Metavault Trade Geleceği Fiyat Tahmini - MVX
$0.03117
8.0486%
Add to portfolio
Add to favorites
Sentiment
Boğa 9.38%
Ayı 90.63%
SMA 50
$0.038271
SMA 200
$0.05248
RSI (14)
36.73
Momentum (10)
-0.01
MACD (12, 26)
-0
Hull Moving Average (9)
0.030214
2026 yılına kadar Metavault Trade fiyat tahmini $0.032156 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.010772 | $0.032156 |
| 2027 | $0.01037 | $0.027243 |
| 2028 | $0.018715 | $0.04584 |
| 2029 | $0.041112 | $0.135242 |
| 2030 | $0.034964 | $0.101093 |
| 2031 | $0.041339 | $0.092286 |
| 2032 | $0.0631011 | $0.171187 |
| 2033 | $0.146633 | $0.455981 |
| 2034 | $0.117886 | $0.264079 |
| 2035 | $0.139378 | $0.311151 |
Yatırım Kârı Hesaplayıcı
Bugün Metavault Trade’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.71 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.55% getiri sağlayabilirsiniz.
$
≈ $3,954.71
(39.55% ROI)
Metavault Trade için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'Metavault Trade'
'name_with_ticker' => 'Metavault Trade <small>MVX</small>'
'name_lang' => 'Metavault Trade'
'name_lang_with_ticker' => 'Metavault Trade <small>MVX</small>'
'name_with_lang' => 'Metavault Trade'
'name_with_lang_with_ticker' => 'Metavault Trade <small>MVX</small>'
'image' => '/uploads/coins/metavault-trade.png?1717219516'
'price_for_sd' => 0.03117
'ticker' => 'MVX'
'marketcap' => '$78.34K'
'low24h' => '$0.02885'
'high24h' => '$0.03094'
'volume24h' => '$313.79'
'current_supply' => '2.51M'
'max_supply' => '4M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.03117'
'change_24h_pct' => '8.0486%'
'ath_price' => '$4.62'
'ath_days' => 1028
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '15 Mar 2023'
'ath_pct' => '-99.33%'
'fdv' => '$124.72K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.53'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.031446'
'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' => '$0.027557'
'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' => '$0.010772'
'current_year_max_price_prediction' => '$0.032156'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.034964'
'grand_prediction_max_price' => '$0.101093'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.031770498156499
107 => 0.031889117663924
108 => 0.032156373471016
109 => 0.029872701860723
110 => 0.030898003368669
111 => 0.031500271946828
112 => 0.028779200599988
113 => 0.031446485115212
114 => 0.029832948218699
115 => 0.029285289561512
116 => 0.030022639794873
117 => 0.029735293691835
118 => 0.029488250385973
119 => 0.029350395976559
120 => 0.029891824609564
121 => 0.029866566316687
122 => 0.028980683986322
123 => 0.027825086599544
124 => 0.028212943013737
125 => 0.028072031142288
126 => 0.02756134834216
127 => 0.027905486889369
128 => 0.026390074891991
129 => 0.023782887314763
130 => 0.025505275288595
131 => 0.0254389652252
201 => 0.025405528684315
202 => 0.026699855643342
203 => 0.026575435971435
204 => 0.026349613048603
205 => 0.02755720092709
206 => 0.027116415107093
207 => 0.028474813142122
208 => 0.029369541943668
209 => 0.029142609778151
210 => 0.029984106540605
211 => 0.028221878442161
212 => 0.028807219928144
213 => 0.028927857997157
214 => 0.027542299480118
215 => 0.026595792568483
216 => 0.026532671348446
217 => 0.024891558800359
218 => 0.025768227876949
219 => 0.026539660385318
220 => 0.02617020407939
221 => 0.026053245250127
222 => 0.026650762543559
223 => 0.026697194754648
224 => 0.025638535421149
225 => 0.025858664219964
226 => 0.026776637904393
227 => 0.025835533638395
228 => 0.02400712177807
301 => 0.023553650356937
302 => 0.023493148910222
303 => 0.022263298450839
304 => 0.023583953485655
305 => 0.023007452171604
306 => 0.024828612915147
307 => 0.023788375665516
308 => 0.02374353311678
309 => 0.023675747027395
310 => 0.022617163932521
311 => 0.022848926353833
312 => 0.023619339940688
313 => 0.023894232187808
314 => 0.023865558674307
315 => 0.023615564493814
316 => 0.023730010549467
317 => 0.023361339928562
318 => 0.023231154659105
319 => 0.022820254138419
320 => 0.022216343887177
321 => 0.022300321311609
322 => 0.021103817082186
323 => 0.02045189807471
324 => 0.020271455485595
325 => 0.020030160114216
326 => 0.020298710439855
327 => 0.021100427536037
328 => 0.020133386624272
329 => 0.018475462811083
330 => 0.01857510685722
331 => 0.018798977444308
401 => 0.018381796086322
402 => 0.017986968942366
403 => 0.018330239110697
404 => 0.017627754935026
405 => 0.01888386930078
406 => 0.018849894927406
407 => 0.019318096685368
408 => 0.019610872853089
409 => 0.018936118573903
410 => 0.018766419697417
411 => 0.018863087889847
412 => 0.017265378000034
413 => 0.019187529701256
414 => 0.019204152548987
415 => 0.019061817634689
416 => 0.020085304075813
417 => 0.022245179700013
418 => 0.021432547609394
419 => 0.021117871901971
420 => 0.020519673152133
421 => 0.021316737468764
422 => 0.021255535365387
423 => 0.020978756243708
424 => 0.020811359367313
425 => 0.02111979324474
426 => 0.020773140996614
427 => 0.020710872727484
428 => 0.0203335947651
429 => 0.020198923697583
430 => 0.020099218600602
501 => 0.019989453085648
502 => 0.020231568459776
503 => 0.019682903169071
504 => 0.019021266614804
505 => 0.018966258694323
506 => 0.019118140399116
507 => 0.019050944051008
508 => 0.018965936984061
509 => 0.018803635342961
510 => 0.018755483913072
511 => 0.018911952700457
512 => 0.018735308562197
513 => 0.018995956610504
514 => 0.018925074763679
515 => 0.018529134529271
516 => 0.018035646401349
517 => 0.018031253321884
518 => 0.017924932114206
519 => 0.017789516070727
520 => 0.017751846425331
521 => 0.018301329854579
522 => 0.019438744108467
523 => 0.019215442474413
524 => 0.019376800789889
525 => 0.020170523999839
526 => 0.020422824740192
527 => 0.02024374765076
528 => 0.019998615885751
529 => 0.020009400439347
530 => 0.020847089886813
531 => 0.020899335550121
601 => 0.021031343486209
602 => 0.021201010989522
603 => 0.020272642760237
604 => 0.019965674379234
605 => 0.019820215730358
606 => 0.0193722593914
607 => 0.019855341898092
608 => 0.019573870409098
609 => 0.019611850529398
610 => 0.019587115926228
611 => 0.019600622692105
612 => 0.018883518191215
613 => 0.019144793381437
614 => 0.018710372702537
615 => 0.0181287321795
616 => 0.018126782316518
617 => 0.018269138010521
618 => 0.018184459273349
619 => 0.017956590968908
620 => 0.017988958586046
621 => 0.017705384201111
622 => 0.018023389650657
623 => 0.018032508909072
624 => 0.017910059489123
625 => 0.018399990760443
626 => 0.018600716002049
627 => 0.018520117170718
628 => 0.018595060973182
629 => 0.019224721665454
630 => 0.019327383832316
701 => 0.019372979585355
702 => 0.019311887316563
703 => 0.018606570014753
704 => 0.018637853836329
705 => 0.018408313910746
706 => 0.018214376861949
707 => 0.018222133326835
708 => 0.018321842179968
709 => 0.018757276589447
710 => 0.019673622633934
711 => 0.019708397296482
712 => 0.019750545201939
713 => 0.019579108488606
714 => 0.019527401535437
715 => 0.019595616353364
716 => 0.019939747748488
717 => 0.020824947127507
718 => 0.020512058546483
719 => 0.020257675259709
720 => 0.020480837983451
721 => 0.020446483831339
722 => 0.020156500214709
723 => 0.020148361340411
724 => 0.019591790066729
725 => 0.019386038339364
726 => 0.019214096795728
727 => 0.019026341118724
728 => 0.018915033259769
729 => 0.019086052719641
730 => 0.019125166893557
731 => 0.018751229855638
801 => 0.018700263619115
802 => 0.019005628676271
803 => 0.018871248899773
804 => 0.019009461832359
805 => 0.019041528418287
806 => 0.019036364959397
807 => 0.018896057039314
808 => 0.018985485123532
809 => 0.018773961044562
810 => 0.01854396037857
811 => 0.018397234283216
812 => 0.018269196304627
813 => 0.018340239216759
814 => 0.01808698420693
815 => 0.01800596283227
816 => 0.018955188900795
817 => 0.019656392403514
818 => 0.019646196626878
819 => 0.019584132458743
820 => 0.019491917694152
821 => 0.019933001664087
822 => 0.019779336828714
823 => 0.019891140835575
824 => 0.01991959964772
825 => 0.020005735900839
826 => 0.020036522207667
827 => 0.019943464605966
828 => 0.019631151928628
829 => 0.018852898430501
830 => 0.018490619326268
831 => 0.018371061187635
901 => 0.018375406898901
902 => 0.018255532782073
903 => 0.01829084108186
904 => 0.018243253996329
905 => 0.018153135568887
906 => 0.018334674657811
907 => 0.018355595346656
908 => 0.018313221954071
909 => 0.018323202421964
910 => 0.017972368829268
911 => 0.01799904194535
912 => 0.017850522645549
913 => 0.017822677067263
914 => 0.017447233210421
915 => 0.016782079996567
916 => 0.017150639445027
917 => 0.016705471458588
918 => 0.016536879596728
919 => 0.01733496724936
920 => 0.017254861384541
921 => 0.017117754965154
922 => 0.0169149459954
923 => 0.016839722175719
924 => 0.016382686060306
925 => 0.016355681928414
926 => 0.016582201368226
927 => 0.016477670440811
928 => 0.016330869429762
929 => 0.015799171048723
930 => 0.015201366029151
1001 => 0.015219410005023
1002 => 0.015409560659192
1003 => 0.015962449331495
1004 => 0.015746426162155
1005 => 0.015589698874218
1006 => 0.015560348564393
1007 => 0.015927729140895
1008 => 0.016447649625256
1009 => 0.016691584683952
1010 => 0.016449852449202
1011 => 0.016172163473708
1012 => 0.016189065114959
1013 => 0.016301504162137
1014 => 0.016313319916193
1015 => 0.016132572940034
1016 => 0.016183452155091
1017 => 0.016106161974927
1018 => 0.015631832281922
1019 => 0.015623253161891
1020 => 0.015506845005628
1021 => 0.01550332021292
1022 => 0.015305280899742
1023 => 0.015277573830847
1024 => 0.014884354754404
1025 => 0.015143172741296
1026 => 0.014969571224243
1027 => 0.014707912789586
1028 => 0.014662802776826
1029 => 0.014661446715371
1030 => 0.014930111422008
1031 => 0.015140033237774
1101 => 0.014972591096957
1102 => 0.014934467767222
1103 => 0.015341525190024
1104 => 0.015289723422561
1105 => 0.015244863426025
1106 => 0.016401096448419
1107 => 0.015485847789206
1108 => 0.015086747133222
1109 => 0.014592784284283
1110 => 0.014753621078675
1111 => 0.014787511754437
1112 => 0.013599620146234
1113 => 0.013117692668729
1114 => 0.012952313319503
1115 => 0.012857135165903
1116 => 0.012900509045671
1117 => 0.012466717791461
1118 => 0.012758232688535
1119 => 0.012382606129851
1120 => 0.012319631114893
1121 => 0.012991297933021
1122 => 0.013084756446943
1123 => 0.012686033391268
1124 => 0.012942078140411
1125 => 0.012849232755083
1126 => 0.012389045169086
1127 => 0.012371469388212
1128 => 0.012140563433934
1129 => 0.011779240327693
1130 => 0.011614105972547
1201 => 0.011528102566626
1202 => 0.011563589248082
1203 => 0.011545646096027
1204 => 0.011428554891654
1205 => 0.0115523576268
1206 => 0.011236092797326
1207 => 0.01111015359391
1208 => 0.011053269777495
1209 => 0.010772566537812
1210 => 0.011219290221444
1211 => 0.011307300414797
1212 => 0.011395484015418
1213 => 0.012163062053322
1214 => 0.012124716023701
1215 => 0.012471345456198
1216 => 0.012457876073862
1217 => 0.012359011744689
1218 => 0.011941919402302
1219 => 0.012108164976022
1220 => 0.011596486940412
1221 => 0.011979870915415
1222 => 0.011804910479721
1223 => 0.011920716616113
1224 => 0.011712486741063
1225 => 0.011827729751516
1226 => 0.011328170896603
1227 => 0.010861689866868
1228 => 0.011049415450664
1229 => 0.011253494629274
1230 => 0.011695990286909
1231 => 0.011432443523732
]
'min_raw' => 0.010772566537812
'max_raw' => 0.032156373471016
'avg_raw' => 0.021464470004414
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.010772'
'max' => '$0.032156'
'avg' => '$0.021464'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.020407093462188
'max_diff' => 0.00097671347101632
'year' => 2026
]
1 => [
'items' => [
101 => 0.011527224905577
102 => 0.011209723142608
103 => 0.010554626315708
104 => 0.010558334092604
105 => 0.010457561717846
106 => 0.010370479673047
107 => 0.011462715039793
108 => 0.011326878306252
109 => 0.011110440249227
110 => 0.011400151189462
111 => 0.011476755360391
112 => 0.011478936173444
113 => 0.011690301796918
114 => 0.011803107668055
115 => 0.011822990191772
116 => 0.012155578567164
117 => 0.012267057803649
118 => 0.012726225001597
119 => 0.01179353687802
120 => 0.011774328779887
121 => 0.011404228016514
122 => 0.011169504261321
123 => 0.011420299752847
124 => 0.01164247032134
125 => 0.011411131475375
126 => 0.011441339444829
127 => 0.011130785945198
128 => 0.011241794208416
129 => 0.011337409479127
130 => 0.011284616346646
131 => 0.011205582472106
201 => 0.011624254868324
202 => 0.011600631730939
203 => 0.011990509091533
204 => 0.012294446374515
205 => 0.012839156320905
206 => 0.012270723095475
207 => 0.012250007129423
208 => 0.012452509020527
209 => 0.012267026801664
210 => 0.012384245161357
211 => 0.012820270630969
212 => 0.012829483162062
213 => 0.012675161396579
214 => 0.012665770903125
215 => 0.012695410086281
216 => 0.01286900770779
217 => 0.012808347364718
218 => 0.012878545049452
219 => 0.012966328329117
220 => 0.013329437193151
221 => 0.01341698151097
222 => 0.013204294205194
223 => 0.013223497487547
224 => 0.01314394659679
225 => 0.013067101433088
226 => 0.013239838138755
227 => 0.013555517863509
228 => 0.013553554036326
301 => 0.013626785596532
302 => 0.013672408251857
303 => 0.013476562417376
304 => 0.013349073980579
305 => 0.013397961159547
306 => 0.013476132823341
307 => 0.01337261114255
308 => 0.012733627372803
309 => 0.012927454230103
310 => 0.012895191963399
311 => 0.012849246572387
312 => 0.013044140976221
313 => 0.013025342935523
314 => 0.012462268635157
315 => 0.012498314824977
316 => 0.012464460723349
317 => 0.012573850251605
318 => 0.012261119408153
319 => 0.012357313309324
320 => 0.012417645222377
321 => 0.012453181182657
322 => 0.012581561438424
323 => 0.012566497497169
324 => 0.012580625042685
325 => 0.012770979070857
326 => 0.013733724423734
327 => 0.013786124529113
328 => 0.013528087245788
329 => 0.013631168050916
330 => 0.013433275446364
331 => 0.013566122077565
401 => 0.013657012368694
402 => 0.013246296620279
403 => 0.013221976699181
404 => 0.013023267321456
405 => 0.013130042485571
406 => 0.012960155522058
407 => 0.01300183984051
408 => 0.012885286852144
409 => 0.013095059025735
410 => 0.01332961691111
411 => 0.013388875495928
412 => 0.013232991671698
413 => 0.013120121509711
414 => 0.012921958687005
415 => 0.013251507877512
416 => 0.013347878103646
417 => 0.01325100168574
418 => 0.01322855330292
419 => 0.013186013658039
420 => 0.013237578289679
421 => 0.013347353250698
422 => 0.013295585406306
423 => 0.013329778979559
424 => 0.01319946833858
425 => 0.013476627250496
426 => 0.013916822304542
427 => 0.01391823760362
428 => 0.013866469480181
429 => 0.01384528707943
430 => 0.01389840431563
501 => 0.013927218237286
502 => 0.014098989639125
503 => 0.014283307196972
504 => 0.015143436815394
505 => 0.014901915860405
506 => 0.015665074027209
507 => 0.016268633053466
508 => 0.016449614015003
509 => 0.016283120046201
510 => 0.015713553172758
511 => 0.015685607504685
512 => 0.01653678087854
513 => 0.016296285414215
514 => 0.016267679243984
515 => 0.015963357923612
516 => 0.016143249514881
517 => 0.01610390458502
518 => 0.016041796688415
519 => 0.016385017313199
520 => 0.017027495683277
521 => 0.016927359404176
522 => 0.016852612317016
523 => 0.016525092339629
524 => 0.016722332520251
525 => 0.016652099069819
526 => 0.016953866544127
527 => 0.016775106177315
528 => 0.016294463424539
529 => 0.016371007367138
530 => 0.016359437904199
531 => 0.016597536631658
601 => 0.016526065303649
602 => 0.016345481980332
603 => 0.017025299762055
604 => 0.016981156176655
605 => 0.017043741688123
606 => 0.017071293765793
607 => 0.017485086869795
608 => 0.017654604664602
609 => 0.017693088171849
610 => 0.017854116965939
611 => 0.017689081628759
612 => 0.018349340645683
613 => 0.018788374364756
614 => 0.019298334621928
615 => 0.02004352362205
616 => 0.02032372157948
617 => 0.020273106326425
618 => 0.020838100121594
619 => 0.021853381412406
620 => 0.020478323703301
621 => 0.021926262809889
622 => 0.021467862006004
623 => 0.020381001946272
624 => 0.020311020971663
625 => 0.021047055222819
626 => 0.022679508351211
627 => 0.022270597357679
628 => 0.022680177183108
629 => 0.022202380560632
630 => 0.02217865393114
701 => 0.022656971667617
702 => 0.023774587130637
703 => 0.023243649917345
704 => 0.022482421230946
705 => 0.023044500646953
706 => 0.022557575438813
