Manifold Finance Preisvorhersage bis zu $0.618714 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.207272 | $0.618714 |
| 2027 | $0.199536 | $0.524183 |
| 2028 | $0.3601047 | $0.8820089 |
| 2029 | $0.791046 | $2.60 |
| 2030 | $0.672751 | $1.94 |
| 2031 | $0.79540019 | $1.77 |
| 2032 | $1.21 | $3.29 |
| 2033 | $2.82 | $8.77 |
| 2034 | $2.26 | $5.08 |
| 2035 | $2.68 | $5.98 |
Investitionsgewinnrechner
Wenn Sie heute einen Short über $10,000.00 in Manifold Finance eröffnen und ihn am Apr 06, 2026 schließen, zeigt unsere Prognose, dass Sie etwa $3,954.43 Gewinn erzielen könnten, was einer Rendite von 39.54% in den nächsten 90 Tagen entspricht.
$
≈ $3,954.43
(39.54% ROI)
Langfristige Manifold Finance Preisprognose für 2027, 2028, 2029, 2030, 2031, 2032 und 2037
[
'name' => 'Manifold Finance'
'name_with_ticker' => 'Manifold Finance <small>FOLD</small>'
'name_lang' => 'Manifold Finance'
'name_lang_with_ticker' => 'Manifold Finance <small>FOLD</small>'
'name_with_lang' => 'Manifold Finance'
'name_with_lang_with_ticker' => 'Manifold Finance <small>FOLD</small>'
'image' => '/uploads/coins/manifold-finance.png?1717083673'
'price_for_sd' => 0.5999
'ticker' => 'FOLD'
'marketcap' => '$1.19M'
'low24h' => '$0.5783'
'high24h' => '$0.6036'
'volume24h' => '$653.58'
'current_supply' => '1.98M'
'max_supply' => '2M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.5999'
'change_24h_pct' => '3.5864%'
'ath_price' => '$103.27'
'ath_days' => 1209
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '15.09.2022'
'ath_pct' => '-99.42%'
'fdv' => '$1.2M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$29.58'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.6050559'
'next_week_prediction_price_date' => '13. Januar 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.530222'
'next_month_prediction_price_date' => '5. Februar 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.207272'
'current_year_max_price_prediction' => '$0.618714'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.672751'
'grand_prediction_max_price' => '$1.94'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.61129020634103
107 => 0.61357254207316
108 => 0.61871476101661
109 => 0.5747750631562
110 => 0.59450269749377
111 => 0.60609083443773
112 => 0.55373521014489
113 => 0.60505593208163
114 => 0.57401017077346
115 => 0.56347277309378
116 => 0.57765999087289
117 => 0.57213121830684
118 => 0.56737790431498
119 => 0.56472547343522
120 => 0.57514300038611
121 => 0.57465701030221
122 => 0.55761191425571
123 => 0.53537728131004
124 => 0.54283995395355
125 => 0.54012869501923
126 => 0.5303027428819
127 => 0.53692424823248
128 => 0.50776648973572
129 => 0.45760208173044
130 => 0.4907422262361
131 => 0.48946636672217
201 => 0.48882302049963
202 => 0.51372692316931
203 => 0.51133298755841
204 => 0.50698797098314
205 => 0.5302229432451
206 => 0.521741865815
207 => 0.54787854806139
208 => 0.56509385740348
209 => 0.56072749809741
210 => 0.57691857974246
211 => 0.54301187885878
212 => 0.55427432479161
213 => 0.55659549928929
214 => 0.52993622729406
215 => 0.51172466503066
216 => 0.5105101614547
