583
211 => 0.2618599522637
212 => 0.26246182243796
213 => 0.26611626027781
214 => 0.27570656258968
215 => 0.27995404220021
216 => 0.29273279417544
217 => 0.27960134814633
218 => 0.27882218248228
219 => 0.28112402159436
220 => 0.2886265017721
221 => 0.29470655728402
222 => 0.29672366246414
223 => 0.29699025621247
224 => 0.300774479625
225 => 0.30294352591347
226 => 0.30031497536776
227 => 0.29808755400099
228 => 0.29010920714292
229 => 0.29103272251606
301 => 0.29739482763085
302 => 0.30638167583162
303 => 0.31409332651008
304 => 0.31139297522064
305 => 0.3319947494081
306 => 0.33403733116809
307 => 0.33375511241343
308 => 0.3384084176396
309 => 0.32917255439479
310 => 0.3252240439212
311 => 0.29856914778279
312 => 0.3060580863586
313 => 0.31694369838848
314 => 0.31550294681738
315 => 0.30759752438803
316 => 0.31408732953827
317 => 0.31194159700063
318 => 0.31024916872167
319 => 0.31800251076095
320 => 0.30947739269903
321 => 0.31685865381444
322 => 0.30739211008455
323 => 0.31140531019787
324 => 0.3091272237169
325 => 0.31060142486187
326 => 0.30198327509128
327 => 0.30663341951373
328 => 0.30178981379505
329 => 0.30178751729528
330 => 0.30168059443059
331 => 0.30737907507878
401 => 0.30756490232813
402 => 0.30335371651919
403 => 0.30274681885304
404 => 0.30499083761275
405 => 0.30236367935457
406 => 0.30359291016844
407 => 0.30240091150369
408 => 0.30213256749692
409 => 0.29999435679602
410 => 0.29907315683474
411 => 0.29943438307596
412 => 0.2982013316898
413 => 0.29745837362822
414 => 0.30153280137216
415 => 0.29935599899052
416 => 0.30119917518743
417 => 0.29909864328367
418 => 0.29181728454704
419 => 0.28762969813863
420 => 0.27387588646746
421 => 0.27777645039585
422 => 0.2803625283158
423 => 0.27950782957869
424 => 0.28134405319052
425 => 0.28145678240709
426 => 0.2808598073928
427 => 0.28016858680349
428 => 0.27983213884751
429 => 0.28233974626475
430 => 0.28379549677265
501 => 0.28062207583233
502 => 0.27987858770689
503 => 0.28308709148692
504 => 0.28504427693925
505 => 0.29949503467174
506 => 0.29842447586359
507 => 0.3011113683855
508 => 0.30080886552126
509 => 0.30362515693977
510 => 0.30822860315548
511 => 0.29886850985514
512 => 0.3004930984044
513 => 0.30009478680935
514 => 0.30444344836121
515 => 0.30445702440791
516 => 0.30184978457581
517 => 0.30326321158643
518 => 0.30247427540444
519 => 0.30389998971641
520 => 0.29841017789801
521 => 0.30509617610425
522 => 0.30888670625098
523 => 0.30893933776574
524 => 0.31073601897178
525 => 0.31256155113388
526 => 0.31606550114868
527 => 0.31246382786974
528 => 0.30598476825675
529 => 0.30645253543357
530 => 0.30265386515307
531 => 0.30271772148677
601 => 0.30237685137297
602 => 0.30339982824401
603 => 0.29863466379423
604 => 0.29975303836612
605 => 0.29818730741628
606 => 0.3004896948111
607 => 0.29801270657254
608 => 0.30009459473144
609 => 0.30099306864513
610 => 0.30430845672943
611 => 0.29752302105684
612 => 0.28368705838681
613 => 0.28659554548489
614 => 0.28229366461011
615 => 0.28269182006348
616 => 0.28349615744527
617 => 0.28088903682808
618 => 0.28138639328203
619 => 0.28136862420965
620 => 0.28121549994352
621 => 0.28053728717921
622 => 0.27955374449066
623 => 0.28347187584338
624 => 0.28413764271001
625 => 0.28561755998345
626 => 0.29002078995176
627 => 0.28958080344261
628 => 0.2902984396939
629 => 0.2887318437867
630 => 0.28276448995451
701 => 0.28308854597741
702 => 0.27904756217928
703 => 0.28551422294237
704 => 0.28398283231792
705 => 0.28299553482005
706 => 0.28272614155051
707 => 0.28714028627422