707 => 0.021460396663089
708 => 0.022270284671149
709 => 0.021728735624442
710 => 0.021886788426602
711 => 0.023025043973438
712 => 0.022888086054592
713 => 0.023065322283541
714 => 0.022752504978526
715 => 0.022460284288882
716 => 0.021914832671066
717 => 0.021753351337471
718 => 0.021797978968587
719 => 0.021753329222233
720 => 0.021448154055025
721 => 0.021382251506722
722 => 0.021272411038961
723 => 0.021306455192863
724 => 0.02109992297851
725 => 0.021489691938728
726 => 0.021562036492377
727 => 0.02184567783759
728 => 0.021875126422994
729 => 0.02266506353203
730 => 0.022229979446727
731 => 0.022521871414501
801 => 0.022495761849509
802 => 0.020404557499414
803 => 0.020692707008005
804 => 0.021140977217075
805 => 0.020939032095505
806 => 0.020653528941486
807 => 0.020422969836904
808 => 0.020073649217584
809 => 0.020565311281169
810 => 0.02121179461235
811 => 0.021891522307133
812 => 0.02270817059489
813 => 0.022525904203897
814 => 0.021876255635442
815 => 0.021905398395654
816 => 0.022085547472033
817 => 0.021852238049853
818 => 0.021783430546511
819 => 0.022076094377685
820 => 0.022078109792645
821 => 0.021809659106041
822 => 0.021511325293837
823 => 0.021510075264271
824 => 0.021456989643952
825 => 0.022211824374556
826 => 0.022626907153989
827 => 0.022674495725712
828 => 0.022623704063946
829 => 0.022643251758711
830 => 0.022401724235084
831 => 0.022953784531333
901 => 0.023460409652276
902 => 0.023324623297396
903 => 0.023121060248264
904 => 0.022958912474705
905 => 0.023286426435076
906 => 0.023271842753976
907 => 0.023455984723815
908 => 0.023447630980407
909 => 0.02338571096188
910 => 0.023324625508755
911 => 0.023566822425609
912 => 0.023497073603119
913 => 0.023427216441442
914 => 0.023287107209102
915 => 0.023306150380745
916 => 0.023102622479643
917 => 0.02300846115979
918 => 0.021592500833799
919 => 0.021214109966856
920 => 0.021333159436453
921 => 0.021372353612962
922 => 0.021207677422747
923 => 0.021443780777673
924 => 0.021406984319903
925 => 0.021550137811878
926 => 0.021460701725094
927 => 0.021464372213292
928 => 0.021727384674739
929 => 0.021803738311232
930 => 0.021764904235462
1001 => 0.021792102290977
1002 => 0.022418870000735
1003 => 0.022329763675311
1004 => 0.022282427715884
1005 => 0.022295540100145
1006 => 0.022455692688039
1007 => 0.022500526668643
1008 => 0.022310561942398
1009 => 0.022400150405468
1010 => 0.022781606710751
1011 => 0.022915094829042
1012 => 0.023341124824698
1013 => 0.023160139710464
1014 => 0.023492345720493
1015 => 0.024513433737946
1016 => 0.025329149500204
1017 => 0.024578983574352
1018 => 0.026076941690963
1019 => 0.027243316954075
1020 => 0.027198549528777
1021 => 0.026995165022908
1022 => 0.025667277795546
1023 => 0.024445336171245
1024 => 0.025467542226355
1025 => 0.025470148039808
1026 => 0.025382339633124
1027 => 0.02483696916057
1028 => 0.025363361922838
1029 => 0.025405145068729
1030 => 0.025381757618066
1031 => 0.024963623355447
1101 => 0.024325209620557
1102 => 0.024449954136208
1103 => 0.024654288197563
1104 => 0.024267441190867
1105 => 0.024143820132341
1106 => 0.02437365520001
1107 => 0.025114231676077
1108 => 0.024974229983144
1109 => 0.02497057397315
1110 => 0.025569560585475
1111 => 0.025140815440452
1112 => 0.024451527564038
1113 => 0.024277473284653
1114 => 0.023659697849849
1115 => 0.024086397543109
1116 => 0.02410175370543
1117 => 0.023868054644197
1118 => 0.024470490954868
1119 => 0.024464939398208
1120 => 0.025036863014378
1121 => 0.026130166163795
1122 => 0.025806822624332
1123 => 0.025430809267613
1124 => 0.025471692345208
1125 => 0.025920078798389
1126 => 0.025648974113129
1127 => 0.025746465248157
1128 => 0.02591993123388
1129 => 0.026024587569985
1130 => 0.025456633909012
1201 => 0.025324216742276
1202 => 0.025053337691243
1203 => 0.024982670403025
1204 => 0.025203295738015
1205 => 0.025145168757053
1206 => 0.024100463079449
1207 => 0.023991285523452
1208 => 0.023994633843225
1209 => 0.02372010168756
1210 => 0.023301374254905
1211 => 0.024401764947007
1212 => 0.024313388174474
1213 => 0.024215827057415
1214 => 0.024227777737579
1215 => 0.02470542004132
1216 => 0.024428363383636
1217 => 0.025164963916782
1218 => 0.025013540991406
1219 => 0.024858234639365
1220 => 0.024836766570766
1221 => 0.024776986875345
1222 => 0.024571980056703
1223 => 0.024324422004194
1224 => 0.024160962734815
1225 => 0.022287210979209
1226 => 0.022634968405937
1227 => 0.023035031626301
1228 => 0.023173131846818
1229 => 0.022936901863379
1230 => 0.024581307856288
1231 => 0.024881756677083
]
'min_raw' => 0.010370479673047
'max_raw' => 0.027243316954075
'avg_raw' => 0.018806898313561
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.01037'
'max' => '$0.027243'
'avg' => '$0.0188068'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00040208686476456
'max_diff' => -0.0049130565169414
'year' => 2027
]
2 => [
'items' => [
101 => 0.023971677601104
102 => 0.023801438964272
103 => 0.024592468672977
104 => 0.024115381059179
105 => 0.02433021358246
106 => 0.023865863174234
107 => 0.024809387354322
108 => 0.024802199280905
109 => 0.024435147064391
110 => 0.024745377084324
111 => 0.024691466983974
112 => 0.024277065935539
113 => 0.024822524606711
114 => 0.024822795147407
115 => 0.024469515369415
116 => 0.024056961931609
117 => 0.023983207121006
118 => 0.023927642778782
119 => 0.024316548160429
120 => 0.024665239509538
121 => 0.025314067662314
122 => 0.025477198475699
123 => 0.026113908900572
124 => 0.025734778843428
125 => 0.025902842287204
126 => 0.026085298929448
127 => 0.026172775353361
128 => 0.026030237214838
129 => 0.027019310585133
130 => 0.027102818682011
131 => 0.027130818224552
201 => 0.026797308249047
202 => 0.027093543166277
203 => 0.026954944658774
204 => 0.027315539471522
205 => 0.027372085342466
206 => 0.027324193001454
207 => 0.027342141553408
208 => 0.02649814191636
209 => 0.026454376082726
210 => 0.025857625835649
211 => 0.026100805972288
212 => 0.025646192362769
213 => 0.025790355021387
214 => 0.025853900547673
215 => 0.025820707970918
216 => 0.026114555012349
217 => 0.025864724998148
218 => 0.025205382514814
219 => 0.024545860394061
220 => 0.02453758063107
221 => 0.024363940098208
222 => 0.024238429796799
223 => 0.024262607533567
224 => 0.024347813031491
225 => 0.024233477498364
226 => 0.024257876781316
227 => 0.02466306744988
228 => 0.024744325548773
229 => 0.024468178779146
301 => 0.023359409651304
302 => 0.023087314926195
303 => 0.02328289121873
304 => 0.023189418347625
305 => 0.018715670466429
306 => 0.019766711171076
307 => 0.019142218474345
308 => 0.019430013440526
309 => 0.018792568108763
310 => 0.019096790432453
311 => 0.019040611677688
312 => 0.020730654028204
313 => 0.020704266341478
314 => 0.020716896730708
315 => 0.020114015344434
316 => 0.021074421762782
317 => 0.021547552499558
318 => 0.021459988592148
319 => 0.021482026541153
320 => 0.021103341562031
321 => 0.020720563229071
322 => 0.020296003148655
323 => 0.021084783300855
324 => 0.020997084412857
325 => 0.021198234108862
326 => 0.021709814420733
327 => 0.021785146564961
328 => 0.021886393730747
329 => 0.021850103829076
330 => 0.022714676516022
331 => 0.022609971058999
401 => 0.022862281084609
402 => 0.022343260219121
403 => 0.021755938843908
404 => 0.021867569436353
405 => 0.021856818512624
406 => 0.021719946914218
407 => 0.021596385355119
408 => 0.021390690172473
409 => 0.022041540167524
410 => 0.022015116846317
411 => 0.022442879702914
412 => 0.022367268462944
413 => 0.021862318097213
414 => 0.02188035249831
415 => 0.022001642512725
416 => 0.022421428637478
417 => 0.022546049740524
418 => 0.022488320280301
419 => 0.022624961630621
420 => 0.022732957382597
421 => 0.022638524234337
422 => 0.023975498471813
423 => 0.023420293554895
424 => 0.02369089656831
425 => 0.023755433792524
426 => 0.023590123049771
427 => 0.023625973030541
428 => 0.023680275982871
429 => 0.024009992875812
430 => 0.02487526540724
501 => 0.0252584887213
502 => 0.026411434969556
503 => 0.025226667359794
504 => 0.025156368152886
505 => 0.025364048587838
506 => 0.026040950087319
507 => 0.026589515174523
508 => 0.026771505861428
509 => 0.026795558935042
510 => 0.027136985562187
511 => 0.027332684937637
512 => 0.02709552738924
513 => 0.026894561198403
514 => 0.026174725247669
515 => 0.026258048219015
516 => 0.026832060864172
517 => 0.027642887534632
518 => 0.028338661170024
519 => 0.028095025493069
520 => 0.029953793728252
521 => 0.030138083006383
522 => 0.030112620186931
523 => 0.030532458588435
524 => 0.029699164860053
525 => 0.029342915646864
526 => 0.026938012369925
527 => 0.027613692096015
528 => 0.028595832259166
529 => 0.028465842325736
530 => 0.027752585886575
531 => 0.028338120101056
601 => 0.028144524178401
602 => 0.0279918270419
603 => 0.028691362226005
604 => 0.02792219455576
605 => 0.028588159223273
606 => 0.027734052648665
607 => 0.028096138400319
608 => 0.027890601015563
609 => 0.028023608893215
610 => 0.027246047558261
611 => 0.027665600780368
612 => 0.027228592764859
613 => 0.027228385566159
614 => 0.027218738589996
615 => 0.027732876582252
616 => 0.027749642603721
617 => 0.027369693850625
618 => 0.027314937299388
619 => 0.027517400968379
620 => 0.02728036903731
621 => 0.027391274785996
622 => 0.027283728259456
623 => 0.027259517271055
624 => 0.02706659999632
625 => 0.026983485929993
626 => 0.027016077096985
627 => 0.026904826642142
628 => 0.026837794218994
629 => 0.02720540415385
630 => 0.027009004994999
701 => 0.027175303165996
702 => 0.026985785411642
703 => 0.026328834306099
704 => 0.025951014778168
705 => 0.024710095039196
706 => 0.025062018337813
707 => 0.025295343848886
708 => 0.025218229768868
709 => 0.025383900651934
710 => 0.025394071498631
711 => 0.025340210205732
712 => 0.025277845728613
713 => 0.025247490150124
714 => 0.025473735762325
715 => 0.025605078955286
716 => 0.025318761185415
717 => 0.025251680937946
718 => 0.025541164011322
719 => 0.025717748518853
720 => 0.027021549308196
721 => 0.0269249595345
722 => 0.02716738091169
723 => 0.027140087984878
724 => 0.027394184208927
725 => 0.027809524146171
726 => 0.026965021922881
727 => 0.027111598308154
728 => 0.027075661163428
729 => 0.027468013486321
730 => 0.027469238367447
731 => 0.02723400355042
801 => 0.027361528160979
802 => 0.02729034742182
803 => 0.027418980638135
804 => 0.026923669519184
805 => 0.027526904996535
806 => 0.027868900640557
807 => 0.027873649250406
808 => 0.028035752471427
809 => 0.02820045873237
810 => 0.028516598057358
811 => 0.028191641778181
812 => 0.027607077065798
813 => 0.027649280749899
814 => 0.027306550672913
815 => 0.027312312027426
816 => 0.027281557465508
817 => 0.027373854220919
818 => 0.0269439234667
819 => 0.027044827355382
820 => 0.026903561320335
821 => 0.027111291223383
822 => 0.026887808186687
823 => 0.027075643833449
824 => 0.027156707471741
825 => 0.027455834042216
826 => 0.026843626949015
827 => 0.025595295243202
828 => 0.025857709702323
829 => 0.025469578105072
830 => 0.025505501162119
831 => 0.025578071454465
901 => 0.025342847393448
902 => 0.025387720731528
903 => 0.025386117540123
904 => 0.025372302102709
905 => 0.025311111239654
906 => 0.025222372381981
907 => 0.02557588067857
908 => 0.025635948626721
909 => 0.025769472234618
910 => 0.02616674792179
911 => 0.026127050712236
912 => 0.02619179850804
913 => 0.026050454433342
914 => 0.02551205770836
915 => 0.025541295240831
916 => 0.025176702742413
917 => 0.025760148784718
918 => 0.025621981060789
919 => 0.025532903430337
920 => 0.02550859777357
921 => 0.025906858230329
922 => 0.026026024000959
923 => 0.02595176788962
924 => 0.025799466438866
925 => 0.026091930248195
926 => 0.026170181225514
927 => 0.026187698733551
928 => 0.026705888529309
929 => 0.026216659786763
930 => 0.02633442200761
1001 => 0.027253169237944
1002 => 0.026419992278482
1003 => 0.026861344695972
1004 => 0.026839742791823
1005 => 0.02706552375406
1006 => 0.026821222162867
1007 => 0.026824250573883
1008 => 0.027024728772622
1009 => 0.026743193298927
1010 => 0.026673481156398
1011 => 0.026577174330781
1012 => 0.0267874567612
1013 => 0.026913511567979
1014 => 0.027929420733568
1015 => 0.028585744385624
1016 => 0.028557251644958
1017 => 0.028817621958472
1018 => 0.028700322747515
1019 => 0.028321532653367
1020 => 0.028968081155547
1021 => 0.028763486156719
1022 => 0.02878035271984
1023 => 0.028779724945518
1024 => 0.028915762733733
1025 => 0.028819367493103
1026 => 0.028629362579051
1027 => 0.028755496708156
1028 => 0.029130069977824
1029 => 0.030292756900183
1030 => 0.030943411905488
1031 => 0.030253586651877
1101 => 0.03072941887469
1102 => 0.030444089097359
1103 => 0.030392236188992
1104 => 0.030691093988644
1105 => 0.030990474899311
1106 => 0.030971405629561
1107 => 0.030754070461796
1108 => 0.030631303340202
1109 => 0.031560937114919
1110 => 0.032245875444232
1111 => 0.032199167242057
1112 => 0.032405322056134
1113 => 0.033010598966391
1114 => 0.033065937901487
1115 => 0.033058966467616
1116 => 0.032921803142958
1117 => 0.033517776866245
1118 => 0.034014948631371
1119 => 0.032890053796329
1120 => 0.033318399023559
1121 => 0.033510696996483
1122 => 0.033793047472974
1123 => 0.034269420054248
1124 => 0.034786887029099
1125 => 0.034860062533079
1126 => 0.034808141011235
1127 => 0.034466857631062
1128 => 0.035033076169608
1129 => 0.03536475371003
1130 => 0.035562260095046
1201 => 0.036063103425517
1202 => 0.033511884563298
1203 => 0.031706005048814
1204 => 0.031423990885412
1205 => 0.031997477776351
1206 => 0.032148701696019
1207 => 0.032087743523619
1208 => 0.030055061946686
1209 => 0.031413289237582
1210 => 0.032874627599592
1211 => 0.032930763557565
1212 => 0.033662340096731
1213 => 0.033900571406219
1214 => 0.034489586410177
1215 => 0.034452743361308
1216 => 0.034596159141496
1217 => 0.034563190337246
1218 => 0.035654216600336
1219 => 0.036857780587492
1220 => 0.036816104993716
1221 => 0.036643078430639
1222 => 0.036900052382221
1223 => 0.038142259398721
1224 => 0.038027896882604
1225 => 0.038138990325636
1226 => 0.039603622405809
1227 => 0.041507852451519
1228 => 0.040623146413716
1229 => 0.042542703948443
1230 => 0.043750963665182
1231 => 0.045840523908894
]
'min_raw' => 0.018715670466429
'max_raw' => 0.045840523908894
'avg_raw' => 0.032278097187661
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.018715'
'max' => '$0.04584'
'avg' => '$0.032278'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.008345190793382
'max_diff' => 0.018597206954819
'year' => 2028
]
3 => [
'items' => [
101 => 0.04557890067508
102 => 0.046392351144056
103 => 0.045110540484136
104 => 0.042167244112286
105 => 0.041701456194955
106 => 0.042633975401081
107 => 0.044926482875447
108 => 0.042561776182371
109 => 0.04304015326658
110 => 0.042902380634146
111 => 0.042895039316059
112 => 0.04317522756812
113 => 0.04276879989487
114 => 0.041112940439106
115 => 0.041871811069641
116 => 0.041578774675231
117 => 0.04190392040214
118 => 0.043658597789969
119 => 0.042882813090525
120 => 0.042065586929293
121 => 0.043090569892481
122 => 0.04439572542698
123 => 0.044314051139221
124 => 0.044155568883765
125 => 0.04504892505991
126 => 0.046524487734102
127 => 0.046923326395645
128 => 0.047217740941699
129 => 0.047258335733425
130 => 0.047676487317728
131 => 0.045427980861163
201 => 0.048996418353474
202 => 0.0496125889323
203 => 0.049496774401134
204 => 0.050181622067077
205 => 0.049980122510848
206 => 0.049688181268185
207 => 0.050773810489981
208 => 0.049529224192952
209 => 0.047762690633378
210 => 0.046793535384524
211 => 0.048069797195739
212 => 0.048849165748449
213 => 0.049364278784641
214 => 0.049520151678152
215 => 0.045602526016709
216 => 0.043491143066671
217 => 0.044844515330591
218 => 0.046495722897337
219 => 0.045418808319758
220 => 0.04546102133233
221 => 0.043925624152875
222 => 0.046631571478474
223 => 0.046237337713733
224 => 0.048282623182594
225 => 0.047794499391009
226 => 0.04946235029334
227 => 0.049023149254986
228 => 0.050846248209796
301 => 0.051573531741303
302 => 0.052794753983347
303 => 0.053693090035864
304 => 0.054220610148332
305 => 0.054188939819457
306 => 0.056279237314532
307 => 0.055046661911119
308 => 0.053498256708713
309 => 0.053470250943758
310 => 0.054272191939155
311 => 0.055952840263739
312 => 0.056388607921866
313 => 0.056632142594241
314 => 0.056259160765995
315 => 0.054921288505065