217 => 0.47893382219783
218 => 0.49580164775354
219 => 0.51064463620452
220 => 0.50353599659894
221 => 0.50128561366438
222 => 0.51278233202854
223 => 0.51367572550817
224 => 0.49330625949502
225 => 0.49754171649625
226 => 0.51520427627752
227 => 0.49709666530722
228 => 0.4619165350534
301 => 0.4531913763471
302 => 0.4520272793391
303 => 0.42836395692654
304 => 0.45377443317283
305 => 0.4426820793329
306 => 0.47772269220642
307 => 0.45770768205964
308 => 0.45684487497571
309 => 0.45554061552206
310 => 0.43517261640204
311 => 0.43963191375545
312 => 0.45445529732836
313 => 0.45974444758454
314 => 0.45919274588009
315 => 0.45438265466199
316 => 0.45658468978998
317 => 0.4494911674028
318 => 0.44698629700899
319 => 0.43908023702723
320 => 0.42746051295886
321 => 0.42907630685848
322 => 0.40605459301285
323 => 0.39351114145492
324 => 0.39003927938372
325 => 0.385396560323
326 => 0.39056368685543
327 => 0.40598937539005
328 => 0.38738272227491
329 => 0.35548292061397
330 => 0.35740015304841
331 => 0.36170760509718
401 => 0.35368069670095
402 => 0.34608390155127
403 => 0.35268869858644
404 => 0.33917233209505
405 => 0.36334099341246
406 => 0.36268729885571
407 => 0.37169588121486
408 => 0.37732913263875
409 => 0.36434631189348
410 => 0.36108116758533
411 => 0.36294114217579
412 => 0.3321999053401
413 => 0.36918366632083
414 => 0.36950350342157
415 => 0.36676486398626
416 => 0.38645757496298
417 => 0.42801533743445
418 => 0.41237963553556
419 => 0.40632501916872
420 => 0.39481518902945
421 => 0.41015135430393
422 => 0.4089737760923
423 => 0.40364832083602
424 => 0.40042746888059
425 => 0.40636198736518
426 => 0.39969211636594
427 => 0.39849402425868
428 => 0.39123488962575
429 => 0.38864370883137
430 => 0.38672530172909
501 => 0.38461332400827
502 => 0.38927182058834
503 => 0.37871505446165
504 => 0.3659846294054
505 => 0.36492623230708
506 => 0.36784855975076
507 => 0.36655564739862
508 => 0.36492004234016
509 => 0.36179722685301
510 => 0.36087075420637
511 => 0.36388134084732
512 => 0.36048256405779
513 => 0.3654976443517
514 => 0.3641338200088
515 => 0.35651560809416
516 => 0.34702049542522
517 => 0.34693596900579
518 => 0.34489026255637
519 => 0.34228474781902
520 => 0.34155995322519
521 => 0.35213246100242
522 => 0.37401723569276
523 => 0.36972073076277
524 => 0.37282539589822
525 => 0.38809727556462
526 => 0.39295174686913
527 => 0.38950615812164
528 => 0.38478962372943
529 => 0.38499712730587
530 => 0.40111495311612
531 => 0.40212020214138
601 => 0.40466014212258
602 => 0.40792468278537
603 => 0.39006212351279
604 => 0.38415580237048
605 => 0.38135705974304
606 => 0.37273801570021
607 => 0.38203291575941
608 => 0.37661717554222
609 => 0.37734794392555
610 => 0.37687203005724
611 => 0.37713191121049
612 => 0.36333423777906
613 => 0.36836138479311
614 => 0.36000277785106
615 => 0.34881154145331
616 => 0.34877402450475
617 => 0.35151306375849
618 => 0.34988377603175
619 => 0.34549940465192
620 => 0.34612218391277
621 => 0.34066598226854
622 => 0.3467846655801
623 => 0.34696012752378
624 => 0.34460410116189
625 => 0.35403077701894
626 => 0.35789289380901