708 => 0.2884610675588
709 => 0.28763804529659
710 => 0.28595000262539
711 => 0.2891915435791
712 => 0.29005884318868
713 => 0.29025299958649
714 => 0.29599638865264
715 => 0.29057399123419
716 => 0.29187921618681
717 => 0.30206220867422
718 => 0.29282763964505
719 => 0.29771939681526
720 => 0.29747997075725
721 => 0.2999824281975
722 => 0.2972746962059
723 => 0.29730826178912
724 => 0.29953027446491
725 => 0.29640985840386
726 => 0.29563719950464
727 => 0.29456977676925
728 => 0.29690045526109
729 => 0.29829759160943
730 => 0.30955748449348
731 => 0.31683188881007
801 => 0.31651608773381
802 => 0.31940191841599
803 => 0.31810182526249
804 => 0.3139034815226
805 => 0.32106954235311
806 => 0.31880190086562
807 => 0.31898884247466
808 => 0.31898188449864
809 => 0.32048966784716
810 => 0.31942126515842
811 => 0.31731533378962
812 => 0.31871334931193
813 => 0.3228649556135
814 => 0.33575166896042
815 => 0.3429632444756
816 => 0.33531752305929
817 => 0.34059143931197
818 => 0.33742896884886
819 => 0.33685425389037
820 => 0.34016666303641
821 => 0.34348487011616
822 => 0.34327351467018
823 => 0.3408646667221
824 => 0.33950396963848
825 => 0.3498076238226
826 => 0.3573991807073
827 => 0.3568814874222
828 => 0.35916641721973
829 => 0.36587504177548
830 => 0.36648839432964
831 => 0.36641112600556
901 => 0.36489086770336
902 => 0.37149637980348
903 => 0.37700681421032
904 => 0.36453897183088
905 => 0.36928656299293
906 => 0.37141790962341
907 => 0.374547358819
908 => 0.37982726416855
909 => 0.38556264180389
910 => 0.38637368708674
911 => 0.38579821164647
912 => 0.38201557592074
913 => 0.38829129456661
914 => 0.39196746336565
915 => 0.39415653775785
916 => 0.39970766618922
917 => 0.3714310720946
918 => 0.35141549335652
919 => 0.34828977170811
920 => 0.35464604959309
921 => 0.35632214938099
922 => 0.35564651565814
923 => 0.33311716205162
924 => 0.34817115932393
925 => 0.36436799461289
926 => 0.36499018102002
927 => 0.37309865542553
928 => 0.37573910706956
929 => 0.38226749176803
930 => 0.38185913952765
1001 => 0.38344869731244
1002 => 0.38308328550502
1003 => 0.39517574344535
1004 => 0.40851552030092
1005 => 0.4080536062463
1006 => 0.40613585549424
1007 => 0.40898404238615
1008 => 0.42275212167845
1009 => 0.42148457756619
1010 => 0.4227158887021
1011 => 0.43894923012268
1012 => 0.46005488313532
1013 => 0.45024918833803
1014 => 0.47152472453548
1015 => 0.48491654680406
1016 => 0.50807631867729
1017 => 0.50517660117448
1018 => 0.51419253041048
1019 => 0.49998550165515
1020 => 0.46736329191867
1021 => 0.46220070235507
1022 => 0.47253633739899
1023 => 0.49794548761794
1024 => 0.4717361128351
1025 => 0.47703823521851
1026 => 0.4755112236154
1027 => 0.47542985565645
1028 => 0.4785353397021
1029 => 0.47403067312272
1030 => 0.4556778511043
1031 => 0.46408884128148
1101 => 0.46084095404515
1102 => 0.46444472707989
1103 => 0.48389280383937
1104 => 0.47529434551976
1105 => 0.46623656816209
1106 => 0.47759703105031
1107 => 0.49206280418561
1108 => 0.4911575621003
1109 => 0.48940101409295
1110 => 0.4993025832405
1111 => 0.51565707458469
1112 => 0.52007762787735
1113 => 0.52334078994377
1114 => 0.52379072486115
1115 => 0.52842533414319
1116 => 0.50350387196173
1117 => 0.54305487247225
1118 => 0.54988423768608
1119 => 0.54860060007407
1120 => 0.55619115208562
1121 => 0.5539578191301
1122 => 0.55072207007676
1123 => 0.56275470957178
1124 => 0.54896025937468
1125 => 0.52938077399288
1126 => 0.51863908107411
1127 => 0.5327846088172
1128 => 0.54142278899901
1129 => 0.54713207660774