316 => 0.054343602045961
317 => 0.054835807646305
318 => 0.054233882492794
319 => 0.055272974178124
320 => 0.056699869000089
321 => 0.056405220861907
322 => 0.057390185411732
323 => 0.058409520099509
324 => 0.059867214484216
325 => 0.060248309774645
326 => 0.060878245797968
327 => 0.061526656889172
328 => 0.061734909056497
329 => 0.062132527060775
330 => 0.062130431417623
331 => 0.063328680036291
401 => 0.064650385369352
402 => 0.065149298535034
403 => 0.066296521849287
404 => 0.064331942127128
405 => 0.065822098413851
406 => 0.067166256685506
407 => 0.065563695780898
408 => 0.067772452639099
409 => 0.067858213662752
410 => 0.069153103299739
411 => 0.067840484581815
412 => 0.067061055777139
413 => 0.069311237531422
414 => 0.070400029602259
415 => 0.070072076569639
416 => 0.067576337798364
417 => 0.066123710786211
418 => 0.06232190570458
419 => 0.066825308049529
420 => 0.069018783965706
421 => 0.067570657225646
422 => 0.06830100812083
423 => 0.072285565787882
424 => 0.073802627366492
425 => 0.073487089163202
426 => 0.073540409925357
427 => 0.074358988816559
428 => 0.07798901841978
429 => 0.075813820538103
430 => 0.077476677815535
501 => 0.078358651319608
502 => 0.079177877463108
503 => 0.077166116973754
504 => 0.074548846135735
505 => 0.073719846595779
506 => 0.067426669560806
507 => 0.067099082366253
508 => 0.066915197747042
509 => 0.065755831233916
510 => 0.064844886731813
511 => 0.06412046984254
512 => 0.062219383595893
513 => 0.062860944397164
514 => 0.059831009707545
515 => 0.061769454547671
516 => 0.056933605622707
517 => 0.060961044305444
518 => 0.058769092535597
519 => 0.060240929196695
520 => 0.06023579409724
521 => 0.057525676157919
522 => 0.055962536689237
523 => 0.05695862999698
524 => 0.058026521092865
525 => 0.058199782830355
526 => 0.059584331510979
527 => 0.059970729286967
528 => 0.058799925986536
529 => 0.056833393402438
530 => 0.057290174069891
531 => 0.055953280043591
601 => 0.053610424685385
602 => 0.055293104305979
603 => 0.055867645110649
604 => 0.05612139506086
605 => 0.053817465894821
606 => 0.053093521330116
607 => 0.05270809931835
608 => 0.056535985078606
609 => 0.056745685301516
610 => 0.055672829312483
611 => 0.060522240115291
612 => 0.059424669097129
613 => 0.060650924835844
614 => 0.057248726012068
615 => 0.057378694588805
616 => 0.055768039142974
617 => 0.056669898568604
618 => 0.056032493394855
619 => 0.056597037239361
620 => 0.056935422492057
621 => 0.058545813645177
622 => 0.060979432385605
623 => 0.058305274908713
624 => 0.057140106201391
625 => 0.057862970314256
626 => 0.059788052704735
627 => 0.062704651069465
628 => 0.060977966135533
629 => 0.0617442395882
630 => 0.061911636248475
701 => 0.060638442703544
702 => 0.062751595531531
703 => 0.063884051299272
704 => 0.065045716588272
705 => 0.066054358009589
706 => 0.064581721926279
707 => 0.066157653629511
708 => 0.0648877308661
709 => 0.063748478865118
710 => 0.063750206640141
711 => 0.063035537218109
712 => 0.06165077515878
713 => 0.061395403788978
714 => 0.062723877904536
715 => 0.063789188338247
716 => 0.06387693240806
717 => 0.064466743001789
718 => 0.064815786835625
719 => 0.068236890909305
720 => 0.069612887268596
721 => 0.071295429570459
722 => 0.071950874619922
723 => 0.073923529228753
724 => 0.072330450420948
725 => 0.071985777799944
726 => 0.067200762969326
727 => 0.067984308879778
728 => 0.069238841483347
729 => 0.067221449749886
730 => 0.068501020465199
731 => 0.068753634829416
801 => 0.067152899550747
802 => 0.068007921426772
803 => 0.065737236820368
804 => 0.06102892710496
805 => 0.062756837226186
806 => 0.064029160683666
807 => 0.062213398233491
808 => 0.065468082145719
809 => 0.063566762994509
810 => 0.06296413610299
811 => 0.060613073747174
812 => 0.06172268467843
813 => 0.063223449351052
814 => 0.062296151265991
815 => 0.064220434027
816 => 0.066945731604055
817 => 0.06888794095174
818 => 0.069037039668946
819 => 0.067788329176305
820 => 0.069789395709927
821 => 0.06980397129501
822 => 0.067546760070488
823 => 0.066164230763672
824 => 0.065850117196297
825 => 0.066634834473192
826 => 0.067587626114144
827 => 0.069089912973926
828 => 0.069997713460085
829 => 0.072364775667814
830 => 0.073005234832233
831 => 0.073708905278844
901 => 0.074649225999445
902 => 0.075778322117812
903 => 0.073307924090304
904 => 0.073406077609335
905 => 0.07110567717111
906 => 0.068647369392072
907 => 0.070512918563971
908 => 0.072951875942622
909 => 0.072392376425151
910 => 0.072329421299898
911 => 0.072435294358278
912 => 0.072013449993651
913 => 0.070105463566724
914 => 0.069147284727748
915 => 0.070383579887519
916 => 0.071040615743771
917 => 0.072059621057268
918 => 0.071934007143787
919 => 0.074558855398176
920 => 0.07557879205854
921 => 0.075317848615268
922 => 0.075365868488785
923 => 0.07721241509385
924 => 0.079266154689955
925 => 0.081189752836517
926 => 0.083146519491662
927 => 0.080787560914982
928 => 0.079589827230082
929 => 0.080825582662061
930 => 0.080169873435336
1001 => 0.08393777314809
1002 => 0.084198654349105
1003 => 0.087966281599824
1004 => 0.091542208501463
1005 => 0.089296232883928
1006 => 0.0914140867303
1007 => 0.093704718336308
1008 => 0.098123718345883
1009 => 0.096635554604953
1010 => 0.095495644501899
1011 => 0.094418434962519
1012 => 0.09665993701177
1013 => 0.099543593589262
1014 => 0.10016470559673
1015 => 0.10117114433189
1016 => 0.10011299706335
1017 => 0.10138741889721
1018 => 0.10588668798006
1019 => 0.10467094575772
1020 => 0.1029443963617
1021 => 0.10649613718821
1022 => 0.10778149838628
1023 => 0.11680283642325
1024 => 0.1281926483478
1025 => 0.1234771914215
1026 => 0.1205501551405
1027 => 0.12123807809676
1028 => 0.12539725184214
1029 => 0.12673304644358
1030 => 0.12310189624086
1031 => 0.12438447987936
1101 => 0.13145164182835
1102 => 0.13524294747228
1103 => 0.13009384516754
1104 => 0.11588767612512
1105 => 0.10278893947917
1106 => 0.10626331428148
1107 => 0.1058694280013
1108 => 0.11346221186908
1109 => 0.10464195070779
1110 => 0.10479046128493
1111 => 0.1125402558822
1112 => 0.11047274354876
1113 => 0.10712363835557
1114 => 0.10281339165342
1115 => 0.094845501974942
1116 => 0.087788119885671
1117 => 0.10162927138076
1118 => 0.10103241575979
1119 => 0.10016808037158
1120 => 0.10209156524719
1121 => 0.11143146181242
1122 => 0.11121614696629
1123 => 0.10984642376986
1124 => 0.11088534674217
1125 => 0.1069415101354
1126 => 0.10795792662846
1127 => 0.10278686457236
1128 => 0.10512440058434
1129 => 0.10711645267998
1130 => 0.10751638663102
1201 => 0.10841745824383
1202 => 0.10071789996887
1203 => 0.10417477558717
1204 => 0.10620536614748
1205 => 0.097031084122482
1206 => 0.10602402008942
1207 => 0.10058386778927
1208 => 0.09873739839026
1209 => 0.10122342618219
1210 => 0.10025461873393
1211 => 0.099421694980204
1212 => 0.098956909214177
1213 => 0.10078237365169
1214 => 0.10069721355378
1215 => 0.097710399426626
1216 => 0.09381422215587
1217 => 0.095121907135595
1218 => 0.094646812922849
1219 => 0.092925010207483
1220 => 0.094085297346387
1221 => 0.088975979994539
1222 => 0.080185665049892
1223 => 0.085992816356954
1224 => 0.085769247348597
1225 => 0.085656513716537
1226 => 0.090020427425921
1227 => 0.089600937815383
1228 => 0.088839560064601
1229 => 0.092911026908011
1230 => 0.091424886741209
1231 => 0.09600482055663
]
'min_raw' => 0.041112940439106
'max_raw' => 0.13524294747228
'avg_raw' => 0.088177943955691
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.041112'
'max' => '$0.135242'
'avg' => '$0.088177'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.022397269972677
'max_diff' => 0.089402423563383
'year' => 2029
]
4 => [
'items' => [
101 => 0.099021461179013
102 => 0.098256343539076
103 => 0.10109350862512
104 => 0.095152033556375
105 => 0.097125553243606
106 => 0.097532292915964
107 => 0.09286078563916
108 => 0.089669571503582
109 => 0.089456753903244
110 => 0.083923628368548
111 => 0.086879379367354
112 => 0.089480317929016
113 => 0.088234670198965
114 => 0.087840335340299
115 => 0.08985490661243
116 => 0.090011456053911
117 => 0.086442112197785
118 => 0.087184291811893
119 => 0.090279304179818
120 => 0.087106305441205
121 => 0.080941687198479
122 => 0.079412776641768
123 => 0.079208791790091
124 => 0.075062265100864
125 => 0.079514945755938
126 => 0.077571231325576
127 => 0.083711401921816
128 => 0.080204169407639
129 => 0.080052979623769
130 => 0.079824434090732
131 => 0.076255347278454
201 => 0.077036750463043
202 => 0.079634253659682
203 => 0.080561072063211
204 => 0.080464397310524
205 => 0.079621524476956
206 => 0.080007387343956
207 => 0.078764388605814
208 => 0.078325459880594
209 => 0.076940080086944
210 => 0.074903954511215
211 => 0.075187090260804
212 => 0.071152992714046
213 => 0.06895500226481
214 => 0.06834662747751
215 => 0.0675330832862
216 => 0.068438519458677
217 => 0.071141564622553
218 => 0.067881118671897
219 => 0.062291312783188
220 => 0.062627269641665
221 => 0.063382064956177
222 => 0.061975508881055
223 => 0.060644321599256
224 => 0.061801680938142
225 => 0.059433206493987
226 => 0.063668283777233
227 => 0.063553736805388
228 => 0.065132311721159
301 => 0.06611942701161
302 => 0.063844445849492
303 => 0.063272294239423
304 => 0.063598217799359
305 => 0.058211427357313
306 => 0.064692096018328
307 => 0.064748141110025
308 => 0.064268249008961
309 => 0.067719005002754
310 => 0.075001176467444
311 => 0.072261330637759
312 => 0.071200379520227
313 => 0.069183510670247
314 => 0.071870868663023
315 => 0.071664521498493
316 => 0.07073134136565
317 => 0.070166951109608
318 => 0.071206857461516
319 => 0.070038095204473
320 => 0.069828153387669
321 => 0.068556134396786
322 => 0.068102081490217
323 => 0.067765918794561
324 => 0.067395836697307
325 => 0.068212145585136
326 => 0.066362282250939
327 => 0.064131528414237
328 => 0.063946065369806
329 => 0.064458145141557
330 => 0.064231587962413
331 => 0.063944980701195
401 => 0.063397769386688
402 => 0.063235423478994
403 => 0.063762968919963
404 => 0.063167400874918
405 => 0.064046193967652
406 => 0.063807210872269
407 => 0.062472270728298
408 => 0.060808441050767
409 => 0.060793629476636
410 => 0.06043516010184
411 => 0.059978595456805
412 => 0.059851589617341
413 => 0.061704211362759
414 => 0.065539082931472
415 => 0.064786205881834
416 => 0.065330236708141
417 => 0.06800632992647
418 => 0.068856979487647
419 => 0.068253208577863
420 => 0.067426729717583
421 => 0.067463090592984
422 => 0.070287419050726
423 => 0.070463568952243
424 => 0.070908642925266
425 => 0.07148068875849
426 => 0.068350630456857
427 => 0.067315665128458
428 => 0.066825241138173
429 => 0.065314925066063
430 => 0.06694367146512
501 => 0.065994670688264
502 => 0.066122723315545
503 => 0.06603932887404
504 => 0.066084867878209
505 => 0.063667099986821
506 => 0.064548007532303
507 => 0.06308332788311
508 => 0.061122286250847
509 => 0.061115712151666
510 => 0.061595674312957
511 => 0.0613101740385
512 => 0.060541900140819
513 => 0.060651029821834
514 => 0.059694938984497
515 => 0.060767116560071
516 => 0.060797862776502
517 => 0.060385016007999
518 => 0.062036853495164
519 => 0.062713612661427
520 => 0.062441868074364
521 => 0.062694546336783
522 => 0.064817491322283
523 => 0.065163623985503
524 => 0.065317353250265
525 => 0.065111376400708
526 => 0.062733349873973
527 => 0.062838825462583
528 => 0.062064915577514
529 => 0.061411043277244
530 => 0.061437194740146
531 => 0.061773370099934
601 => 0.063241467612551
602 => 0.066330992278777
603 => 0.066448237481447
604 => 0.066590342087367
605 => 0.066012331239038
606 => 0.065837997636363
607 => 0.066067988657612
608 => 0.067228251682757
609 => 0.070212763191768
610 => 0.069157837495662
611 => 0.068300166483831
612 => 0.069052575187651
613 => 0.068936747765272
614 => 0.067959047755798
615 => 0.067931606972863
616 => 0.06605508806508
617 => 0.06536138175114
618 => 0.064781668832195
619 => 0.064148637458495
620 => 0.063773355240763
621 => 0.064349959289918
622 => 0.064481835458138
623 => 0.063221080627346
624 => 0.063049244402559
625 => 0.064078804012666
626 => 0.063625733214109
627 => 0.06409172776604
628 => 0.064199842499316
629 => 0.064182433537165
630 => 0.063709375588621
701 => 0.064010888618232
702 => 0.063297720417842
703 => 0.062522257114319
704 => 0.062027559839742
705 => 0.061595870855602
706 => 0.061835396993914
707 => 0.060981530046577
708 => 0.060708360825178
709 => 0.063908742788058
710 => 0.066272899353941
711 => 0.066238523581164
712 => 0.066029269905117
713 => 0.065718361388069
714 => 0.067205506788205
715 => 0.066687415067209
716 => 0.067064370082245
717 => 0.067160320954324
718 => 0.067450735345554
719 => 0.067554533528458
720 => 0.067240783327248
721 => 0.066187799330629
722 => 0.063563863325769
723 => 0.062342414032327
724 => 0.061939315420644
725 => 0.061953967289585
726 => 0.061549803335357
727 => 0.061668847733235
728 => 0.061508404551944
729 => 0.061204563981954
730 => 0.061816635694917
731 => 0.061887171257994
801 => 0.061744306406476
802 => 0.061777956250791
803 => 0.060595096298598
804 => 0.060685026571727
805 => 0.060184283383161
806 => 0.060090400071854
807 => 0.058824564895857
808 => 0.056581954395835
809 => 0.057824578308315
810 => 0.056323663361402
811 => 0.055755244128433
812 => 0.05844605236998
813 => 0.058175969853932
814 => 0.057713705988505
815 => 0.057029921387307
816 => 0.056776299027294
817 => 0.055235369854936
818 => 0.055144323538896
819 => 0.055908049645304
820 => 0.055555616325407
821 => 0.055060666467337
822 => 0.053268008253667
823 => 0.051252466892766
824 => 0.05131330341721
825 => 0.051954409623633
826 => 0.053818512383758
827 => 0.053090175186072
828 => 0.052561758192444
829 => 0.052462801573694
830 => 0.053701450837064
831 => 0.055454399049775
901 => 0.056276843131173
902 => 0.055461826024506
903 => 0.054525578256003
904 => 0.054582563319517
905 => 0.05496165941732
906 => 0.055001497057069
907 => 0.054392096007599
908 => 0.054563638833438
909 => 0.054303049594784
910 => 0.052703813918178
911 => 0.052674888816019
912 => 0.052282410589821
913 => 0.052270526505112
914 => 0.051602823134067
915 => 0.051509406816843
916 => 0.050183641246935
917 => 0.051056264159836
918 => 0.050470954524621
919 => 0.049588754843768
920 => 0.049436663286267
921 => 0.049432091230393
922 => 0.050337913046391
923 => 0.051045679104521
924 => 0.050481136236319
925 => 0.050352600768433
926 => 0.051725023289249
927 => 0.051550370013566
928 => 0.051399121403218
929 => 0.055297441763831
930 => 0.052211617008674
1001 => 0.050866021282707
1002 => 0.049200591050124
1003 => 0.049742863531681
1004 => 0.049857128311185
1005 => 0.045852068818187
1006 => 0.044227216680676
1007 => 0.043669628658343
1008 => 0.043348728868353
1009 => 0.043494966932258
1010 => 0.042032409432351
1011 => 0.043015272260757
1012 => 0.041748821092745
1013 => 0.04153649643304
1014 => 0.043801068004638
1015 => 0.044116169909391
1016 => 0.042771847289227
1017 => 0.043635120037435
1018 => 0.043322085338546
1019 => 0.041770530763086
1020 => 0.041711272790766
1021 => 0.04093275724458
1022 => 0.039714531165114
1023 => 0.039157769157429
1024 => 0.038867802669797
1025 => 0.038987448493928
1026 => 0.038926951904024
1027 => 0.038532170733435
1028 => 0.038949580298608
1029 => 0.037883271345131
1030 => 0.037458658528021
1031 => 0.037266870769475
1101 => 0.03632046019881
1102 => 0.037826620287429
1103 => 0.038123352798991
1104 => 0.038420669965267
1105 => 0.041008612910648
1106 => 0.040879326594548
1107 => 0.042048011927105
1108 => 0.042002598964157
1109 => 0.041669270975864
1110 => 0.04026301502305
1111 => 0.04082352358174
1112 => 0.039098365360463
1113 => 0.0403909711992
1114 => 0.039801079874911
1115 => 0.04019152834908
1116 => 0.039489466787204
1117 => 0.039878016642958
1118 => 0.038193719085533
1119 => 0.036620945725117
1120 => 0.037253875637465
1121 => 0.037941942836503
1122 => 0.039433847840278
1123 => 0.038545281527978
1124 => 0.038864843574294
1125 => 0.037794364213178
1126 => 0.035585659523885
1127 => 0.035598160552562
1128 => 0.035258399455361
1129 => 0.034964796261448
1130 => 0.03864734405787
1201 => 0.038189361026919
1202 => 0.037459625006437
1203 => 0.03843640566841
1204 => 0.038694681979029
1205 => 0.038702034742499
1206 => 0.039414668699116
1207 => 0.03979500156951
1208 => 0.039862036886374
1209 => 0.040983381814587
1210 => 0.041359241843627
1211 => 0.042907356109541