627 => 0.35634210678664
628 => 0.35778408645744
629 => 0.36989926994016
630 => 0.37187457347036
701 => 0.37275187281725
702 => 0.37157640791231
703 => 0.35800552977135
704 => 0.35860745592473
705 => 0.35419092119549
706 => 0.35045941475225
707 => 0.35060865544081
708 => 0.35252713481452
709 => 0.36090524675683
710 => 0.37853648942275
711 => 0.37920558219365
712 => 0.38001654215079
713 => 0.37671796044927
714 => 0.37572307664491
715 => 0.37703558518415
716 => 0.38365695292277
717 => 0.40068890843031
718 => 0.39466867782789
719 => 0.38977413663765
720 => 0.39406796882032
721 => 0.39340696701196
722 => 0.38782744654075
723 => 0.3876708479843
724 => 0.37696196431944
725 => 0.37300313385803
726 => 0.36969483881115
727 => 0.36608226698518
728 => 0.36394061331225
729 => 0.36723116671807
730 => 0.36798375521466
731 => 0.36078890268381
801 => 0.35980827086975
802 => 0.36568374275812
803 => 0.36309816663972
804 => 0.3657574957967
805 => 0.36637448297242
806 => 0.36627513382671
807 => 0.36357549540757
808 => 0.36529616443155
809 => 0.36122626923371
810 => 0.35680086948455
811 => 0.35397774015674
812 => 0.35151418538445
813 => 0.35288110875476
814 => 0.34800827652996
815 => 0.34644935943051
816 => 0.3647132404825
817 => 0.37820496578542
818 => 0.37800879075621
819 => 0.37681462571799
820 => 0.37504033869873
821 => 0.38352715277596
822 => 0.38057051645066
823 => 0.38272171641255
824 => 0.38326928708843
825 => 0.38492661860658
826 => 0.38551897217186
827 => 0.38372846828158
828 => 0.37771931853415
829 => 0.36274508869638
830 => 0.35577454428474
831 => 0.3534741485253
901 => 0.35355776354208
902 => 0.35125128810535
903 => 0.35193064849045
904 => 0.35101503428793
905 => 0.34928108249922
906 => 0.35277404211795
907 => 0.35317657317484
908 => 0.35236127466207
909 => 0.35255330697607
910 => 0.34580298350887
911 => 0.34631619594115
912 => 0.34345856390233
913 => 0.34292279234432
914 => 0.33569894739269
915 => 0.3229008589478
916 => 0.32999224228678
917 => 0.32142684841269
918 => 0.31818300396568
919 => 0.33353885905652
920 => 0.33199755711052
921 => 0.32935951816682
922 => 0.3254573087536
923 => 0.32400994132398
924 => 0.31521619500247
925 => 0.31469661355699
926 => 0.31905503168505
927 => 0.31704377168296
928 => 0.3142192009163
929 => 0.30398889192159
930 => 0.29248663747264
1001 => 0.29283381823386
1002 => 0.29649247136702
1003 => 0.30713049878828
1004 => 0.30297403743505
1005 => 0.29995847703339
1006 => 0.29939375321757
1007 => 0.30646245410193
1008 => 0.31646614679193
1009 => 0.32115965558207
1010 => 0.31650853091502
1011 => 0.31116556933186
1012 => 0.31149077064653
1013 => 0.31365418930025
1014 => 0.31388153401167
1015 => 0.31040381528635
1016 => 0.31138277273667
1017 => 0.30989564685189
1018 => 0.30076915804198
1019 => 0.30060408879982
1020 => 0.29836430126135
1021 => 0.29829648138484
1022 => 0.29448604404072
1023 => 0.29395293751597
1024 => 0.28638708289222
1025 => 0.29136695131709
1026 => 0.28802671703252
1027 => 0.28299219608405
1028 => 0.28212424277491
1029 => 0.28209815105035
1030 => 0.28726747836614
1031 => 0.29130654471768
1101 => 0.28808482183798