1130 => 0.5488597035885
1201 => 0.50543845412857
1202 => 0.48203680892257
1203 => 0.49703699519921
1204 => 0.51533825771426
1205 => 0.5034022075244
1206 => 0.50387007809391
1207 => 0.48685240726198
1208 => 0.51684394397428
1209 => 0.51247442934383
1210 => 0.53514347897616
1211 => 0.52973332835092
1212 => 0.54821905831865
1213 => 0.54335114609387
1214 => 0.56355757757762
1215 => 0.57161847016378
1216 => 0.58515396339369
1217 => 0.59511072731299
1218 => 0.60095752952894
1219 => 0.6006065094547
1220 => 0.62377445269961
1221 => 0.61011312599437
1222 => 0.5929512799251
1223 => 0.59264087627464
1224 => 0.60152923953915
1225 => 0.62015681053819
1226 => 0.62498666867811
1227 => 0.62768590047696
1228 => 0.62355193301609
1229 => 0.60872354199366
1230 => 0.60232071793182
1231 => 0.60777610954018
]
'min_raw' => 0.22495202245345
'max_raw' => 0.62768590047696
'avg_raw' => 0.4263189614652
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.224952'
'max' => '$0.627685'
'avg' => '$0.426318'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.089055137327572
'max_diff' => 0.32430567770811
'year' => 2036
]
11 => [
'items' => [
101 => 0.60110463439031
102 => 0.6126214721843
103 => 0.62843655033927
104 => 0.62517079923987
105 => 0.63608771553641
106 => 0.64738557541024
107 => 0.66354202244846
108 => 0.66776591597575
109 => 0.67474785135608
110 => 0.68193455630874
111 => 0.6842427322524
112 => 0.68864975631378
113 => 0.68862652912161
114 => 0.70190739275753
115 => 0.71655659662206
116 => 0.72208633195106
117 => 0.73480165342874
118 => 0.71302711099623
119 => 0.7295433515592
120 => 0.74444141397532
121 => 0.72667932978781
122 => 0.75116022480546
123 => 0.75211076248409
124 => 0.76646275290116
125 => 0.75191426110479
126 => 0.74327541311653
127 => 0.76821544356521
128 => 0.78028313869573
129 => 0.77664825071226
130 => 0.74898657368148
131 => 0.73288629118442
201 => 0.69074874637707
202 => 0.74066248840785
203 => 0.76497401614722
204 => 0.74892361269787
205 => 0.75701850260151
206 => 0.80118159713892
207 => 0.81799604419015
208 => 0.81449875674535
209 => 0.81508974075327
210 => 0.82416251117832
211 => 0.86439617170889
212 => 0.84028722971002
213 => 0.85871761252333
214 => 0.86849302111183
215 => 0.87757296539826
216 => 0.85527549197664
217 => 0.82626680667006
218 => 0.8170785383317
219 => 0.7473277163937
220 => 0.74369688319937
221 => 0.74165878650188
222 => 0.72880887511872
223 => 0.71871236465851
224 => 0.71068324468115
225 => 0.68961243616237
226 => 0.69672321549739
227 => 0.66314074453798
228 => 0.68462561936811
301 => 0.63102718483978
302 => 0.67566555380106
303 => 0.65137091903302
304 => 0.66768411287765
305 => 0.66762719768112
306 => 0.63758943571034
307 => 0.62026428147769
308 => 0.63130454405982
309 => 0.643140581925
310 => 0.64506093924742
311 => 0.66040667129182
312 => 0.66468933525001
313 => 0.65171266351824
314 => 0.62991647641808
315 => 0.63497923356335
316 => 0.62016168486573
317 => 0.59419450072193
318 => 0.61284458571755
319 => 0.6192125447214
320 => 0.62202499819213
321 => 0.59648925493795
322 => 0.58846536999953
323 => 0.58419352098523
324 => 0.6266201326281
325 => 0.62894435818655
326 => 0.61705329161711
327 => 0.67080204006818
328 => 0.65863704292498
329 => 0.6722283252306
330 => 0.63451984141772
331 => 0.63596035628058
401 => 0.61810855573831
402 => 0.62810437118424
403 => 0.62103965100723
404 => 0.62729680807678
405 => 0.63104732222505
406 => 0.64889619346252
407 => 0.67586935923955
408 => 0.64623016730704
409 => 0.633315946941
410 => 0.64132785662376
411 => 0.66266462790606