1212 => 0.039762732982695
1213 => 0.039697971538774
1214 => 0.038450150975451
1215 => 0.037658763446928
1216 => 0.03850433795659
1217 => 0.039253401539719
1218 => 0.038473426468985
1219 => 0.038575274747051
1220 => 0.037528221940895
1221 => 0.037902494050682
1222 => 0.038224867611528
1223 => 0.038046871879471
1224 => 0.03778040365349
1225 => 0.039191986868111
1226 => 0.039112339811103
1227 => 0.040426838552716
1228 => 0.04145158432251
1229 => 0.043288111937199
1230 => 0.041371599630922
1231 => 0.041301754305034
]
'min_raw' => 0.034964796261448
'max_raw' => 0.10109350862512
'avg_raw' => 0.068029152443282
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.034964'
'max' => '$0.101093'
'avg' => '$0.068029'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0061481441776583
'max_diff' => -0.03414943884716
'year' => 2030
]
5 => [
'items' => [
101 => 0.041984503569125
102 => 0.041359137318272
103 => 0.041754347201902
104 => 0.043224437515025
105 => 0.043255498206804
106 => 0.042735191600076
107 => 0.042703530895771
108 => 0.042803461471124
109 => 0.043388757972239
110 => 0.043184237390404
111 => 0.043420913785531
112 => 0.043716881241754
113 => 0.044941128128295
114 => 0.045236289907972
115 => 0.044519199807194
116 => 0.044583945014377
117 => 0.044315733632123
118 => 0.044056644797544
119 => 0.044639038660792
120 => 0.045703374892856
121 => 0.045696753712396
122 => 0.045943659030495
123 => 0.046097478998197
124 => 0.045437171093723
125 => 0.045007334928105
126 => 0.045172161465189
127 => 0.045435722687441
128 => 0.045086692113002
129 => 0.042932313720877
130 => 0.043585814502823
131 => 0.043477040018151
201 => 0.04332213192455
202 => 0.043979232014169
203 => 0.043915853107519
204 => 0.042017408791243
205 => 0.042138941036884
206 => 0.042024799569628
207 => 0.042393614001478
208 => 0.041339220128607
209 => 0.041663544582451
210 => 0.041866957839549
211 => 0.041986769810674
212 => 0.042419612806216
213 => 0.042368823676544
214 => 0.042416455682604
215 => 0.043058247578678
216 => 0.046304210752638
217 => 0.046480881366382
218 => 0.045610890650063
219 => 0.045958434781424
220 => 0.045291226048757
221 => 0.045739127740906
222 => 0.046045570703206
223 => 0.044660813882168
224 => 0.044578817570223
225 => 0.043908855029776
226 => 0.044268854950395
227 => 0.043696069191781
228 => 0.043836610781749
301 => 0.043443644244002
302 => 0.04415090577309
303 => 0.044941734059942
304 => 0.045141528515956
305 => 0.044615955319104
306 => 0.044235405687622
307 => 0.043567285895581
308 => 0.044678383999766
309 => 0.045003302945531
310 => 0.044676677338866
311 => 0.044600991048891
312 => 0.044457565666152
313 => 0.044631419421855
314 => 0.045001533367172
315 => 0.044826994465492
316 => 0.044942280485031
317 => 0.044502929060974
318 => 0.045437389683115
319 => 0.046921538041269
320 => 0.046926309820923
321 => 0.046751769978413
322 => 0.046680352035372
323 => 0.04685944050575
324 => 0.046956588654337
325 => 0.047535727928331
326 => 0.048157167443254
327 => 0.051057154504096
328 => 0.050242849741898
329 => 0.052815890783279
330 => 0.054850832179448
331 => 0.055461022126957
401 => 0.054899676086904
402 => 0.052979341607203
403 => 0.052885120836189
404 => 0.055754911293168
405 => 0.054944064044342
406 => 0.054847616344188
407 => 0.053821575765518
408 => 0.05442809282511
409 => 0.054295438647109
410 => 0.054086037537469
411 => 0.055243229836826
412 => 0.057409390517954
413 => 0.057071774061674
414 => 0.056819759038638
415 => 0.055715502568163
416 => 0.056380511608001
417 => 0.056143714626324
418 => 0.057161144734686
419 => 0.056558441677328
420 => 0.054937921078942
421 => 0.05519599432554
422 => 0.055156987073488
423 => 0.055959753556637
424 => 0.055718782984285
425 => 0.055109933701797
426 => 0.057401986816238
427 => 0.057253153636055
428 => 0.057464165057552
429 => 0.05755705881104
430 => 0.058952191151294
501 => 0.05952373223184
502 => 0.059653482063359
503 => 0.060196401885305
504 => 0.0596399737236
505 => 0.061866083096973
506 => 0.063346315933183
507 => 0.065065682544525
508 => 0.067578139285875
509 => 0.068522846262146
510 => 0.068352193402627
511 => 0.070257109429645
512 => 0.073680201186293
513 => 0.069044098116584
514 => 0.073925925906326
515 => 0.072380395591506
516 => 0.068715971017971
517 => 0.068480025276163
518 => 0.070961616142205
519 => 0.076465545838816
520 => 0.075086873874869
521 => 0.076467800852254
522 => 0.074856876180879
523 => 0.074776880193007
524 => 0.076389561836616
525 => 0.080157680399611
526 => 0.078367588516144
527 => 0.075801052852657
528 => 0.077696142846858
529 => 0.076054440511582
530 => 0.072355225666654
531 => 0.075085819630401
601 => 0.073259949209682
602 => 0.073792835267058
603 => 0.077630543313681
604 => 0.077168780128196
605 => 0.077766344448334
606 => 0.076711659064271
607 => 0.075726416606937
608 => 0.073887388395257
609 => 0.073342942804774
610 => 0.073493407978883
611 => 0.073342868241706
612 => 0.072313948858813
613 => 0.072091753816041
614 => 0.071721419010167
615 => 0.071836201251937
616 => 0.071139863471625
617 => 0.0724539967338
618 => 0.072697911447363
619 => 0.073654228045955
620 => 0.073753516007679
621 => 0.076416844122442
622 => 0.074949927752241
623 => 0.075934061900838
624 => 0.075846031679558
625 => 0.068795390209986
626 => 0.069766906396157
627 => 0.071278280703264
628 => 0.070597408626532
629 => 0.069634814809561
630 => 0.068857468691343
701 => 0.067679709834519
702 => 0.069337382808642
703 => 0.071517046495747
704 => 0.073808795875777
705 => 0.076562182594515
706 => 0.075947658731847
707 => 0.073757323226286
708 => 0.073855580077024
709 => 0.074462965265643
710 => 0.073676346259618
711 => 0.073444356958114
712 => 0.074431093498055
713 => 0.074437888610304
714 => 0.07353278837779
715 => 0.072526935100944
716 => 0.072522720538987
717 => 0.072343738663762
718 => 0.074888716658871
719 => 0.076288197229884
720 => 0.076448645421975
721 => 0.076277397788172
722 => 0.076343304205847
723 => 0.075528977297025
724 => 0.077390287129449
725 => 0.079098409096145
726 => 0.078640595920367
727 => 0.077954268887899
728 => 0.077407576348549
729 => 0.078511812532235
730 => 0.078462642633204
731 => 0.079083490140899
801 => 0.079055324911761
802 => 0.078846557246179
803 => 0.078640603376118
804 => 0.07945718719094
805 => 0.079222024166206
806 => 0.078986495868341
807 => 0.078514107809394
808 => 0.07857831319214
809 => 0.07789210466371
810 => 0.077574633199692
811 => 0.072800624101421
812 => 0.071524852875116
813 => 0.071926236473629
814 => 0.072058382376181
815 => 0.071503165103547
816 => 0.072299204048889
817 => 0.072175142222471
818 => 0.072657794215321
819 => 0.072356254204502
820 => 0.072368629511727
821 => 0.073255394388437
822 => 0.073512826004714
823 => 0.073381894206948
824 => 0.073473594350023
825 => 0.075586785442998
826 => 0.075286357245624
827 => 0.075126760753526
828 => 0.075170970072539
829 => 0.075710935704122
830 => 0.075862096599935
831 => 0.075221617262488
901 => 0.075523671020595
902 => 0.076809777586284
903 => 0.077259842096948
904 => 0.078696231971765
905 => 0.078086028023149
906 => 0.079206083779843
907 => 0.082648753320776
908 => 0.085398995964685
909 => 0.082869759170762
910 => 0.087920229545013
911 => 0.091852745178313
912 => 0.091701808678359
913 => 0.091016083616968
914 => 0.086539019119793
915 => 0.082419157620221
916 => 0.085865596703172
917 => 0.085874382385161
918 => 0.08557833021144
919 => 0.083739575586672
920 => 0.08551434553623
921 => 0.085655220329808
922 => 0.085576367907036
923 => 0.084166599047414
924 => 0.08201414256761
925 => 0.082434727411511
926 => 0.083123653965519
927 => 0.081819372273646
928 => 0.081402575243879
929 => 0.082177480221096
930 => 0.084674385515556
1001 => 0.084202360033226
1002 => 0.084190033540277
1003 => 0.086209558723642
1004 => 0.084764014533165
1005 => 0.082440032333292
1006 => 0.081853196178264
1007 => 0.079770323168119
1008 => 0.081208970975165
1009 => 0.081260745348566
1010 => 0.08047281264727
1011 => 0.082503968729457
1012 => 0.082485251268581
1013 => 0.084413531670931
1014 => 0.088099679571178
1015 => 0.087009504252753
1016 => 0.085741748968162
1017 => 0.085879589118639
1018 => 0.087391355350881
1019 => 0.086477306976601
1020 => 0.086806005144964
1021 => 0.087390857826836
1022 => 0.087743713970884
1023 => 0.085828818549658
1024 => 0.085382364826934
1025 => 0.084469077194204
1026 => 0.084230817498146
1027 => 0.084974671218633
1028 => 0.084778692044024
1029 => 0.081256393912962
1030 => 0.080888294160384
1031 => 0.08089958325427
1101 => 0.079973978924224
1102 => 0.07856221015041
1103 => 0.082272254195659
1104 => 0.081974285736792
1105 => 0.08164535161913
1106 => 0.081685644171672
1107 => 0.083296048546655
1108 => 0.082361932681794
1109 => 0.084845432807105
1110 => 0.084334899842189
1111 => 0.083811273633139
1112 => 0.083738892541004
1113 => 0.083537341124209
1114 => 0.082846146322039
1115 => 0.08201148706405
1116 => 0.08146037272498
1117 => 0.075142887859784
1118 => 0.076315376303645
1119 => 0.077664217382623
1120 => 0.078129831917945
1121 => 0.077333366035732
1122 => 0.082877595649585
1123 => 0.083890579825562
1124 => 0.080822184681205
1125 => 0.080248213231444
1126 => 0.082915225122276
1127 => 0.081306690923161
1128 => 0.08203101377453
1129 => 0.080465423953286
1130 => 0.083646581601209
1201 => 0.083622346509828
1202 => 0.082384804335082
1203 => 0.083430766506854
1204 => 0.083249004839644
1205 => 0.081851822772288
1206 => 0.083690874764852
1207 => 0.083691786911696
1208 => 0.082500679474991
1209 => 0.081109726755864
1210 => 0.080861057262521
1211 => 0.080673718203333
1212 => 0.081984939850063
1213 => 0.083160577078438
1214 => 0.085348146495257
1215 => 0.085898153422013
1216 => 0.088044867073175
1217 => 0.086766603615499
1218 => 0.087333241250004
1219 => 0.087948406558046
1220 => 0.088243339428677
1221 => 0.087762762142955
1222 => 0.0910974920658
1223 => 0.091379045444773
1224 => 0.091473447857315
1225 => 0.090348995689978
1226 => 0.09134777239588
1227 => 0.090880477851197
1228 => 0.0920962484383
1229 => 0.092286896790096
1230 => 0.092125424418637
1231 => 0.092185939214676
]
'min_raw' => 0.041339220128607
'max_raw' => 0.092286896790096
'avg_raw' => 0.066813058459351
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.041339'
'max' => '$0.092286'
'avg' => '$0.066813'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0063744238671588
'max_diff' => -0.0088066118350204
'year' => 2031
]
6 => [
'items' => [
101 => 0.089340335512198
102 => 0.089192775948469
103 => 0.087180790826677
104 => 0.08800068963565
105 => 0.086467928111047
106 => 0.086953982579692
107 => 0.087168230758173
108 => 0.087056319668212
109 => 0.088047045484143
110 => 0.087204726148689
111 => 0.084981706932305
112 => 0.082758082055822
113 => 0.082730166256824
114 => 0.082144725077085
115 => 0.081721558333034
116 => 0.081803075260585
117 => 0.082090351545694
118 => 0.081704861313104
119 => 0.081787125199078
120 => 0.083153253827653
121 => 0.08342722118133
122 => 0.08249617306758
123 => 0.078757880541273
124 => 0.07784049417852
125 => 0.078499893303504
126 => 0.078184742992504
127 => 0.06310118966395
128 => 0.066644846780985
129 => 0.064539326053268
130 => 0.065509646874951
131 => 0.063360455433901
201 => 0.064386162238345
202 => 0.064196751644379
203 => 0.069894847424134
204 => 0.069805879496007
205 => 0.069848463735123
206 => 0.067815807049466
207 => 0.071053884342361
208 => 0.072649077654334
209 => 0.072353849826983
210 => 0.072428152310694
211 => 0.071151389464643
212 => 0.069860825590338
213 => 0.068429391637378
214 => 0.071088818991395
215 => 0.070793136067567
216 => 0.07147132631147
217 => 0.073196155050343
218 => 0.073450142634129
219 => 0.073791504522425
220 => 0.073669150585265
221 => 0.07658411776184
222 => 0.076231096003184
223 => 0.077081776870254
224 => 0.075331861785379
225 => 0.073351666763379
226 => 0.073728037099609
227 => 0.073691789609651
228 => 0.073230317459553
229 => 0.072813721036259
301 => 0.072120205366789
302 => 0.074314591566
303 => 0.074225503493732
304 => 0.075667735830199
305 => 0.075412807255631
306 => 0.073710331843062
307 => 0.073771136085482
308 => 0.074180073837278
309 => 0.075595412065416
310 => 0.076015580815102
311 => 0.075820941909418
312 => 0.076281637762016
313 => 0.076645752979828
314 => 0.076327365027357
315 => 0.080835067013568
316 => 0.078963154873007
317 => 0.079875511825635
318 => 0.080093103582918
319 => 0.0795357468721
320 => 0.079656617585229
321 => 0.079839703780322
322 => 0.08095136730497
323 => 0.083868694056079
324 => 0.085160758215231
325 => 0.089047996987362
326 => 0.085053470273215
327 => 0.084816451588992
328 => 0.085516660675218
329 => 0.087798881340472
330 => 0.089648406831573
331 => 0.090262001138656
401 => 0.090343097755675
402 => 0.091494241466742
403 => 0.092154055574367
404 => 0.091354462342134
405 => 0.090676890798717
406 => 0.088249913633475
407 => 0.088530842848791
408 => 0.090466166558221
409 => 0.09319992528779
410 => 0.095545774676877
411 => 0.094724339981924
412 => 0.1009913068619
413 => 0.10161265102978
414 => 0.10152680135624
415 => 0.10294231583909
416 => 0.10013280785514
417 => 0.098931688760351
418 => 0.090823389457167
419 => 0.093101490828131
420 => 0.09641284495903
421 => 0.095974574822865
422 => 0.093569780940257
423 => 0.095543950425074
424 => 0.094891228255406
425 => 0.094376399198721
426 => 0.096734930911918
427 => 0.094141628410115
428 => 0.096386974782802
429 => 0.093507294834697
430 => 0.094728092226418
501 => 0.094035108583551
502 => 0.094483553929367
503 => 0.091861951600972
504 => 0.093276504581575
505 => 0.091803101546361
506 => 0.091802402961479
507 => 0.091769877507813
508 => 0.093503329644674
509 => 0.093559857456624
510 => 0.092278833708383
511 => 0.09209421817291
512 => 0.092776838568474
513 => 0.091977668863833
514 => 0.09235159533872
515 => 0.091988994715832
516 => 0.091907365678083
517 => 0.091256931617257
518 => 0.090976706739797
519 => 0.091086590134755
520 => 0.090711501458991
521 => 0.090485496964293
522 => 0.091724919525367
523 => 0.091062746049149
524 => 0.091623431943232
525 => 0.090984459602723
526 => 0.088769503083521
527 => 0.087495658166588
528 => 0.083311810628393
529 => 0.084498344600178
530 => 0.08528501785103
531 => 0.085025022346316
601 => 0.085583593295345
602 => 0.08561788501509
603 => 0.085436287905604
604 => 0.08522602171685
605 => 0.085123675764614
606 => 0.085886478642116
607 => 0.08632931138727
608 => 0.085363971036083
609 => 0.085137805298347
610 => 0.086113817691298
611 => 0.086709184687175
612 => 0.091105040076908
613 => 0.090779380911211
614 => 0.091596721509727
615 => 0.091504701501448
616 => 0.092361404661262
617 => 0.093761752257788
618 => 0.090914454050704
619 => 0.09140864656729
620 => 0.091287481974795
621 => 0.092610325224592
622 => 0.092614454996825
623 => 0.09182134438765
624 => 0.092251302515634
625 => 0.092011311683878
626 => 0.092445007553567
627 => 0.090775031534508
628 => 0.092808882062951
629 => 0.093961944254145
630 => 0.093977954523789
701 => 0.094524496851147
702 => 0.09507981550934
703 => 0.09614570131568
704 => 0.095050088532712
705 => 0.093079187791907
706 => 0.093221480459422
707 => 0.092065942076213
708 => 0.092085366885199
709 => 0.091981675732478
710 => 0.0922928606873
711 => 0.090843319132643
712 => 0.091183523638219
713 => 0.090707235338178
714 => 0.091407611209543
715 => 0.090654122548233
716 => 0.09128742354556
717 => 0.091560735261745
718 => 0.092569261378449
719 => 0.090505162420789
720 => 0.086296324918903
721 => 0.087181073589022
722 => 0.085872460810408
723 => 0.085993577905309
724 => 0.086238253712652
725 => 0.085445179368112
726 => 0.085596472960406
727 => 0.085591067688652
728 => 0.085544487976846
729 => 0.085338178709847
730 => 0.085038989455653
731 => 0.086230867358763
801 => 0.086433390639767
802 => 0.086883574806111
803 => 0.088223017522316
804 => 0.088089175608732
805 => 0.088307477322834
806 => 0.087830925906662
807 => 0.086015683758723
808 => 0.08611426014075
809 => 0.084885011077299
810 => 0.08685214014383
811 => 0.086386298016041
812 => 0.086085966565773
813 => 0.086004018347016
814 => 0.087346781282636
815 => 0.087748556998204
816 => 0.087498197334427
817 => 0.086984702359863
818 => 0.087970764512187
819 => 0.088234593145527
820 => 0.088293654646906
821 => 0.09004076772216
822 => 0.088391298859808
823 => 0.088788342409286