1102 => 0.28735129798874
1103 => 0.29518341364368
1104 => 0.29418670553527
1105 => 0.29332356274147
1106 => 0.315570425833
1107 => 0.29796029775168
1108 => 0.29028127675725
1109 => 0.28077703007011
1110 => 0.28387166071601
1111 => 0.28452374486269
1112 => 0.26166774484934
1113 => 0.25239506849046
1114 => 0.24921303539753
1115 => 0.24738173036521
1116 => 0.24821627906452
1117 => 0.23986978276507
1118 => 0.24547876631661
1119 => 0.23825140603305
1120 => 0.23703971556165
1121 => 0.24996313104678
1122 => 0.25176134881404
1123 => 0.24408959315645
1124 => 0.24901610223304
1125 => 0.24722968155827
1126 => 0.23837529838133
1127 => 0.23803712607241
1128 => 0.23359430784084
1129 => 0.22664215760756
1130 => 0.22346483839986
1201 => 0.22181006296974
1202 => 0.22249285556314
1203 => 0.22214761473412
1204 => 0.21989468479487
1205 => 0.22227675004105
1206 => 0.21619155767437
1207 => 0.21376838504223
1208 => 0.21267389418147
1209 => 0.20727293570543
1210 => 0.21586826245794
1211 => 0.21756165010926
1212 => 0.21925837425736
1213 => 0.23402719956384
1214 => 0.2332893907878
1215 => 0.2399588227958
1216 => 0.23969966093226
1217 => 0.23779743088595
1218 => 0.22977223522219
1219 => 0.23297093517841
1220 => 0.22312583390152
1221 => 0.23050245317998
1222 => 0.22713607219628
1223 => 0.22936427638312
1224 => 0.22535776434611
1225 => 0.22757513353222
1226 => 0.21796321514193
1227 => 0.20898774099241
1228 => 0.2125997338006
1229 => 0.21652638306458
1230 => 0.22504035916052
1231 => 0.21996950523656
]
'min_raw' => 0.20727293570543
'max_raw' => 0.61871476101661
'avg_raw' => 0.41299384836102
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.207272'
'max' => '$0.618714'
'avg' => '$0.412993'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.39264906429457
'max_diff' => 0.018792761016607
'year' => 2026
]
1 => [
'items' => [
101 => 0.22179317605783
102 => 0.21568418408537
103 => 0.20307958869891
104 => 0.20315092933994
105 => 0.20121198694577
106 => 0.19953645762699
107 => 0.22055195380908
108 => 0.21793834465301
109 => 0.21377390052351
110 => 0.21934817447927
111 => 0.2208221009888
112 => 0.22086406160443
113 => 0.22493090798972
114 => 0.22710138463457
115 => 0.22748394055061
116 => 0.23388321120789
117 => 0.23602816232379
118 => 0.24486291240534
119 => 0.22691723485553
120 => 0.22654765543587
121 => 0.21942661594524
122 => 0.2149103401211
123 => 0.21973584921476
124 => 0.22401059152406
125 => 0.21955944410459
126 => 0.22014066998872
127 => 0.21416536825018
128 => 0.21630125745763
129 => 0.21814097297843
130 => 0.21712519020132
131 => 0.21560451421955
201 => 0.22366011140322
202 => 0.22320558303998
203 => 0.23070714033479
204 => 0.2365551406876
205 => 0.24703580277494
206 => 0.23609868551753
207 => 0.23570009349356
208 => 0.23959639446398
209 => 0.23602756582041
210 => 0.23828294233137
211 => 0.24667242675104
212 => 0.24684968333685
213 => 0.2438804071423
214 => 0.24369972641602
215 => 0.2442700083895
216 => 0.24761016772064
217 => 0.24644301341761
218 => 0.24779367392581
219 => 0.24948269557336
220 => 0.25646920523795
221 => 0.25815362906537
222 => 0.25406135243837
223 => 0.25443083919851