412 => 0.69499092860797
413 => 0.67585310796501
414 => 0.68434614778509
415 => 0.68620149915673
416 => 0.67208997873524
417 => 0.69551124049438
418 => 0.70806288494509
419 => 0.72093827495467
420 => 0.73211761533975
421 => 0.71579556104895
422 => 0.73326249881468
423 => 0.71918723030508
424 => 0.70656025937746
425 => 0.70657940928017
426 => 0.69865832596666
427 => 0.68331022892601
428 => 0.68047980434966
429 => 0.69520403043906
430 => 0.70701146537335
501 => 0.70798398226834
502 => 0.71452118493588
503 => 0.71838983413599
504 => 0.75630785547059
505 => 0.77155879732569
506 => 0.79020736034055
507 => 0.79747202661026
508 => 0.81933606755509
509 => 0.80167907878156
510 => 0.79785887819274
511 => 0.74482386653387
512 => 0.75350834672193
513 => 0.76741303743072
514 => 0.74505314976224
515 => 0.7592353519512
516 => 0.76203521908342
517 => 0.74429336933538
518 => 0.75377005786588
519 => 0.7286027827712
520 => 0.67641793706239
521 => 0.69556933714548
522 => 0.7096712138982
523 => 0.68954609702321
524 => 0.72561959007205
525 => 0.70454620014096
526 => 0.69786694723392
527 => 0.67180880031794
528 => 0.68410724259222
529 => 0.70074106186493
530 => 0.69046329544344
531 => 0.71179120398241
601 => 0.74199721041904
602 => 0.76352380940455
603 => 0.76517635437782
604 => 0.75133619340025
605 => 0.77351513969353
606 => 0.77367668910397
607 => 0.7486587470815
608 => 0.73333539689321
609 => 0.72985389948983
610 => 0.73855136259125
611 => 0.74911168843664
612 => 0.76576237896611
613 => 0.77582404252863
614 => 0.80205952480569
615 => 0.80915809407963
616 => 0.81695726955997
617 => 0.82737937317835
618 => 0.83989378074473
619 => 0.81251296943511
620 => 0.81360086011266
621 => 0.78810422773428
622 => 0.76085741945103
623 => 0.78153435057542
624 => 0.80856668748367
625 => 0.80236543952884
626 => 0.80166767245392
627 => 0.80284112312949
628 => 0.79816558468537
629 => 0.77701829758616
630 => 0.76639826239396
701 => 0.78010081725183
702 => 0.78738311532824
703 => 0.79867732456161
704 => 0.79728507488176
705 => 0.82637774495741
706 => 0.83768227683213
707 => 0.83479009383038
708 => 0.83532232510697
709 => 0.85578864009133
710 => 0.87855139157264
711 => 0.8998717121445
712 => 0.92155965795926
713 => 0.89541399278463
714 => 0.88213883644939
715 => 0.89583540920047
716 => 0.88856781490553
717 => 0.93032956743275
718 => 0.93322106056854
719 => 0.97497979324572
720 => 1.0146138030937
721 => 0.98972039162524
722 => 1.0131937574162
723 => 1.0385821163306
724 => 1.0875603797894
725 => 1.0710662237326
726 => 1.0584319586894
727 => 1.046492639272
728 => 1.0713364676661
729 => 1.1032976560054
730 => 1.1101817898532
731 => 1.1213367166282
801 => 1.1096086750838
802 => 1.1237338093226
803 => 1.173601740084
804 => 1.1601269849959
805 => 1.1409906665958
806 => 1.1803566085649
807 => 1.1946029899323
808 => 1.2945915552565
809 => 1.4208312493001
810 => 1.3685671870315
811 => 1.3361251970307
812 => 1.3437498342152
813 => 1.3898482969965
814 => 1.4046536601498
815 => 1.3644075793844
816 => 1.3786231754963
817 => 1.4569525077194
818 => 1.4989736813512
819 => 1.4419032833626
820 => 1.284448318757
821 => 1.1392676504988
822 => 1.1777761012916
823 => 1.173410438028
824 => 1.2575655337185
825 => 1.1598056165434
826 => 1.1614516428294
827 => 1.2473469767769
828 => 1.2244315742985
829 => 1.1873115570665
830 => 1.1395386677041
831 => 1.0512260632601
901 => 0.97300512672498
902 => 1.1264143964763
903 => 1.1197991098079
904 => 1.1102191943816
905 => 1.1315382595078
906 => 1.235057588238
907 => 1.2326711326514
908 => 1.2174897197897