824 => 0.09188596284124
825 => 0.089076848551858
826 => 0.090564899041668
827 => 0.090492066713633
828 => 0.091253302991337
829 => 0.090429623120039
830 => 0.090439833619215
831 => 0.091115759863204
901 => 0.090166543357463
902 => 0.089931504001779
903 => 0.089606798815286
904 => 0.090315780710892
905 => 0.090740783292814
906 => 0.094165991973109
907 => 0.096378832989072
908 => 0.096282767724616
909 => 0.097160624415104
910 => 0.096765141935794
911 => 0.095488024687094
912 => 0.097667908102768
913 => 0.096978101779852
914 => 0.097034968574999
915 => 0.097032851990043
916 => 0.097491512890867
917 => 0.097166509606979
918 => 0.096525894773534
919 => 0.096951164796217
920 => 0.098214064726772
921 => 0.10213414486171
922 => 0.10432787363938
923 => 0.10200207963477
924 => 0.10360638119553
925 => 0.10264437193017
926 => 0.10246954622936
927 => 0.10347716616647
928 => 0.10448654980889
929 => 0.10442225643455
930 => 0.10368949574258
1001 => 0.1032755778208
1002 => 0.10640990299721
1003 => 0.10871922039536
1004 => 0.10856174043066
1005 => 0.10925680577959
1006 => 0.11129753914161
1007 => 0.11148411822493
1008 => 0.1114606135489
1009 => 0.11099815782338
1010 => 0.113007524841
1011 => 0.11468377415854
1012 => 0.11089111268455
1013 => 0.11233530852426
1014 => 0.11298365456579
1015 => 0.11393561891036
1016 => 0.1155417423274
1017 => 0.1172864183615
1018 => 0.11753313468212
1019 => 0.11735807764618
1020 => 0.11620741690228
1021 => 0.1181164622371
1022 => 0.11923473622162
1023 => 0.11990064278816
1024 => 0.12158927104461
1025 => 0.11298765853022
1026 => 0.10689900966466
1027 => 0.10594817922315
1028 => 0.10788173031552
1029 => 0.1083915923188
1030 => 0.10818606758459
1031 => 0.10133273973067
1101 => 0.10591209787033
1102 => 0.11083910218523
1103 => 0.11102836848682
1104 => 0.11349492986566
1105 => 0.11429814335838
1106 => 0.11628404856794
1107 => 0.11615982965638
1108 => 0.11664336597225
1109 => 0.11653220934691
1110 => 0.12021068056594
1111 => 0.12426858057879
1112 => 0.12412806840468
1113 => 0.12354469726694
1114 => 0.12441110288604
1115 => 0.1285992905703
1116 => 0.12821370936267
1117 => 0.12858826866215
1118 => 0.1335263779778
1119 => 0.13994662252601
1120 => 0.13696377435135
1121 => 0.14343569659892
1122 => 0.1475094285919
1123 => 0.15455452684201
1124 => 0.15367244584326
1125 => 0.15641505089271
1126 => 0.15209333675963
1127 => 0.14216980754754
1128 => 0.14059937106399
1129 => 0.14374342467385
1130 => 0.15147277368144
1201 => 0.14349999996718
1202 => 0.14511288170582
1203 => 0.14464837165659
1204 => 0.1446236198901
1205 => 0.14556829414404
1206 => 0.14419799486781
1207 => 0.13861514910428
1208 => 0.14117373441779
1209 => 0.14018574175489
1210 => 0.14128199327411
1211 => 0.14719801059484
1212 => 0.14458239831711
1213 => 0.1418270632576
1214 => 0.14528286488002
1215 => 0.14968328788763
1216 => 0.14940791732413
1217 => 0.14887358333498
1218 => 0.151885596055
1219 => 0.15686055863153
1220 => 0.15820527102495
1221 => 0.15919791022234
1222 => 0.15933477839688
1223 => 0.16074460565777
1224 => 0.15316360915375
1225 => 0.16519484529943
1226 => 0.16727230742559
1227 => 0.16688183064786
1228 => 0.16919084236812
1229 => 0.16851147254605
1230 => 0.16752717226372
1231 => 0.17118744698121
]
'min_raw' => 0.06310118966395
'max_raw' => 0.17118744698121
'avg_raw' => 0.11714431832258
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.0631011'
'max' => '$0.171187'
'avg' => '$0.117144'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.021761969535344
'max_diff' => 0.078900550191119
'year' => 2032
]
7 => [
'items' => [
101 => 0.16699123738654
102 => 0.16103524615501
103 => 0.15776767156923
104 => 0.1620706773715
105 => 0.16469837286074
106 => 0.1664351124263
107 => 0.16696064876947
108 => 0.15375210033203
109 => 0.14663342530392
110 => 0.15119641438116
111 => 0.15676357597608
112 => 0.15313268329
113 => 0.1532750074091
114 => 0.14809830862056
115 => 0.15722159895203
116 => 0.15589241228968
117 => 0.16278823504522
118 => 0.16114249160217
119 => 0.16676576736502
120 => 0.16528497040017
121 => 0.17143167581101
122 => 0.1738837630148
123 => 0.17800119906687
124 => 0.18103000178775
125 => 0.18280857267721
126 => 0.18270179395226
127 => 0.18974937789682
128 => 0.18559366386854
129 => 0.18037310762243
130 => 0.18027868423059
131 => 0.1829824842863
201 => 0.18864890745175
202 => 0.19011812853545
203 => 0.19093922268641
204 => 0.18968168841172
205 => 0.18517095867674
206 => 0.18322324844709
207 => 0.18488275399335
208 => 0.18285332131321
209 => 0.18635669147737
210 => 0.19116756699224
211 => 0.19017414022268
212 => 0.19349501697045
213 => 0.19693177503796
214 => 0.20184649342897
215 => 0.20313138280788
216 => 0.20525525609124
217 => 0.20744141935585
218 => 0.20814355607769
219 => 0.20948415293991
220 => 0.20947708733271
221 => 0.2135170662096
222 => 0.21797328801854
223 => 0.21965540858964
224 => 0.22352335209022
225 => 0.21689963439438
226 => 0.22192380035446
227 => 0.22645572381348
228 => 0.22105257783636
301 => 0.22849955579426
302 => 0.22878870507315
303 => 0.23315451589056
304 => 0.22872893023897
305 => 0.22610103160602
306 => 0.23368767649326
307 => 0.23735861497712
308 => 0.2362528984307
309 => 0.22783834091642
310 => 0.22294070752577
311 => 0.2101226562595
312 => 0.225306191683
313 => 0.23270164887799
314 => 0.2278191884689
315 => 0.23028161750349
316 => 0.24371583187088
317 => 0.24883071090102
318 => 0.24776685181846
319 => 0.2479466264908
320 => 0.25070652237384
321 => 0.26294542062167
322 => 0.25561158909613
323 => 0.26121802850398
324 => 0.26419166375039
325 => 0.26695374188974
326 => 0.26017095094325
327 => 0.25134663958086
328 => 0.248551609753
329 => 0.22733372400399
330 => 0.22622924090615
331 => 0.22560926107407
401 => 0.22170037593068
402 => 0.21862906294173
403 => 0.21618664082237
404 => 0.20977699581219
405 => 0.21194006284603
406 => 0.20172442649669
407 => 0.20826002861307
408 => 0.19195562633436
409 => 0.20553441704
410 => 0.19814409861078
411 => 0.20310649867402
412 => 0.20308918532769
413 => 0.19395183348088
414 => 0.1886815996273
415 => 0.19203999775937
416 => 0.19564046714692
417 => 0.19622463119162
418 => 0.20089273373445
419 => 0.20219550081362
420 => 0.19824805574334
421 => 0.19161775383713
422 => 0.19315782174886
423 => 0.18865039020023
424 => 0.1807512897871
425 => 0.18642456160887
426 => 0.18836166604498
427 => 0.18921720171837
428 => 0.18144934367987
429 => 0.17900851403577
430 => 0.1777090368138
501 => 0.19061502090895
502 => 0.19132203985129
503 => 0.18770483097985
504 => 0.20405495807657
505 => 0.20035442075888
506 => 0.2044888275964
507 => 0.1930180767281
508 => 0.19345627485868
509 => 0.18802583757069
510 => 0.19106651959002
511 => 0.18891746354452
512 => 0.19082086253146
513 => 0.19196175203623
514 => 0.19739129824289
515 => 0.20559641373608
516 => 0.19658030509903
517 => 0.19265185745281
518 => 0.19508904427809
519 => 0.20157959396255
520 => 0.21141310897964
521 => 0.20559147017159
522 => 0.20817501461676
523 => 0.20873940414414
524 => 0.20444674321587
525 => 0.21157138551105
526 => 0.21538953919753
527 => 0.21930617482427
528 => 0.22270687979733
529 => 0.21774178442628
530 => 0.22305514819177
531 => 0.21877351493175
601 => 0.21493244727041
602 => 0.21493827258453
603 => 0.21252871473152
604 => 0.20785989276749
605 => 0.20699889036475
606 => 0.21147793359645
607 => 0.21506970210131
608 => 0.21536553735878
609 => 0.2173541249548
610 => 0.21853095061004
611 => 0.23006544184831
612 => 0.23470470964265
613 => 0.24037751848474
614 => 0.24258739723072
615 => 0.24923833997074
616 => 0.24386716354501
617 => 0.24270507573902
618 => 0.22657206415852
619 => 0.22921384390104
620 => 0.23344358816265
621 => 0.22664181108349
622 => 0.23095597308694
623 => 0.23180768005287
624 => 0.22641068930107
625 => 0.22929345525181
626 => 0.22163768356718
627 => 0.205763288638
628 => 0.21158905825054
629 => 0.21587878561822
630 => 0.20975681574497
701 => 0.22073020978982
702 => 0.21431977952565
703 => 0.21228798088683
704 => 0.20436121000827
705 => 0.20810234073356
706 => 0.21316227360734
707 => 0.21003582337168
708 => 0.21652367704955
709 => 0.22571220810479
710 => 0.23226050252124
711 => 0.23276319925604
712 => 0.22855308464792
713 => 0.23529982017603
714 => 0.23534896277877
715 => 0.22773861754184
716 => 0.2230773234588
717 => 0.22201826763568
718 => 0.22466399672194
719 => 0.2278764002612
720 => 0.23294146529528
721 => 0.23600217801497
722 => 0.24398289351133
723 => 0.2461422462996
724 => 0.24851472033905
725 => 0.25168507729966
726 => 0.2554919036937
727 => 0.24716278426628
728 => 0.24749371570855
729 => 0.23973775502224
730 => 0.23144939871165
731 => 0.23773922799319
801 => 0.24596234307788
802 => 0.24407595139172
803 => 0.24386369379154
804 => 0.24422065219969
805 => 0.24279837447212
806 => 0.23636546502237
807 => 0.23313489816886
808 => 0.2373031536154
809 => 0.23951839587753
810 => 0.24295404343666
811 => 0.24253052735728
812 => 0.251380386508
813 => 0.25481917416812
814 => 0.25393938513064
815 => 0.25410128748684
816 => 0.26032704828759
817 => 0.26725137472338
818 => 0.27373692017584
819 => 0.28033429557075
820 => 0.27238090203224
821 => 0.26834265929051
822 => 0.27250909500712
823 => 0.27029832556906
824 => 0.28300206251696
825 => 0.28388164170033
826 => 0.29658446002346
827 => 0.30864094723558
828 => 0.30106848363205
829 => 0.30820897573893
830 => 0.31593200012538
831 => 0.33083096718239
901 => 0.32581351922957
902 => 0.32197023273114
903 => 0.31833834556075
904 => 0.32589572621648
905 => 0.33561817569796
906 => 0.33771229819581
907 => 0.34110557665869
908 => 0.33753795926532
909 => 0.34183476145547
910 => 0.35700436129724
911 => 0.35290540151423
912 => 0.34708421968169
913 => 0.35905916185292
914 => 0.36339284687327
915 => 0.3938089179146
916 => 0.4322104640295
917 => 0.41631197177978
918 => 0.40644326459925
919 => 0.40876264487554
920 => 0.42278558954233
921 => 0.42728931430328
922 => 0.41504663787598
923 => 0.41937095816032
924 => 0.44319838808482
925 => 0.45598103976384
926 => 0.43862048184457
927 => 0.39072339107502
928 => 0.3465600859486
929 => 0.35827418316768
930 => 0.35694616807379
1001 => 0.38254576899525
1002 => 0.35280764267902
1003 => 0.35330835645851
1004 => 0.37943733001658
1005 => 0.3724665678353
1006 => 0.36117482584939
1007 => 0.34664252816129
1008 => 0.31977823181
1009 => 0.29598377536534
1010 => 0.34265018398937
1011 => 0.34063784359215
1012 => 0.33772367648483
1013 => 0.34420884003635
1014 => 0.37569895339679
1015 => 0.37497300436028
1016 => 0.37035488697247
1017 => 0.3738576883089
1018 => 0.36056076783932
1019 => 0.36398768700958
1020 => 0.34655309025544
1021 => 0.35443425612139
1022 => 0.36115059884247
1023 => 0.36249900408088
1024 => 0.36553702993429
1025 => 0.33957743164426
1026 => 0.35123252914273
1027 => 0.35807880698812
1028 => 0.32714707461291
1029 => 0.35746738609216
1030 => 0.33912553279293
1031 => 0.33290003229778
1101 => 0.34128184856718
1102 => 0.33801544661541
1103 => 0.33520718602684
1104 => 0.33364012836637
1105 => 0.33979480916731
1106 => 0.33950768595151
1107 => 0.32943743358911
1108 => 0.31630119989834
1109 => 0.32071015110713
1110 => 0.31910833779884
1111 => 0.31330315973156
1112 => 0.31721514882904
1113 => 0.29998872865614
1114 => 0.27035156810006
1115 => 0.28993078417418
1116 => 0.28917700565342
1117 => 0.28879691634212
1118 => 0.30351015609203
1119 => 0.30209581758227
1120 => 0.29952877933781
1121 => 0.31325601406111
1122 => 0.30824538872974
1123 => 0.3236869553492
1124 => 0.33385776982269
1125 => 0.33127812228083
1126 => 0.34084382245296
1127 => 0.32081172443816
1128 => 0.3274655838504
1129 => 0.32883693505341
1130 => 0.31308662211544
1201 => 0.30232722085389
1202 => 0.3016096914559
1203 => 0.28295437240518
1204 => 0.2929198932616
1205 => 0.30168913921397
1206 => 0.29748935092376
1207 => 0.29615982341619
1208 => 0.30295209111305
1209 => 0.30347990848494
1210 => 0.29144561647038
1211 => 0.29394792685667
1212 => 0.30438297714199
1213 => 0.29368499036306
1214 => 0.27290054955781
1215 => 0.26774572087073
1216 => 0.26705797170153
1217 => 0.25307766746756
1218 => 0.26809019117237
1219 => 0.2615368222646
1220 => 0.28223883612284
1221 => 0.27041395683414
1222 => 0.26990420992209
1223 => 0.26913365270092
1224 => 0.25710022732764
1225 => 0.25973478272031
1226 => 0.26849244609966
1227 => 0.27161727905555
1228 => 0.27129133337725
1229 => 0.26844952877138
1230 => 0.26975049236755
1231 => 0.2655596353385
]
'min_raw' => 0.14663342530392
'max_raw' => 0.45598103976384
'avg_raw' => 0.30130723253388
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.146633'
'max' => '$0.455981'
'avg' => '$0.3013072'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.083532235639974
'max_diff' => 0.28479359278263
'year' => 2033
]
8 => [
'items' => [
101 => 0.2640797564964
102 => 0.25940885179798
103 => 0.25254391226166
104 => 0.25349852420931
105 => 0.23989728267872
106 => 0.23248660442033
107 => 0.23043542634957
108 => 0.22769250530873
109 => 0.23074524657977
110 => 0.23985875207037
111 => 0.22886593091066
112 => 0.2100195100891
113 => 0.21115221209321
114 => 0.21369705719421
115 => 0.20895475518433
116 => 0.20446656432321
117 => 0.20836868213852
118 => 0.20038320518845
119 => 0.21466206393256
120 => 0.21427586081957
121 => 0.21959813636068
122 => 0.22292626448062
123 => 0.21525600665843
124 => 0.21332695755873
125 => 0.21442583159631
126 => 0.19626389152725
127 => 0.2181139183837
128 => 0.2183028783233
129 => 0.21668488859957
130 => 0.22831935335673
131 => 0.25287170287491
201 => 0.2436341213702
202 => 0.2400570506042
203 => 0.2332570364632
204 => 0.24231765156119
205 => 0.24162193768928
206 => 0.23847565571884
207 => 0.23657277456613
208 => 0.24007889143553
209 => 0.23613832788553
210 => 0.23543049439251
211 => 0.23114179355522
212 => 0.22961092247976
213 => 0.22847752648122
214 => 0.22722976885203
215 => 0.22998201126021
216 => 0.22374506787563
217 => 0.21622392556893
218 => 0.21559862396601
219 => 0.21732513666874
220 => 0.21656128332154
221 => 0.21559496693006
222 => 0.21375000577813
223 => 0.21320264521571
224 => 0.21498130150198
225 => 0.21297330225688
226 => 0.21593621452441
227 => 0.21513046633305
228 => 0.21062962243511
301 => 0.20501990451244
302 => 0.20496996625615
303 => 0.20376136173149
304 => 0.20222202215443
305 => 0.20179381309941
306 => 0.20804005666001
307 => 0.2209695938961
308 => 0.21843121635905
309 => 0.22026545427297
310 => 0.22928808939743
311 => 0.23215611378339
312 => 0.23012045800711
313 => 0.22733392682677
314 => 0.22745652005682
315 => 0.23697894064041
316 => 0.23757284233177
317 => 0.23907344030589
318 => 0.24100213277157
319 => 0.23044892267392
320 => 0.22695946481025
321 => 0.2253059660867
322 => 0.22021383000268
323 => 0.22570526220254
324 => 0.22250563982625
325 => 0.22293737819948
326 => 0.22265620801753
327 => 0.22280974594952
328 => 0.21465807270054
329 => 0.21762811399313
330 => 0.21268984429521
331 => 0.20607805551648
401 => 0.2060558904821
402 => 0.20767411641878
403 => 0.20671153231046
404 => 0.20412124322526
405 => 0.20448918156399
406 => 0.20126565455378
407 => 0.20488057610687
408 => 0.2049842391222
409 => 0.20359229741815
410 => 0.20916158283374
411 => 0.21144332361261
412 => 0.21052711776473
413 => 0.21137904016791
414 => 0.21853669740581
415 => 0.21970370784606
416 => 0.22022201679524
417 => 0.21952755146612
418 => 0.21150986900272
419 => 0.21186548731379
420 => 0.20925619610362
421 => 0.20705161999135
422 => 0.20713979147436
423 => 0.2082732301709
424 => 0.21322302343398
425 => 0.22363957154989
426 => 0.22403487193649
427 => 0.22451398753678
428 => 0.2225651836062
429 => 0.2219774056932
430 => 0.2227528364788
501 => 0.22666474427506
502 => 0.23672723319963
503 => 0.23317047756265
504 => 0.23027877986558
505 => 0.23281557834201
506 => 0.23242505810065
507 => 0.22912867425787
508 => 0.22903615574235
509 => 0.22270934123039
510 => 0.22037046195992
511 => 0.21841591937943
512 => 0.21628160990616
513 => 0.21501631970771
514 => 0.21696038051664
515 => 0.2174050102251
516 => 0.21315428728999
517 => 0.2125749294609
518 => 0.21604616156793
519 => 0.2145186017382
520 => 0.21608973490474
521 => 0.21645425127631
522 => 0.21639555574496
523 => 0.2148006078436
524 => 0.2158171800739
525 => 0.21341268369447
526 => 0.21079815502552
527 => 0.20913024862562
528 => 0.20767477907603
529 => 0.20848235817453