224 => 0.25290021540451
225 => 0.25142165199816
226 => 0.25474524660878
227 => 0.26081918108511
228 => 0.26078139545397
301 => 0.26219043019207
302 => 0.26306824716083
303 => 0.25930001412962
304 => 0.25684703298807
305 => 0.25778766204499
306 => 0.25929174839123
307 => 0.25729990711447
308 => 0.24500534004368
309 => 0.24873472631298
310 => 0.24811397408009
311 => 0.24722994741442
312 => 0.25097987414668
313 => 0.25061818456535
314 => 0.23978417738169
315 => 0.24047773537074
316 => 0.23982635494014
317 => 0.2419310983713
318 => 0.23591390276795
319 => 0.23776475160911
320 => 0.23892558665165
321 => 0.23960932740967
322 => 0.24207946787304
323 => 0.24178962539992
324 => 0.24206145085795
325 => 0.24572401707223
326 => 0.26424802014311
327 => 0.26525624075935
328 => 0.26029139370562
329 => 0.26227475217631
330 => 0.25846713762541
331 => 0.26102321478223
401 => 0.2627720178556
402 => 0.25486951304251
403 => 0.25440157799431
404 => 0.25057824806372
405 => 0.25263268900394
406 => 0.24936392574851
407 => 0.25016596591491
408 => 0.24792339168906
409 => 0.25195957880352
410 => 0.25647266315755
411 => 0.25761284649249
412 => 0.25461351501807
413 => 0.25244180136502
414 => 0.24862898759721
415 => 0.25496978186717
416 => 0.25682402334391
417 => 0.25496004232607
418 => 0.25452811719545
419 => 0.25370961985338
420 => 0.25470176527585
421 => 0.25681392474661
422 => 0.25581786934566
423 => 0.25647578148623
424 => 0.25396849884245
425 => 0.25930126157155
426 => 0.26777097218461
427 => 0.26779820368917
428 => 0.26680214291911
429 => 0.26639457631243
430 => 0.26741659510853
501 => 0.26797099838001
502 => 0.27127601976041
503 => 0.27482243937945
504 => 0.29137203231738
505 => 0.28672497284467
506 => 0.30140875623889
507 => 0.31302172245308
508 => 0.31650394324725
509 => 0.31330046396776
510 => 0.30234153440119
511 => 0.30180383703432
512 => 0.31818110454749
513 => 0.31355377634865
514 => 0.31300337038344
515 => 0.30714798083909
516 => 0.3106092412639
517 => 0.30985221283537
518 => 0.30865720642583
519 => 0.31526105020288
520 => 0.32762285622431
521 => 0.32569615282759
522 => 0.32425795811914
523 => 0.31795620755887
524 => 0.32175126894309
525 => 0.32039992027378
526 => 0.32620617174419
527 => 0.32276667699734
528 => 0.31351871978644
529 => 0.31499148745394
530 => 0.3147688815838
531 => 0.31935009461737
601 => 0.31797492817739
602 => 0.31450035826576
603 => 0.32758060491523
604 => 0.32673124645397
605 => 0.32793544256166
606 => 0.32846556692927
607 => 0.33642728256501
608 => 0.33968894271449
609 => 0.34042939667181
610 => 0.34352772154797
611 => 0.34035230752639
612 => 0.35305622764454
613 => 0.36150359322882
614 => 0.37131564305243
615 => 0.38565368507507
616 => 0.39104492150989
617 => 0.39007104290303
618 => 0.40094198272678
619 => 0.42047681994266
620 => 0.39401959202673
621 => 0.42187911726537
622 => 0.4130591132285
623 => 0.39214704232218
624 => 0.39080055149294
625 => 0.40496244870483
626 => 0.43637217368872
627 => 0.42850439382641
628 => 0.43638504255802
629 => 0.42719184720729
630 => 0.4267353275718
701 => 0.43593854957943
702 => 0.4574423794418