909 => 1.2290046876424
910 => 1.1852929275279
911 => 1.1965584434077
912 => 1.1392446531392
913 => 1.1651528799759
914 => 1.187231914181
915 => 1.1916646071834
916 => 1.2016516908566
917 => 1.1163131543347
918 => 1.1546276518252
919 => 1.177133829518
920 => 1.0754500999203
921 => 1.175123869122
922 => 1.1148276002749
923 => 1.0943621410087
924 => 1.1219161857915
925 => 1.1111783477424
926 => 1.1019465851349
927 => 1.096795102978
928 => 1.1170277524376
929 => 1.116083875157
930 => 1.0829793336532
1001 => 1.0397958087752
1002 => 1.0542896171752
1003 => 1.0490238807033
1004 => 1.0299401724357
1005 => 1.0428002876323
1006 => 0.98617084866169
1007 => 0.8887428422548
1008 => 0.95310676758773
1009 => 0.9506288264769
1010 => 0.94937933620313
1011 => 0.99774704720259
1012 => 0.99309760782294
1013 => 0.98465882982144
1014 => 1.0297851876599
1015 => 1.0133134600137
1016 => 1.0640754433922
1017 => 1.0975105687245
1018 => 1.0890303394272
1019 => 1.1204762364083
1020 => 1.0546235252473
1021 => 1.0764971543428
1022 => 1.0810052789838
1023 => 1.029228335409
1024 => 0.99385831360604
1025 => 0.99149953639955
1026 => 0.93017279288251
1027 => 0.96293304425714
1028 => 0.99176070975549
1029 => 0.97795449509899
1030 => 0.97358385998768
1031 => 0.9959124868963
1101 => 0.99764761243885
1102 => 0.9580865661882
1103 => 0.96631256043911
1104 => 1.0006163239232
1105 => 0.9654481936137
1106 => 0.89712226110387
1107 => 0.8801764851615
1108 => 0.87791560627817
1109 => 0.83195731793604
1110 => 0.88130888293935
1111 => 0.85976560227569
1112 => 0.92782056776406
1113 => 0.8889479364632
1114 => 0.88727221502157
1115 => 0.88473911628764
1116 => 0.84518091899859
1117 => 0.85384165015031
1118 => 0.8826312395652
1119 => 0.89290368940638
1120 => 0.89183218872824
1121 => 0.88249015487097
1122 => 0.88676689013187
1123 => 0.87299003574315
1124 => 0.86812514171806
1125 => 0.85277019798036
1126 => 0.83020267259742
1127 => 0.8333408254166
1128 => 0.78862865251876
1129 => 0.76426708766939
1130 => 0.75752412759935
1201 => 0.74850715958599
1202 => 0.7585426181297
1203 => 0.78850198855073
1204 => 0.75236463158796
1205 => 0.69040966781616
1206 => 0.69413326670497
1207 => 0.70249908786168
1208 => 0.68690943548159
1209 => 0.67215513784418
1210 => 0.6849828025859
1211 => 0.65873166769793
1212 => 0.70567141209662
1213 => 0.70440182355774
1214 => 0.72189805753525
1215 => 0.73283881170025
1216 => 0.70762391546115
1217 => 0.70128243724534
1218 => 0.70489483144118
1219 => 0.64519000209149
1220 => 0.71701889921318
1221 => 0.71764007849825
1222 => 0.71232116433061
1223 => 0.75056783457951
1224 => 0.8312802382403
1225 => 0.80091298533419
1226 => 0.78915386715387
1227 => 0.76679977489722
1228 => 0.79658527557455
1229 => 0.79429821384872
1230 => 0.78395525338214
1231 => 0.77769979861994
]
'min_raw' => 0.58419352098523
'max_raw' => 1.4989736813512
'avg_raw' => 1.0415836011682
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.584193'
'max' => '$1.49'
'avg' => '$1.04'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.35924149853179
'max_diff' => 0.87128778087422
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.018337167080742
]
1 => [
'year' => 2028
'avg' => 0.031471902028193
]
2 => [
'year' => 2029
'avg' => 0.085975564082565
]
3 => [
'year' => 2030
'avg' => 0.066330019651047
]
4 => [
'year' => 2031
'avg' => 0.065144299486168
]
5 => [
'year' => 2032
'avg' => 0.11421845866482
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.018337167080742
'min' => '$0.018337'
'max_raw' => 0.11421845866482