530 => 0.2056034861465
531 => 0.20468247704449
601 => 0.21547278827587
602 => 0.22344370719789
603 => 0.22332780687993
604 => 0.22262229350151
605 => 0.22157404372934
606 => 0.22658805827508
607 => 0.22484127586573
608 => 0.22611220601709
609 => 0.22643571108138
610 => 0.22741486347749
611 => 0.22776482629811
612 => 0.22670699558939
613 => 0.2231567865278
614 => 0.21431000309005
615 => 0.21019180151834
616 => 0.20883272640561
617 => 0.2088821262047
618 => 0.2075194592152
619 => 0.20792082571406
620 => 0.20737988032655
621 => 0.20635546063135
622 => 0.20841910314509
623 => 0.20865691872064
624 => 0.20817523989924
625 => 0.20828869269871
626 => 0.20430059778525
627 => 0.20460380397983
628 => 0.20291551335881
629 => 0.20259897922001
630 => 0.19833112754635
701 => 0.19077000967146
702 => 0.19495960294962
703 => 0.18989916341557
704 => 0.18798269828585
705 => 0.19705494613845
706 => 0.19614434407904
707 => 0.19458578918252
708 => 0.19228036165927
709 => 0.19142525616513
710 => 0.18622990587629
711 => 0.18592293686511
712 => 0.18849789275452
713 => 0.18730963921038
714 => 0.1856408812076
715 => 0.17959680888081
716 => 0.17280127046193
717 => 0.17300638505156
718 => 0.17516791938712
719 => 0.18145287199038
720 => 0.17899723227751
721 => 0.17721563749059
722 => 0.17688199834155
723 => 0.18105819081273
724 => 0.18696837809882
725 => 0.18974130574047
726 => 0.18699341866266
727 => 0.18383679394442
728 => 0.18402892306463
729 => 0.18530707202601
730 => 0.1854413874098
731 => 0.18338674922449
801 => 0.18396511783855
802 => 0.18308652302667
803 => 0.17769458828792
804 => 0.1775970652865
805 => 0.17627379754492
806 => 0.17623372952361
807 => 0.17398252099057
808 => 0.17366756135493
809 => 0.16919765017399
810 => 0.17213975924942
811 => 0.17016634694928
812 => 0.16719194913207
813 => 0.16667916182726
814 => 0.16666374682167
815 => 0.16971778831676
816 => 0.1721040709964
817 => 0.17020067530113
818 => 0.16976730899709
819 => 0.1743945273455
820 => 0.17380567163264
821 => 0.17329572638301
822 => 0.18643918565085
823 => 0.17603511204344
824 => 0.17149834210684
825 => 0.16588322780106
826 => 0.16771153733289
827 => 0.1680967890147
828 => 0.15459345130973
829 => 0.14911514888456
830 => 0.14723520193771
831 => 0.14615326589125
901 => 0.14664631773372
902 => 0.14171520301028
903 => 0.14502899365755
904 => 0.1407590651238
905 => 0.14004319770957
906 => 0.14767835887055
907 => 0.14874074694214
908 => 0.14420826937065
909 => 0.14711885371301
910 => 0.14606343537032
911 => 0.14083226079307
912 => 0.14063246840214
913 => 0.13800764888395
914 => 0.1339003146032
915 => 0.13202315262241
916 => 0.13104551036454
917 => 0.13144890461401
918 => 0.13124493613741
919 => 0.12991390385803
920 => 0.13132122934961
921 => 0.12772609426565
922 => 0.12629448250724
923 => 0.12564785668911
924 => 0.12245696737384
925 => 0.12753509126936
926 => 0.12853554564929
927 => 0.12953797123341
928 => 0.13826340155817
929 => 0.13782750371696
930 => 0.14176780791068
1001 => 0.14161469493547
1002 => 0.14049085635072
1003 => 0.13574956622415
1004 => 0.13763935996323
1005 => 0.1318228685735
1006 => 0.13618097940566
1007 => 0.13419211962092
1008 => 0.13550854391182
1009 => 0.13314149433958
1010 => 0.13445151730594
1011 => 0.12877279049719
1012 => 0.12347007530501
1013 => 0.12560404269425
1014 => 0.12792390929512
1015 => 0.13295397117683
1016 => 0.1299581078172
1017 => 0.13103553356746
1018 => 0.12742633766298
1019 => 0.11997953559619
1020 => 0.12002168368716
1021 => 0.11887615542659
1022 => 0.11788625175959
1023 => 0.13030221876251
1024 => 0.1287580969983
1025 => 0.1262977410567
1026 => 0.12959102525519
1027 => 0.13046182186872
1028 => 0.13048661222411
1029 => 0.13288930736336
1030 => 0.13417162618989
1031 => 0.13439764044095
1101 => 0.13817833315622
1102 => 0.13944557148584
1103 => 0.14466514681925
1104 => 0.13406283039652
1105 => 0.13384448266684
1106 => 0.12963736851755
1107 => 0.12696915021222
1108 => 0.12982006370767
1109 => 0.13234558387614
1110 => 0.12971584346904
1111 => 0.13005923204936
1112 => 0.12652902041051
1113 => 0.1277909049595
1114 => 0.1288778099273
1115 => 0.1282776848894
1116 => 0.12737926866129
1117 => 0.13213852002298
1118 => 0.1318699844095
1119 => 0.13630190869222
1120 => 0.13975691060054
1121 => 0.14594889167573
1122 => 0.1394872366285
1123 => 0.13925174823582
1124 => 0.14155368504774
1125 => 0.13944521907131
1126 => 0.14077769678664
1127 => 0.14573420891576
1128 => 0.14583893220668
1129 => 0.14408468215545
1130 => 0.14397793588041
1201 => 0.14431485879214
1202 => 0.14628822680975
1203 => 0.14559867138892
1204 => 0.14639664237931
1205 => 0.14739451732175
1206 => 0.15152215117391
1207 => 0.15251730972163
1208 => 0.15009959038123
1209 => 0.15031788336761
1210 => 0.14941358996642
1211 => 0.14854005387163
1212 => 0.15050363544301
1213 => 0.154092119359
1214 => 0.1540697955868
1215 => 0.15490225410515
1216 => 0.15542086886563
1217 => 0.15319459466447
1218 => 0.15174537202188
1219 => 0.15230109619948
1220 => 0.15318971126156
1221 => 0.15201293031131
1222 => 0.14474929314836
1223 => 0.14695261666066
1224 => 0.1465858758912
1225 => 0.14606359243828
1226 => 0.1482790512677
1227 => 0.14806536485895
1228 => 0.14166462730148
1229 => 0.14207438175277
1230 => 0.14168954582681
1231 => 0.14293302943359
]
'min_raw' => 0.11788625175959
'max_raw' => 0.2640797564964
'avg_raw' => 0.190983004128
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.117886'
'max' => '$0.264079'
'avg' => '$0.190983'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.028747173544335
'max_diff' => -0.19190128326744
'year' => 2034
]
9 => [
'items' => [
101 => 0.13937806687578
102 => 0.14047154941552
103 => 0.14115737141369
104 => 0.14156132583934
105 => 0.14302068621895
106 => 0.14284944712227
107 => 0.14301004175627
108 => 0.14517388794236
109 => 0.15611787940927
110 => 0.15671353671826
111 => 0.15378030227738
112 => 0.15495207158102
113 => 0.15270253075581
114 => 0.15421266258239
115 => 0.15524585642494
116 => 0.15057705212218
117 => 0.15030059583166
118 => 0.14804177035125
119 => 0.14925553521801
120 => 0.14732434804222
121 => 0.1477981938251
122 => 0.14647327970703
123 => 0.14885786133178
124 => 0.15152419411477
125 => 0.15219781507242
126 => 0.15042580834489
127 => 0.14914275869322
128 => 0.14689014616772
129 => 0.15063629100037
130 => 0.15173177791113
131 => 0.15063053687399
201 => 0.15037535526309
202 => 0.14989178657154
203 => 0.15047794664698
204 => 0.15172581165415
205 => 0.15113734156122
206 => 0.15152603642511
207 => 0.15004473242436
208 => 0.15319533165386
209 => 0.15819924146331
210 => 0.15821532985157
211 => 0.15762685658656
212 => 0.15738606600536
213 => 0.1579898752868
214 => 0.15831741705242
215 => 0.16027002554891
216 => 0.16236525226099
217 => 0.17214276110725
218 => 0.16939727574856
219 => 0.17807246326356
220 => 0.18493341025582
221 => 0.18699070826595
222 => 0.18509809089998
223 => 0.1786235491282
224 => 0.17830587722044
225 => 0.18798157610851
226 => 0.18524774799755
227 => 0.18492256784272
228 => 0.18146320039587
301 => 0.18350811500795
302 => 0.1830608621852
303 => 0.18235485172413
304 => 0.186256406354
305 => 0.19355976832693
306 => 0.19242147087295
307 => 0.19157178462766
308 => 0.18784870684073
309 => 0.19009083124799
310 => 0.18929245369163
311 => 0.19272279033667
312 => 0.19069073489941
313 => 0.18522703656081
314 => 0.18609714852982
315 => 0.18596563285613
316 => 0.18867221610143
317 => 0.18785976699272
318 => 0.18580698912831
319 => 0.19353480622968
320 => 0.1930330047715
321 => 0.19374444451142
322 => 0.19405764228694
323 => 0.19876142837714
324 => 0.20068841903392
325 => 0.20112587964973
326 => 0.20295637173487
327 => 0.20108033533911
328 => 0.20858581851343
329 => 0.21357652686727
330 => 0.21937349143975
331 => 0.22784441475734
401 => 0.23102956028518
402 => 0.2304541922547
403 => 0.23687674963679
404 => 0.24841794248696
405 => 0.23278699730506
406 => 0.2492464205365
407 => 0.24403555717461
408 => 0.23168069388298
409 => 0.23088518634127
410 => 0.23925204320527
411 => 0.2578089264495
412 => 0.25316063766724
413 => 0.25781652938474
414 => 0.25238518438403
415 => 0.25211547232578
416 => 0.25755274108104
417 => 0.27025721589782
418 => 0.26422179613249
419 => 0.25556854195324
420 => 0.26195797017965
421 => 0.25642285613627
422 => 0.24395069501566
423 => 0.25315708320842
424 => 0.24700103360676
425 => 0.24879769615412
426 => 0.26173679677353
427 => 0.26017992995439
428 => 0.26219465978034
429 => 0.25863871437219
430 => 0.25531690063986
501 => 0.24911648862733
502 => 0.24728085230704
503 => 0.24778815614669
504 => 0.24728060091245
505 => 0.24381152737617
506 => 0.2430623812763
507 => 0.24181377162235
508 => 0.24220076796431
509 => 0.23985301652124
510 => 0.24428370856452
511 => 0.24510608405088
512 => 0.24833037223092
513 => 0.24866512852594
514 => 0.2576447252125
515 => 0.25269891425353
516 => 0.25601699124558
517 => 0.25572019120846
518 => 0.23194846123373
519 => 0.2352239958845
520 => 0.2403196998817
521 => 0.23802409213802
522 => 0.23477863987795
523 => 0.2321577631678
524 => 0.22818686695353
525 => 0.23377582712081
526 => 0.24112471542115
527 => 0.24885150846075
528 => 0.2581347440183
529 => 0.25606283391063
530 => 0.24867796482928
531 => 0.24900924466162
601 => 0.25105708623133
602 => 0.24840494533253
603 => 0.24762277720554
604 => 0.25094962834169
605 => 0.25097253853706
606 => 0.24792092991106
607 => 0.24452962536174
608 => 0.24451541567185
609 => 0.24391196578341
610 => 0.25249253677861
611 => 0.25721098323239
612 => 0.25775194551416
613 => 0.25717457216067
614 => 0.2573967802493
615 => 0.25465122022172
616 => 0.26092675627424
617 => 0.26668580874222
618 => 0.26514225965659
619 => 0.2628282601488
620 => 0.26098504808353
621 => 0.26470805747213
622 => 0.26454227772462
623 => 0.266635508443
624 => 0.26654054740653
625 => 0.26583667264633
626 => 0.26514228479418
627 => 0.26789545413791
628 => 0.26710258558146
629 => 0.26630848548115
630 => 0.26471579615933
701 => 0.26493226908993
702 => 0.26261866912678
703 => 0.2615482919207
704 => 0.2454523869352
705 => 0.24115103517421
706 => 0.24250432800031
707 => 0.24294986713689
708 => 0.24107791333818
709 => 0.24376181422006
710 => 0.24334353111057
711 => 0.24497082600215
712 => 0.24395416280282
713 => 0.24399588701515
714 => 0.24698567670892
715 => 0.2478536253765
716 => 0.24741217967897
717 => 0.24772135311365
718 => 0.2548461244219
719 => 0.25383320977923
720 => 0.25329511906345
721 => 0.2534441738691
722 => 0.25526470569518
723 => 0.25577435520913
724 => 0.25361493440609
725 => 0.25463332974026
726 => 0.25896952781957
727 => 0.26048695173978
728 => 0.26532984048826
729 => 0.26327249527242
730 => 0.26704884145591
731 => 0.27865604217268
801 => 0.28792867726243
802 => 0.27940117882604
803 => 0.29642919230541
804 => 0.30968794332256
805 => 0.30917905037492
806 => 0.30686708045464
807 => 0.29177234492375
808 => 0.2778819442384
809 => 0.28950185422926
810 => 0.28953147576949
811 => 0.28853331519608
812 => 0.28233382560093
813 => 0.28831758639634
814 => 0.28879255559846
815 => 0.28852669914978
816 => 0.28377356501265
817 => 0.27651640771127
818 => 0.27793443887678
819 => 0.28025720285294
820 => 0.27585972606675
821 => 0.27445446578105
822 => 0.27706711201388
823 => 0.28548560254251
824 => 0.28389413567306
825 => 0.28385257604148
826 => 0.29066154619594
827 => 0.28578779303307
828 => 0.27795232479094
829 => 0.27597376572268
830 => 0.26895121394742
831 => 0.27380171547206
901 => 0.27397627638675
902 => 0.27131970627263
903 => 0.27816789081451
904 => 0.27810478358836
905 => 0.28460611559312
906 => 0.29703422059743
907 => 0.29335861839775
908 => 0.28908429294391
909 => 0.28954903063493
910 => 0.29464605603508
911 => 0.29156427812438
912 => 0.29267250694798
913 => 0.29464437859803
914 => 0.29583405772332
915 => 0.28937785411692
916 => 0.28787260422035
917 => 0.2847933912029
918 => 0.28399008200288
919 => 0.28649803675571
920 => 0.28583727928569
921 => 0.27396160521781
922 => 0.27272053120209
923 => 0.2727585931703
924 => 0.26963785354792
925 => 0.26487797656046
926 => 0.27738664908602
927 => 0.27638202762346
928 => 0.27527300328031
929 => 0.27540885243434
930 => 0.28083844321944
1001 => 0.27768900636318
1002 => 0.28606230042811
1003 => 0.28434100289262
1004 => 0.28257556057039
1005 => 0.28233152266477
1006 => 0.28165197799117
1007 => 0.27932156645798
1008 => 0.27650745449562
1009 => 0.27464933402387
1010 => 0.25334949272816
1011 => 0.25730261937716
1012 => 0.26185033124802
1013 => 0.26342018316202
1014 => 0.26073484283267
1015 => 0.27942760006152
1016 => 0.28284294693513
1017 => 0.27249763847742
1018 => 0.27056245366114
1019 => 0.27955447045591
1020 => 0.27413118509932
1021 => 0.27657329016332
1022 => 0.271294794775
1023 => 0.28202028988631
1024 => 0.28193857958368
1025 => 0.27776611973909
1026 => 0.28129265422796
1027 => 0.28067983207677
1028 => 0.27596913518854
1029 => 0.28216962737998
1030 => 0.28217270274675
1031 => 0.27815680086343
1101 => 0.27346710665768
1102 => 0.27262870009932
1103 => 0.27199707338168
1104 => 0.2764179487102
1105 => 0.28038169170603
1106 => 0.28775723472606
1107 => 0.28961162147987
1108 => 0.29684941643353
1109 => 0.29253966194047
1110 => 0.29445012028658
1111 => 0.29652419307211
1112 => 0.297518579837
1113 => 0.29589827996535
1114 => 0.30714155472363
1115 => 0.30809083159827
1116 => 0.30840911592312
1117 => 0.3046179469342
1118 => 0.30798539233051
1119 => 0.30640987614765
1120 => 0.31050893156446
1121 => 0.31115171579318
1122 => 0.31060730041917
1123 => 0.31081133027902
1124 => 0.30121717872241
1125 => 0.30071967135102
1126 => 0.29393612304058
1127 => 0.29670046911854
1128 => 0.29153265662435
1129 => 0.29317142320062
1130 => 0.29389377589271
1201 => 0.29351645983952
1202 => 0.2968567610982
1203 => 0.29401682264986
1204 => 0.28652175815557
1205 => 0.27902465163598
1206 => 0.27893053157064
1207 => 0.27695667575895
1208 => 0.27552993953682
1209 => 0.27580477954939
1210 => 0.27677335160163
1211 => 0.27547364436838
1212 => 0.27575100280342
1213 => 0.28035700085472
1214 => 0.28128070091543
1215 => 0.27814160719622
1216 => 0.26553769294452
1217 => 0.26244466077263
1218 => 0.2646678709603
1219 => 0.26360531968367
1220 => 0.21275006653638
1221 => 0.22469775391671
1222 => 0.21759884378044
1223 => 0.22087034817638
1224 => 0.21362419918113
1225 => 0.21708244128487
1226 => 0.21644383024309
1227 => 0.23565535799288
1228 => 0.23535539641166
1229 => 0.23549897214697
1230 => 0.22864572821572
1231 => 0.23956313188406
]
'min_raw' => 0.13937806687578
'max_raw' => 0.31115171579318
'avg_raw' => 0.22526489133448
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.139378'
'max' => '$0.311151'
'avg' => '$0.225264'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.021491815116188
'max_diff' => 0.047071959296781
'year' => 2035
]
10 => [
'items' => [
101 => 0.24494143750822
102 => 0.24394605627615
103 => 0.24419657228762
104 => 0.23989187721142
105 => 0.23554065100491
106 => 0.23071447149298
107 => 0.23968091649233
108 => 0.23868400087072
109 => 0.24097056662777
110 => 0.24678594714458
111 => 0.24764228401616
112 => 0.24879320945568
113 => 0.24838068461406
114 => 0.2582086999664
115 => 0.2570184624599
116 => 0.25988659239586
117 => 0.25398663151204
118 => 0.24731026574257
119 => 0.2485792246085
120 => 0.24845701366539
121 => 0.24690112809238
122 => 0.24549654416541
123 => 0.24315830766607
124 => 0.25055683394386
125 => 0.25025646728828
126 => 0.25511905430413
127 => 0.25425954481643
128 => 0.24851953009991
129 => 0.24872453584845
130 => 0.25010329802975
131 => 0.25487520968168
201 => 0.25629183795649
202 => 0.25563559929672
203 => 0.25718886752851
204 => 0.25841650740708
205 => 0.25734304019618
206 => 0.2725410721604
207 => 0.26622978968576
208 => 0.26930586485028
209 => 0.27003949065173
210 => 0.2681603235878
211 => 0.26856784763604
212 => 0.26918513552546
213 => 0.27293318671268
214 => 0.2827691575353
215 => 0.28712544205692
216 => 0.3002315389755
217 => 0.28676371326981
218 => 0.28596458822783
219 => 0.28832539204908
220 => 0.29602005836154
221 => 0.30225586268454
222 => 0.30432463873065
223 => 0.30459806163692
224 => 0.30847922302907
225 => 0.31070383235968
226 => 0.30800794795138
227 => 0.30572346818622
228 => 0.29754074522747
229 => 0.29848791769076
301 => 0.30501299669709
302 => 0.31423005511877
303 => 0.32213925011605
304 => 0.31936972569128