'max' => '$0.114218'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.11421845866482
]
1 => [
'year' => 2033
'avg' => 0.29378162063151
]
2 => [
'year' => 2034
'avg' => 0.18621290964028
]
3 => [
'year' => 2035
'avg' => 0.21963855394736
]
4 => [
'year' => 2036
'avg' => 0.4263189614652
]
5 => [
'year' => 2037
'avg' => 1.0415836011682
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.11421845866482
'min' => '$0.114218'
'max_raw' => 1.0415836011682
'max' => '$1.04'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.0415836011682
]
]
]
]
'prediction_2025_max_price' => '$0.031353'
'last_price' => 0.0304009
'sma_50day_nextmonth' => '$0.03132'
'sma_200day_nextmonth' => '$0.046767'
'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' => '$0.029945'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.033895'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.035726'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.036396'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.038255'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.042387'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.052476'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.031228'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.032612'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.03452'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.0363039'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.0388094'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.044678'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.085181'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.046183'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.096574'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.675225'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.032332'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.034213'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.037976'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.054023'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.202412'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.523412'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$1.06'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '34.56'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => -17.91
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.032375'
'vwma_10_action' => 'SELL'
'hma_9' => '0.029980'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 8.87
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -190.63
'cci_20_action' => 'BUY'
'adx_14' => 17.2
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.004796'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'SELL'
'williams_percent_r_14' => -91.13
'williams_percent_r_14_action' => 'BUY'
'ultimate_oscillator' => 30.5
'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' => 1767704845
'last_updated_date' => '6 Ocak 2026'
]
Metavault Trade için 2026 fiyat tahmini
Metavault Trade için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.0105035 ile üst sınırda $0.031353 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 $0.018337 ve üst sınırda $0.114218 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Metavault Trade üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Metavault Trade Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.010111 | $0.018337 | $0.026562 |
| 2028 | $0.018248 | $0.031471 | $0.044695 |
| 2029 | $0.040086 | $0.085975 | $0.131865 |
| 2030 | $0.034091 | $0.06633 | $0.098568 |
| 2031 | $0.0403067 | $0.065144 | $0.089981 |
| 2032 | $0.061525 | $0.114218 | $0.166911 |
Metavault Trade fiyat tahmini 2032-2037
Metavault Trade için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.114218 ve üst sınırda $1.04 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Metavault Trade üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Metavault Trade Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.061525 | $0.114218 | $0.166911 |
| 2033 | $0.142971 | $0.293781 | $0.444592 |
| 2034 | $0.114941 | $0.186212 | $0.257483 |
| 2035 | $0.135896 | $0.219638 | $0.30338 |
| 2036 | $0.224952 | $0.426318 | $0.627685 |
| 2037 | $0.584193 | $1.04 | $1.49 |
Metavault Trade Potansiyel fiyat histogramı
Teknik Analize Dayalı Metavault Trade Fiyat Tahmini
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 $0.046767 seviyesine ulaşması bekleniyor. Metavault Trade için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.03132 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 34.56 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 | $0.029945 | BUY |
| SMA 5 | $0.033895 | SELL |
| SMA 10 | $0.035726 | SELL |
| SMA 21 | $0.036396 | SELL |
| SMA 50 | $0.038255 | SELL |
| SMA 100 | $0.042387 | SELL |
| SMA 200 | $0.052476 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.031228 | SELL |
| EMA 5 | $0.032612 | SELL |
| EMA 10 | $0.03452 | SELL |
| EMA 21 | $0.0363039 | SELL |
| EMA 50 | $0.0388094 | SELL |
| EMA 100 | $0.044678 | SELL |
| EMA 200 | $0.085181 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.046183 | SELL |
| SMA 50 | $0.096574 | SELL |
| SMA 100 | $0.675225 | SELL |
| SMA 200 | — | — |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.054023 | SELL |
| EMA 50 | $0.202412 | SELL |
| EMA 100 | $0.523412 | 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) | 34.56 | NEUTRAL |
| Stoch RSI (14) | -17.91 | NEUTRAL |
| Hızlı Stokastik (14) | 8.87 | BUY |
| Emtia Kanal Endeksi (20) | -190.63 | BUY |
| Ortalama Yön Endeksi (14) | 17.2 | NEUTRAL |
| Harika Osilatör (5, 34) | -0.004796 | NEUTRAL |
| Momentum (10) | -0.01 | BUY |
| MACD (12, 26) | -0 | SELL |
| Williams Yüzde Aralığı (14) | -91.13 | BUY |
| Ultimate Osilatör (7, 14, 28) | 30.5 | NEUTRAL |
| VWMA (10) | 0.032375 | SELL |
| Hull Hareketli Ortalaması (9) | 0.029980 | 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 | $0.042718 | $0.060026 | $0.084347 | $0.118521 | $0.166542 | $0.23402 |
| Amazon.com hisseleri | $0.063433 | $0.132357 | $0.276171 | $0.576248 | $1.20 | $2.50 |
| Apple hisseleri | $0.043121 | $0.061164 | $0.086756 | $0.123058 | $0.174548 | $0.247583 |
| Netflix hisseleri | $0.047967 | $0.075685 | $0.11942 | $0.188426 | $0.2973074 | $0.4691045 |
| Google hisseleri | $0.039369 | $0.050982 | $0.066022 | $0.085498 | $0.11072 | $0.143382 |
| Tesla hisseleri | $0.068916 | $0.156228 | $0.354158 | $0.80285 | $1.82 | $4.12 |
| Kodak hisseleri | $0.022797 | $0.017095 | $0.012819 | $0.009613 | $0.0072091 | $0.0054061 |
| Nokia hisseleri | $0.020139 | $0.013341 | $0.008838 | $0.005854 | $0.003878 | $0.002569 |
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 $0.0304 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 | $0.031191 | $0.0320018 | $0.032833 | $0.033687 |
| Metavault Trade, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.031981 | $0.033643 | $0.035392 | $0.037232 |
| Metavault Trade, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.034351 | $0.038816 | $0.043861 | $0.049561 |
| Metavault Trade, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.038303 | $0.048259 | $0.0608034 | $0.0766081 |