305 => 0.34049924207276
306 => 0.34259414731565
307 => 0.34230469914748
308 => 0.34707720505448
309 => 0.33760475273301
310 => 0.33355509584546
311 => 0.3062173986414
312 => 0.31389817646556
313 => 0.32506263810925
314 => 0.32358497974612
315 => 0.31547704927356
316 => 0.32213309952374
317 => 0.31993240115709
318 => 0.31819661904826
319 => 0.32614857338673
320 => 0.3174050729433
321 => 0.3249754150039
322 => 0.31526637300603
323 => 0.31938237664557
324 => 0.31704593391107
325 => 0.31855789870394
326 => 0.30971898341933
327 => 0.31448824755436
328 => 0.30952056635142
329 => 0.30951821102372
330 => 0.30940854918583
331 => 0.31525300409102
401 => 0.31544359155566
402 => 0.31112453055024
403 => 0.31050208638295
404 => 0.31280358870563
405 => 0.31010913225018
406 => 0.31136985146698
407 => 0.31014731815095
408 => 0.30987210015102
409 => 0.30767911630309
410 => 0.30673431856405
411 => 0.30710479810197
412 => 0.30584016044377
413 => 0.30507817051077
414 => 0.30925697020915
415 => 0.3070244061026
416 => 0.30891479774035
417 => 0.30676045788269
418 => 0.29929257733488
419 => 0.29499772026043
420 => 0.2808915861785
421 => 0.28489206830553
422 => 0.28754439209455
423 => 0.2866677990981
424 => 0.28855106005093
425 => 0.28866667697822
426 => 0.28805440964488
427 => 0.28734548250918
428 => 0.28700041598565
429 => 0.28957225914434
430 => 0.29106530066223
501 => 0.28781058827029
502 => 0.28704805469512
503 => 0.29033874862097
504 => 0.29234607001476
505 => 0.30716700337007
506 => 0.30606902075612
507 => 0.30882474164892
508 => 0.30851448976638
509 => 0.31140292428279
510 => 0.31612429397363
511 => 0.30652442927643
512 => 0.30819063384952
513 => 0.30778211896648
514 => 0.31224217734114
515 => 0.31225610115655
516 => 0.30958207336451
517 => 0.31103170721172
518 => 0.31022256136683
519 => 0.31168479727117
520 => 0.30605435652891
521 => 0.31291162558446
522 => 0.3167992552663
523 => 0.31685323500821
524 => 0.31869594062326
525 => 0.32056823625047
526 => 0.32416194466432
527 => 0.3204680096733
528 => 0.31382298022178
529 => 0.31430272988487
530 => 0.31040675154876
531 => 0.31047224364846
601 => 0.31012264168757
602 => 0.31117182348899
603 => 0.30628459293371
604 => 0.30743161617658
605 => 0.3058257769196
606 => 0.30818714306859
607 => 0.30564670344009
608 => 0.30778192196824
609 => 0.30870341150137
610 => 0.31210372771688
611 => 0.30514447397034
612 => 0.29095408448109
613 => 0.29393707639357
614 => 0.28952499704605
615 => 0.28993335178763
616 => 0.29075829335481
617 => 0.28808438783151
618 => 0.28859448474091
619 => 0.28857626048981
620 => 0.28841921373936
621 => 0.28772362764162
622 => 0.28671489018238
623 => 0.29073338974697
624 => 0.2914162111286
625 => 0.29293403847629
626 => 0.29745006311087
627 => 0.29699880575468
628 => 0.29773482522512
629 => 0.29612809885373
630 => 0.2900078832158
701 => 0.29034024037018
702 => 0.28619574132933
703 => 0.29282805431771
704 => 0.29125743505981
705 => 0.29024484660675
706 => 0.28996855246577
707 => 0.29449577145193
708 => 0.29585038632805
709 => 0.29500628124208
710 => 0.29327499708426
711 => 0.29659957447548
712 => 0.29748909113271
713 => 0.29768822110816
714 => 0.30357873482092
715 => 0.29801743538925
716 => 0.29935609543702
717 => 0.3097999389923
718 => 0.30032881403955
719 => 0.30534588015832
720 => 0.30510032087935
721 => 0.30766688213745
722 => 0.30488978794388
723 => 0.30492421335473
724 => 0.307203145878
725 => 0.30400279615671
726 => 0.3032103445591
727 => 0.30211557835265
728 => 0.30450596031322
729 => 0.3059388861909
730 => 0.31748721639695
731 => 0.32494796437789
801 => 0.32462407363172
802 => 0.32758382875369
803 => 0.32625043196299
804 => 0.32194454199352
805 => 0.32929417112407
806 => 0.32696844094562
807 => 0.32716017131577
808 => 0.32715303510182
809 => 0.32869944235162
810 => 0.32760367108899
811 => 0.32544379345173
812 => 0.32687762102461
813 => 0.33113557631334
814 => 0.34435240017955
815 => 0.35174870991471
816 => 0.34390713304641
817 => 0.34931614776727
818 => 0.34607266636376
819 => 0.34548322930753
820 => 0.34888049027528
821 => 0.35228369769862
822 => 0.35206692809823
823 => 0.34959637426551
824 => 0.3482008210934
825 => 0.35876841725728
826 => 0.36655444209652
827 => 0.36602348740066
828 => 0.36836694875248
829 => 0.37524742376197
830 => 0.37587648816792
831 => 0.37579724051165
901 => 0.37423803874542
902 => 0.38101275993485
903 => 0.38666435154094
904 => 0.37387712858621
905 => 0.37874633569033
906 => 0.38093227963543
907 => 0.38414189388717
908 => 0.38955705112367
909 => 0.39543934818203
910 => 0.39627116948218
911 => 0.39568095246341
912 => 0.39180141942879
913 => 0.39823789906044
914 => 0.40200823787464
915 => 0.40425338835583
916 => 0.4099467164187
917 => 0.38094577928105
918 => 0.36041747453492
919 => 0.3572116833165
920 => 0.36373078582067
921 => 0.36544982116215
922 => 0.36475688017149
923 => 0.34165040682791
924 => 0.35709003251634
925 => 0.37370177155649
926 => 0.37433989610646
927 => 0.38265608000504
928 => 0.38536417037432
929 => 0.39205978843982
930 => 0.3916409757068
1001 => 0.39327125215519
1002 => 0.39289647983216
1003 => 0.40529870236978
1004 => 0.41898019557663
1005 => 0.41850644897136
1006 => 0.4165395724508
1007 => 0.41946071948612
1008 => 0.43358148667351
1009 => 0.43228147271158
1010 => 0.43354432554067
1011 => 0.45019350586617
1012 => 0.47183980860761
1013 => 0.46178292773095
1014 => 0.48360346544378
1015 => 0.49733833727701
1016 => 0.52109137790032
1017 => 0.51811738022809
1018 => 0.52736426463488
1019 => 0.51279330370275
1020 => 0.47933543212553
1021 => 0.47404059587684
1022 => 0.48464099213332
1023 => 0.51070103195831
1024 => 0.48382026873942
1025 => 0.48925821212902
1026 => 0.48769208406699
1027 => 0.48760863175817
1028 => 0.49079366696039
1029 => 0.48617360727931
1030 => 0.46735065300575
1031 => 0.47597710202496
1101 => 0.47264601578254
1102 => 0.47634210431744
1103 => 0.49628836975741
1104 => 0.48746965034682
1105 => 0.47817984582235
1106 => 0.48983132226869
1107 => 0.50466765566657
1108 => 0.50373922458599
1109 => 0.50193768023557
1110 => 0.5120928914131
1111 => 0.52886632508068
1112 => 0.53340011679991
1113 => 0.53674686915776
1114 => 0.53720832976406
1115 => 0.54196166080515
1116 => 0.51640180180357
1117 => 0.5569659544628
1118 => 0.56397026306495
1119 => 0.56265374334659
1120 => 0.57043873757152
1121 => 0.5681481947843
1122 => 0.56482955766078
1123 => 0.57717042942304
1124 => 0.56302261580461
1125 => 0.54294157553345
1126 => 0.53192471968275
1127 => 0.54643260417136
1128 => 0.55529206297316
1129 => 0.56114760167375
1130 => 0.56291948414653
1201 => 0.51838594089828
1202 => 0.49438483103101
1203 => 0.50976926728264
1204 => 0.52853934128671
1205 => 0.51629753309476
1206 => 0.51677738879907
1207 => 0.49932378740794
1208 => 0.53008359772826
1209 => 0.52560215209532
1210 => 0.54885189996658
1211 => 0.54330316104622
1212 => 0.56226242788522
1213 => 0.55726981753228
1214 => 0.57799386397422
1215 => 0.58626124718106
1216 => 0.60014347030081
1217 => 0.61035529013851
1218 => 0.61635186606819
1219 => 0.61599185414196
1220 => 0.63975327545763
1221 => 0.62574199546861
1222 => 0.60814052559726
1223 => 0.60782217053921
1224 => 0.61693822120034
1225 => 0.63604296251971
1226 => 0.64099654398114
1227 => 0.64376492023806
1228 => 0.63952505563271
1229 => 0.62431681540211
1230 => 0.61774997437807
1231 => 0.62334511319025
]
'min_raw' => 0.23071447149298
'max_raw' => 0.64376492023806
'avg_raw' => 0.43723969586552
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.230714'
'max' => '$0.643764'
'avg' => '$0.437239'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.091336404617199
'max_diff' => 0.33261320444488
'year' => 2036
]
11 => [
'items' => [
101 => 0.61650273921871
102 => 0.62831459632465
103 => 0.64453479900764
104 => 0.64118539129524
105 => 0.65238195910654
106 => 0.66396922887795
107 => 0.68053954506792
108 => 0.68487163931701
109 => 0.69203242637597
110 => 0.69940322845565
111 => 0.70177053143495
112 => 0.70629044735342
113 => 0.70626662516544
114 => 0.71988769601118
115 => 0.73491215896348
116 => 0.74058354591086
117 => 0.75362458747425
118 => 0.73129226080954
119 => 0.74823158712
120 => 0.76351128347087
121 => 0.74529419957342
122 => 0.77040220568989
123 => 0.77137709267142
124 => 0.7860967286535
125 => 0.77117555764463
126 => 0.76231541392962
127 => 0.78789431684958
128 => 0.80027114224466
129 => 0.79654314170972
130 => 0.76817287356471
131 => 0.75166016064627
201 => 0.70844320587428
202 => 0.75963555563522
203 => 0.78456985590246
204 => 0.7681082997507
205 => 0.77641055116211
206 => 0.82170494284868
207 => 0.83895011460825
208 => 0.83536323943511
209 => 0.83596936229438
210 => 0.84527454395383
211 => 0.88653884388899
212 => 0.86181231886886
213 => 0.88071482076153
214 => 0.89074063960737
215 => 0.90005317889633
216 => 0.8771845256609
217 => 0.84743274380885
218 => 0.83800910560146
219 => 0.76647152241322
220 => 0.7627476805363
221 => 0.76065737524682
222 => 0.74747829607624
223 => 0.73712314990176
224 => 0.72888835320188
225 => 0.70727778754295
226 => 0.71457071906803
227 => 0.68012798788328
228 => 0.70216322671984
301 => 0.64719179610016
302 => 0.69297363700511
303 => 0.66805666244542
304 => 0.68478774072237
305 => 0.68472936756642
306 => 0.65392214786536
307 => 0.63615318647206
308 => 0.6474762602502
309 => 0.65961549416707
310 => 0.6615850440288
311 => 0.67732387766845
312 => 0.68171624783218
313 => 0.66840716117593
314 => 0.64605263538625
315 => 0.65124508187474
316 => 0.63604796170971
317 => 0.60941559316927
318 => 0.62854342521156
319 => 0.6350745080622
320 => 0.63795900631663
321 => 0.6117691306053
322 => 0.60353970304694
323 => 0.59915842486645
324 => 0.64267185131029
325 => 0.64505561503689
326 => 0.63285994278138
327 => 0.68798553781738
328 => 0.67550891788751
329 => 0.68944835919527
330 => 0.65077392178056
331 => 0.65225133737184
401 => 0.63394223891436
402 => 0.64419411063614
403 => 0.63694841813643
404 => 0.64336586071199
405 => 0.64721244933168
406 => 0.66551854344626
407 => 0.69318266319442
408 => 0.66278422343998
409 => 0.6495391879253
410 => 0.6577563334657
411 => 0.67963967488257
412 => 0.71279405731675
413 => 0.69316599562159
414 => 0.7018765960958
415 => 0.70377947479177
416 => 0.6893064687681
417 => 0.71332769769293
418 => 0.72620086942186
419 => 0.7394060798882
420 => 0.75087179413452
421 => 0.73413162843914
422 => 0.75204600534169
423 => 0.73761017987145
424 => 0.72465975207645
425 => 0.72467939252971
426 => 0.71655539999834
427 => 0.70081414077988
428 => 0.69791121106575
429 => 0.71301261803826
430 => 0.72512251632165
501 => 0.72611994554677
502 => 0.7328246074655
503 => 0.73679235732549
504 => 0.77568169984777
505 => 0.79132331511975
506 => 0.8104495861937
507 => 0.81790034667457
508 => 0.84032446447654
509 => 0.82221516815365
510 => 0.81829710798137
511 => 0.76390353306683
512 => 0.7728104779119
513 => 0.78707135600121
514 => 0.76413868969392
515 => 0.77868418809374
516 => 0.78155577759364
517 => 0.76335944646809
518 => 0.7730788931393
519 => 0.74726692439566
520 => 0.69374529357706
521 => 0.713387282568
522 => 0.72785039788734
523 => 0.70720974903738
524 => 0.7442073131975
525 => 0.72259409999991
526 => 0.71574374903347
527 => 0.68901808758692
528 => 0.70163157102464
529 => 0.71869148798185
530 => 0.70815044273052
531 => 0.73002469437294
601 => 0.76100446834844
602 => 0.78308250016081
603 => 0.78477737729936
604 => 0.77058268195725
605 => 0.79332977183231
606 => 0.79349545954849
607 => 0.76783664924483
608 => 0.75212077080269
609 => 0.74855009015415
610 => 0.75747035048739
611 => 0.76830119330284
612 => 0.78537841369678
613 => 0.79569782032336
614 => 0.8226053598151
615 => 0.82988576850195
616 => 0.83788473036681
617 => 0.84857381020674
618 => 0.86140879117839
619 => 0.83332658350829
620 => 0.83444234197081
621 => 0.80829257901304
622 => 0.78034780703731
623 => 0.80155440560188
624 => 0.82927921222948
625 => 0.82291911095592
626 => 0.82220346963756
627 => 0.82340697983269
628 => 0.81861167117391
629 => 0.79692266783271
630 => 0.7860305861351
701 => 0.80008415039141
702 => 0.80755299434146
703 => 0.81913651995634
704 => 0.81770860592574
705 => 0.84754652392984
706 => 0.85914063661443
707 => 0.85617436644966
708 => 0.85672023154725
709 => 0.8777108187557
710 => 0.90105666877499
711 => 0.92292313807431
712 => 0.94516664983228
713 => 0.918351228229
714 => 0.90473601088414
715 => 0.91878343979393
716 => 0.91132967628252
717 => 0.95416121234898
718 => 0.95712677497596
719 => 0.99995521383485
720 => 1.0406045022276
721 => 1.0150734124957
722 => 1.0391480801673
723 => 1.0651867960906
724 => 1.1154197037359
725 => 1.098503027656
726 => 1.0855451188968
727 => 1.0732999577316
728 => 1.0987801942519
729 => 1.1315601114784
730 => 1.1386205916869
731 => 1.1500612669356
801 => 1.1380327958108
802 => 1.152519764388
803 => 1.2036651293622
804 => 1.1898452002735
805 => 1.1702186793032
806 => 1.2105930328972
807 => 1.2252043545116
808 => 1.3277542616097
809 => 1.4572277554464
810 => 1.4036248788292
811 => 1.3703518435589
812 => 1.3781717960944
813 => 1.4254511330892
814 => 1.4406357555608
815 => 1.3993587172297
816 => 1.4139384649828
817 => 1.4942743085513
818 => 1.5373719111434
819 => 1.4788395780431
820 => 1.3173511924455
821 => 1.1684515258282
822 => 1.2079464224545
823 => 1.2034689268464
824 => 1.2897797686602
825 => 1.1895155995353
826 => 1.1912037910016
827 => 1.2792994496193
828 => 1.255797038242
829 => 1.2177261417723
830 => 1.1687294855043
831 => 1.0781546347506
901 => 0.99792996357153
902 => 1.1552690183921
903 => 1.1484842722457
904 => 1.1386589543827
905 => 1.1605241360763
906 => 1.2666952518405
907 => 1.2642476639798
908 => 1.2486773587802
909 => 1.2604872980437
910 => 1.2156558023192
911 => 1.2272098995616
912 => 1.1684279393603
913 => 1.1949998403228
914 => 1.217644458727
915 => 1.2221907011309
916 => 1.2324336174039
917 => 1.1449090193278
918 => 1.1842049942768
919 => 1.2072876980244
920 => 1.1029992027368
921 => 1.2052262497856
922 => 1.1433854108
923 => 1.12239570123
924 => 1.150655579982
925 => 1.1396426777487
926 => 1.1301744311078
927 => 1.1248909867971
928 => 1.1456419228236
929 => 1.1446738668552
930 => 1.1107213079328
1001 => 1.0664315789018
1002 => 1.0812966657254
1003 => 1.0758960403215
1004 => 1.056323477163
1005 => 1.0695130215315
1006 => 1.0114329432084
1007 => 0.91150918719309
1008 => 0.97752188116419
1009 => 0.9749804642543
1010 => 0.97369896660425
1011 => 1.0233056816667
1012 => 1.0185371406351
1013 => 1.009882191969
1014 => 1.0561645222435
1015 => 1.0392708491081
1016 => 1.0913331690614
1017 => 1.1256247801623
1018 => 1.1169273183697
1019 => 1.1491787443559
1020 => 1.0816391273026
1021 => 1.1040730788686
1022 => 1.1086966851942
1023 => 1.0555934054721
1024 => 1.0193173329214
1025 => 1.0168981324598
1026 => 0.95400042180748
1027 => 0.98759987114534
1028 => 1.017165996123
1029 => 1.0030061166827
1030 => 0.99852352186624
1031 => 1.0214241266272
1101 => 1.0232036997475
1102 => 0.98262924401302
1103 => 0.99106595818614
1104 => 1.0262484587751
1105 => 0.9901794494403
1106 => 0.92010325614208
1107 => 0.90272339132495
1108 => 0.90040459698388
1109 => 0.85326902518537
1110 => 0.90388479699709
1111 => 0.88178965618292
1112 => 0.95158794127444
1113 => 0.91171953516588
1114 => 0.91000088786251
1115 => 0.90740290039273
1116 => 0.86683136659979
1117 => 0.87571395404496
1118 => 0.90524102756897
1119 => 0.91577662004863
1120 => 0.91467767143744
1121 => 0.90509632880027
1122 => 0.90948261839515
1123 => 0.89535285132543
1124 => 0.89036333648744
1125 => 0.87461505518456
1126 => 0.85146943224309
1127 => 0.85468797307346
1128 => 0.80883043764471
1129 => 0.78384481849951
1130 => 0.77692912842529
1201 => 0.76768117863145
1202 => 0.77797370896236
1203 => 0.80870052900853
1204 => 0.77163746497432
1205 => 0.70809544135933
1206 => 0.71191442524893
1207 => 0.72049454818237
1208 => 0.7045055458591
1209 => 0.68937329701537
1210 => 0.70252955966684
1211 => 0.67560596660147
1212 => 0.72374813577533
1213 => 0.72244602501605
1214 => 0.7403904485923
1215 => 0.75161146491117
1216 => 0.72575065514335
1217 => 0.71924673142181
1218 => 0.72295166196045
1219 => 0.66171741299146
1220 => 0.73538630405814
1221 => 0.73602339568726
1222 => 0.73056823036925
1223 => 0.76979464059042
1224 => 0.85257460118126
1225 => 0.82142945019079
1226 => 0.80936910636011