| Metavault Trade, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.0462052 | $0.070225 | $0.106733 | $0.16222 |
| Metavault Trade, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.069911 | $0.160773 | $0.369724 | $0.850239 |
| Metavault Trade, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.109422 | $0.393847 | $1.41 | $5.10 |
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 5.3927% 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 $0.031353 seviyesine kadar yükselebilir gibi görünmektedir. Metavault Trade'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.098568 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 $0.030661 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 $0.026868 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Metavault Trade fiyatı ne kadar yükselebilir?
Son Metavault Trade değer tahminimize göre, MVX fiyatı $0.0105035 ve $0.031353 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 $0.098568 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Metavault Trade'ın 2030 tahminine dayanarak, Metavault Trade değeri yaklaşık olarak $0.098568 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.034091 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 $0.031353 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.031353 ve $0.0105035 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 $0.026562 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.026562 ve $0.010111 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 $0.044695 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.044695 ve $0.018248 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 $0.131865 seviyesine ulaşacaktır. Fiyat aralığı $0.131865 ve $0.040086 arasında olacaktır.
2030 yılında Metavault Trade ne kadar olacak?
Yeni deneysel simülasyona göre, MVX'ın değeri 224.23% oranında artacaktır, $0.098568 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.098568 ve $0.034091 arasında olacaktır.
2031 yılında Metavault Trade ne kadar olacak?
Metavault Trade'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.089981 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.089981 ve $0.0403067 arasında olacaktır.
2032 yılında Metavault Trade ne kadar olacak?
Metavault Trade fiyatı 449.04% oranında artacaktır, 2032 yılında $0.166911 seviyesine ulaşabilir. Fiyat $0.166911 ve $0.061525 arasında olacaktır.
2033 yılında Metavault Trade ne kadar olacak?
MVX'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.444592 seviyesine ulaşacaktır. Fiyat aralığı $0.444592 ve $0.142971 arasında olacaktır.
2034 yılında Metavault Trade ne kadar olacak?
Yeni simülasyon sonuçlarına göre, MVX'ın değeri 746.96% oranında artacaktır, ve $0.257483 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.257483 ve $0.114941 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 $0.30338 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.30338 ve $0.135896 arasında olacaktır.
2036 yılında Metavault Trade ne kadar olacak?
MVX'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.627685 seviyesine ulaşacaktır. Fiyat $0.627685 ve $0.224952 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 $1.49 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $1.49 ve $0.584193 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 TahminiDeHub Fiyat Tahmini
Crowny Token Fiyat Tahmini
5ire Fiyat Tahmini
Giddy Fiyat Tahmini
Dope Wars Paper Fiyat Tahmini
Chumbi Valley Fiyat TahminiOccamFi 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
Metavault 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