1227 => 0.78644238392192
1228 => 0.81699088031673
1229 => 0.81464523242438
1230 => 0.80403732309467
1231 => 0.79762162643337
]
'min_raw' => 0.59915842486645
'max_raw' => 1.5373719111434
'avg_raw' => 1.0682651680049
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.599158'
'max' => '$1.53'
'avg' => '$1.06'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.36844395337347
'max_diff' => 0.89360699090529
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.018806898313561
]
1 => [
'year' => 2028
'avg' => 0.032278097187661
]
2 => [
'year' => 2029
'avg' => 0.088177943955691
]
3 => [
'year' => 2030
'avg' => 0.068029152443282
]
4 => [
'year' => 2031
'avg' => 0.066813058459351
]
5 => [
'year' => 2032
'avg' => 0.11714431832258
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.018806898313561
'min' => '$0.0188068'
'max_raw' => 0.11714431832258
'max' => '$0.117144'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.11714431832258
]
1 => [
'year' => 2033
'avg' => 0.30130723253388
]
2 => [
'year' => 2034
'avg' => 0.190983004128
]
3 => [
'year' => 2035
'avg' => 0.22526489133448
]
4 => [
'year' => 2036
'avg' => 0.43723969586552
]
5 => [
'year' => 2037
'avg' => 1.0682651680049
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.11714431832258
'min' => '$0.117144'
'max_raw' => 1.0682651680049
'max' => '$1.06'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.0682651680049
]
]
]
]
'prediction_2025_max_price' => '$0.032156'
'last_price' => 0.03117966
'sma_50day_nextmonth' => '$0.031765'
'sma_200day_nextmonth' => '$0.046878'
'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' => '$0.0302054'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.03405'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.035804'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.036433'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.038271'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.042395'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.05248'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.031617'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.032871'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.034662'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.036374'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.038839'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.044693'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.085189'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.04622'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.09659'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.675233'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.032722'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.034473'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.038117'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.054094'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.202443'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.523427'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$1.06'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '36.73'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => -15.17
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.032439'
'vwma_10_action' => 'SELL'
'hma_9' => '0.030214'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 15.69
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -171.75
'cci_20_action' => 'BUY'
'adx_14' => 16.89
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.004664'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'SELL'
'williams_percent_r_14' => -84.31
'williams_percent_r_14_action' => 'BUY'
'ultimate_oscillator' => 33.13
'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' => 1767711468
'last_updated_date' => '6 Ocak 2026'
]
Metavault Trade için 2026 fiyat tahmini
Metavault Trade için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.010772 ile üst sınırda $0.032156 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 $0.0188068 ve üst sınırda $0.117144 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Metavault Trade üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Metavault Trade Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.01037 | $0.0188068 | $0.027243 |
| 2028 | $0.018715 | $0.032278 | $0.04584 |
| 2029 | $0.041112 | $0.088177 | $0.135242 |
| 2030 | $0.034964 | $0.068029 | $0.101093 |
| 2031 | $0.041339 | $0.066813 | $0.092286 |
| 2032 | $0.0631011 | $0.117144 | $0.171187 |
Metavault Trade fiyat tahmini 2032-2037
Metavault Trade için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.117144 ve üst sınırda $1.06 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Metavault Trade üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Metavault Trade Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.0631011 | $0.117144 | $0.171187 |
| 2033 | $0.146633 | $0.3013072 | $0.455981 |
| 2034 | $0.117886 | $0.190983 | $0.264079 |
| 2035 | $0.139378 | $0.225264 | $0.311151 |
| 2036 | $0.230714 | $0.437239 | $0.643764 |
| 2037 | $0.599158 | $1.06 | $1.53 |
Metavault Trade Potansiyel fiyat histogramı
Teknik Analize Dayalı Metavault Trade Fiyat Tahmini
Piyasa Duyarlılık Göstergesi
Boğa 9.38%
Ayı 90.63%
6 Ocak 2026 itibariyle, Metavault Trade için genel fiyat tahmini duyarlılığı Ayı, 3 teknik gösterge yükseliş sinyalleri gösterirken 29 düşüş sinyalleri gösteriyor. MVX fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
Metavault Trade'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, Metavault Trade'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.046878 seviyesine ulaşması bekleniyor. Metavault Trade için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.031765 seviyesine ulaşması öngörülüyor.
Göreceli Güç Endeksi (RSI) momentum osilatörü, bir kripto paranın aşırı satılmış (30'un altında) veya aşırı satın alınmış (70'in üzerinde) olup olmadığını belirlemek için yaygın olarak kullanılan bir araçtır. Şu anda, RSI 36.73 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 | $0.0302054 | BUY |
| SMA 5 | $0.03405 | SELL |
| SMA 10 | $0.035804 | SELL |
| SMA 21 | $0.036433 | SELL |
| SMA 50 | $0.038271 | SELL |
| SMA 100 | $0.042395 | SELL |
| SMA 200 | $0.05248 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.031617 | SELL |
| EMA 5 | $0.032871 | SELL |
| EMA 10 | $0.034662 | SELL |
| EMA 21 | $0.036374 | SELL |
| EMA 50 | $0.038839 | SELL |
| EMA 100 | $0.044693 | SELL |
| EMA 200 | $0.085189 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.04622 | SELL |
| SMA 50 | $0.09659 | SELL |
| SMA 100 | $0.675233 | SELL |
| SMA 200 | — | — |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.054094 | SELL |
| EMA 50 | $0.202443 | SELL |
| EMA 100 | $0.523427 | SELL |
| EMA 200 | $1.06 | SELL |
Metavault Trade Osilatörleri
Osilatör, iki uç değer arasında yüksek ve düşük sınırlar belirleyerek, bu sınırlar içinde dalgalanan bir trend göstergesi oluşturan bir teknik analiz aracıdır. Tüccarlar, kısa vadeli aşırı alım veya aşırı satım koşullarını belirlemek için bu göstergeden faydalanırlar.
| Dönem | Değer | İşlem |
|---|---|---|
| RSI (14) | 36.73 | NEUTRAL |
| Stoch RSI (14) | -15.17 | NEUTRAL |
| Hızlı Stokastik (14) | 15.69 | BUY |
| Emtia Kanal Endeksi (20) | -171.75 | BUY |
| Ortalama Yön Endeksi (14) | 16.89 | NEUTRAL |
| Harika Osilatör (5, 34) | -0.004664 | NEUTRAL |
| Momentum (10) | -0.01 | BUY |
| MACD (12, 26) | -0 | SELL |
| Williams Yüzde Aralığı (14) | -84.31 | BUY |
| Ultimate Osilatör (7, 14, 28) | 33.13 | NEUTRAL |
| VWMA (10) | 0.032439 | SELL |
| Hull Hareketli Ortalaması (9) | 0.030214 | 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 | $0.043812 | $0.061564 | $0.0865077 | $0.121557 | $0.1708091 | $0.240015 |
| Amazon.com hisseleri | $0.065058 | $0.135747 | $0.283245 | $0.5910094 | $1.23 | $2.57 |
| Apple hisseleri | $0.044225 | $0.062731 | $0.088979 | $0.12621 | $0.179019 | $0.253926 |
| Netflix hisseleri | $0.049196 | $0.077624 | $0.122479 | $0.193253 | $0.304923 | $0.481121 |
| Google hisseleri | $0.040377 | $0.052288 | $0.067713 | $0.087688 | $0.113556 | $0.147055 |
| Tesla hisseleri | $0.070681 | $0.16023 | $0.36323 | $0.823416 | $1.86 | $4.23 |
| Kodak hisseleri | $0.023381 | $0.017533 | $0.013148 | $0.009859 | $0.007393 | $0.005544 |
| Nokia hisseleri | $0.020655 | $0.013683 | $0.009064 | $0.0060048 | $0.003977 | $0.002635 |
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 $0.03117 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 | $0.03199 | $0.032821 | $0.033674 | $0.03455 |
| Metavault Trade, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.03280057 | $0.0345057 | $0.036299 | $0.038186 |
| Metavault Trade, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.035231 | $0.03981 | $0.044984 | $0.050831 |
| Metavault Trade, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.039284 | $0.049495 | $0.06236 | $0.07857 |
| Metavault Trade, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.047388 | $0.072024 | $0.109467 | $0.166375 |
| Metavault Trade, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.0717026 | $0.164891 | $0.379195 | $0.872019 |
| Metavault Trade, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.112225 | $0.403936 | $1.45 | $5.23 |
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 8.0486% 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 $0.032156 seviyesine kadar yükselebilir gibi görünmektedir. Metavault Trade'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.101093 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 $0.031446 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 $0.027557 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Metavault Trade fiyatı ne kadar yükselebilir?
Son Metavault Trade değer tahminimize göre, MVX fiyatı $0.010772 ve $0.032156 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 $0.101093 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Metavault Trade'ın 2030 tahminine dayanarak, Metavault Trade değeri yaklaşık olarak $0.101093 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.034964 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 $0.032156 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.032156 ve $0.010772 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 $0.027243 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.027243 ve $0.01037 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 $0.04584 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.04584 ve $0.018715 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 $0.135242 seviyesine ulaşacaktır. Fiyat aralığı $0.135242 ve $0.041112 arasında olacaktır.
2030 yılında Metavault Trade ne kadar olacak?
Yeni deneysel simülasyona göre, MVX'ın değeri 224.23% oranında artacaktır, $0.101093 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.101093 ve $0.034964 arasında olacaktır.
2031 yılında Metavault Trade ne kadar olacak?
Metavault Trade'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.092286 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.092286 ve $0.041339 arasında olacaktır.
2032 yılında Metavault Trade ne kadar olacak?
Metavault Trade fiyatı 449.04% oranında artacaktır, 2032 yılında $0.171187 seviyesine ulaşabilir. Fiyat $0.171187 ve $0.0631011 arasında olacaktır.
2033 yılında Metavault Trade ne kadar olacak?
MVX'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.455981 seviyesine ulaşacaktır. Fiyat aralığı $0.455981 ve $0.146633 arasında olacaktır.
2034 yılında Metavault Trade ne kadar olacak?
Yeni simülasyon sonuçlarına göre, MVX'ın değeri 746.96% oranında artacaktır, ve $0.264079 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.264079 ve $0.117886 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 $0.311151 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.311151 ve $0.139378 arasında olacaktır.
2036 yılında Metavault Trade ne kadar olacak?
MVX'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.643764 seviyesine ulaşacaktır. Fiyat $0.643764 ve $0.230714 arasında olacaktır.
2037 yılında Metavault Trade ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında Metavault Trade'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $1.53 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $1.53 ve $0.599158 arasında olacaktır.
İlgili Tahminler
Baanx Fiyat Tahmini- Calaxy Fiyat Tahmini
- Polkadex Fiyat Tahmini
- Mobius Fiyat Tahmini
- BitKan Fiyat Tahmini
- Mean DAO Fiyat Tahmini
- DinoLFG Fiyat Tahmini
- ICE Token Fiyat Tahmini
- Silly Goose Fiyat Tahmini
- DeHub Fiyat Tahmini
- Crowny Token Fiyat Tahmini
- 5ire Fiyat Tahmini
- Giddy Fiyat Tahmini
- Dope Wars Paper Fiyat Tahmini
- Chumbi Valley Fiyat Tahmini
- OccamFi Fiyat Tahmini
- NMKR Fiyat Tahmini
- Dypius Fiyat Tahmini
- COMDEX Fiyat Tahmini
- Effect Network Fiyat Tahmini
- Sin City Fiyat Tahmini
- Parex Fiyat Tahmini
- Grai Fiyat Tahmini
- MIMO Parallel Governance Token Fiyat Tahmini
- Good Person Coin Fiyat Tahmini
Baanx Fiyat Tahmini
Calaxy Fiyat Tahmini
Polkadex Fiyat Tahmini
Mobius Fiyat Tahmini
BitKan Fiyat Tahmini
Mean DAO Fiyat Tahmini
DinoLFG Fiyat Tahmini
ICE Token Fiyat Tahmini
Silly Goose Fiyat Tahmini
DeHub Fiyat Tahmini
Crowny Token Fiyat Tahmini
5ire Fiyat Tahmini
Giddy Fiyat Tahmini
Dope Wars Paper Fiyat Tahmini
Chumbi Valley Fiyat Tahmini
OccamFi Fiyat Tahmini
NMKR Fiyat Tahmini
Dypius Fiyat Tahmini
COMDEX Fiyat Tahmini
Effect Network Fiyat Tahmini
Sin City Fiyat Tahmini
Parex Fiyat Tahmini
Grai Fiyat Tahmini
MIMO Parallel Governance Token Fiyat Tahmini
Good Person Coin Fiyat TahminiMetavault Trade fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
Metavault Trade tüccarları, piyasa yönünü tahmin etmek için göstergeler ve grafik desenleri kullanır. Ayrıca, bir düşüş trendinin ne zaman yavaşlayabileceğini veya bir yükseliş trendinin ne zaman durabileceğini ölçmek için önemli destek ve direnç seviyelerini belirlerler.
Metavault Trade Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, Metavault Trade fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), MVX'ın belirli bir dönem boyunca ortalama kapanış fiyatını hesaplar, örneğin 12 günlük SMA. Üssel hareketli ortalama (EMA), yakın fiyatlara daha fazla ağırlık verir ve fiyat değişikliklerine daha hızlı tepki verir.
Kripto piyasasında yaygın olarak kullanılan hareketli ortalamalar arasında 50 günlük, 100 günlük ve 200 günlük ortalamalar bulunur ve bunlar önemli direnç ve destek seviyelerini belirlemeye yardımcı olur. MVX'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca MVX'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
Metavault Trade grafiklerini nasıl okumalı ve fiyat hareketlerini tahmin etmeli?
Çoğu tüccar, daha ayrıntılı bilgi sağladığı için basit çizgi grafiklere kıyasla mum grafiklerini tercih eder. Mumlar, Metavault Trade'ın fiyat hareketini 5 dakikalık kısa vadeli trendler ve haftalık uzun vadeli trendler gibi farklı zaman dilimlerinde temsil edebilir. Popüler seçenekler arasında 1 saatlik, 4 saatlik ve 1 günlük grafikler bulunur.
Örneğin, 1 saatlik bir mum grafiği, her saat içinde MVX'ın açılış, kapanış, en yüksek ve en düşük fiyatlarını gösterir. Mumun rengi önemlidir: yeşil, fiyatın açılıştan daha yüksek kapandığını gösterirken, kırmızı bunun tersini ifade eder. Bazı grafikler aynı bilgiyi iletmek için boş ve dolu mumlar kullanır.
Metavault Trade fiyatını ne etkiler?
Metavault Trade'ın fiyat hareketi, blok ödülü yarılanmaları, hard fork'lar ve protokol güncellemeleri gibi faktörlerden etkilenen arz ve talep tarafından yönlendirilir. Düzenlemeler, şirketler ve hükümetler tarafından benimsenme ve kripto para borsası hackleri gibi gerçek dünya olayları da MVX'ın fiyatını etkiler. Metavault Trade'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle Metavault Trade'ın büyük sahipleri olan MVX "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan Metavault Trade pazarında fiyat hareketlerini önemli ölçüde etkileyebilir.
Yükseliş ve düşüş fiyat tahmin desenleri
Tüccarlar genellikle kripto para fiyat tahminlerinde avantaj elde etmek için mum desenlerini tanımlarlar. Belirli oluşumlar yükseliş trendlerini gösterirken, diğerleri düşüş hareketlerini önerir.
Genellikle takip edilen yükseliş mum desenleri:
- Çekiç
- Yutan Boğa
- Delici Çizgi
- Sabah Yıldızı
- Üç Beyaz Asker
Yaygın düşüş mum desenleri:
- Ayı Harami
- Karanlık Bulut Örtüsü
- Akşam Yıldızı
- Kayan Yıldız
- Asılan Adam