703 => 0.4472267159332
704 => 0.43258005731016
705 => 0.44339492211016
706 => 0.43402608535191
707 => 0.41291547396328
708 => 0.42849837748343
709 => 0.41807853367505
710 => 0.4211195980477
711 => 0.44302055989812
712 => 0.44038537822552
713 => 0.44379554732112
714 => 0.43777668812705
715 => 0.43215412455281
716 => 0.42165919210445
717 => 0.41855216000041
718 => 0.41941083189466
719 => 0.41855173448526
720 => 0.41267991623381
721 => 0.41141189764147
722 => 0.40929847776773
723 => 0.40995351495857
724 => 0.40597966729315
725 => 0.41347913887661
726 => 0.41487110688762
727 => 0.42032859690204
728 => 0.42089521161986
729 => 0.4360942436275
730 => 0.42772287220705
731 => 0.43333911090532
801 => 0.43283674165406
802 => 0.39260027030967
803 => 0.39814450105153
804 => 0.40676958421042
805 => 0.40288399593837
806 => 0.39739068320931
807 => 0.3929545386478
808 => 0.38623332601804
809 => 0.39569330372497
810 => 0.40813216845311
811 => 0.42121068175662
812 => 0.43692365855265
813 => 0.43341670505099
814 => 0.42091693858514
815 => 0.42147766897771
816 => 0.42494388362532
817 => 0.42045482071785
818 => 0.41913090842953
819 => 0.42476199840696
820 => 0.42480077662884
821 => 0.41963556723243
822 => 0.41389538221166
823 => 0.41387133062683
824 => 0.41284992014599
825 => 0.42737355386276
826 => 0.43536008390199
827 => 0.43627572670005
828 => 0.43529845384622
829 => 0.43567456738109
830 => 0.43102738152244
831 => 0.44164947031515
901 => 0.45139734940704
902 => 0.44878470957735
903 => 0.44486799106401
904 => 0.44174813611341
905 => 0.44804977090141
906 => 0.44776916902399
907 => 0.45131221018704
908 => 0.45115147737429
909 => 0.44996008589167
910 => 0.4487847521257
911 => 0.45344481765409
912 => 0.45210279362027
913 => 0.45075868505246
914 => 0.44806286954698
915 => 0.44842927564693
916 => 0.44451323341026
917 => 0.44270149308567
918 => 0.41545726557681
919 => 0.40817671775562
920 => 0.41046732630938
921 => 0.41122145412091
922 => 0.40805295037885
923 => 0.41259577082313
924 => 0.41188777706893
925 => 0.41464216660404
926 => 0.41292134360419
927 => 0.41299196678035
928 => 0.41805254030476
929 => 0.41952164632811
930 => 0.41877444714749
1001 => 0.41929775984111
1002 => 0.43135727998898
1003 => 0.42964280186569
1004 => 0.42873201953352
1005 => 0.42898431246393
1006 => 0.43206577842074
1007 => 0.43292842064684
1008 => 0.42927334491805
1009 => 0.43099709976149
1010 => 0.43833662910779
1011 => 0.44090504899761
1012 => 0.44910221237443
1013 => 0.445619911679
1014 => 0.45201182531591
1015 => 0.47165838867185
1016 => 0.48735342291935
1017 => 0.47291962080063
1018 => 0.50174155244561
1019 => 0.52418356049176
1020 => 0.52332219884383
1021 => 0.51940891564798
1022 => 0.49385928613909
1023 => 0.47034813614149
1024 => 0.49001621145064
1025 => 0.49006634941938
1026 => 0.48837684430757
1027 => 0.47788347315998
1028 => 0.48801169773734
1029 => 0.48881563942398
1030 => 0.48836564586481
1031 => 0.48032040280896
1101 => 0.46803680367213
1102 => 0.47043698954069
1103 => 0.47436854295585
1104 => 0.46692529213299
1105 => 0.46454672249262
1106 => 0.46896893599546
1107 => 0.4832182293064
1108 => 0.4805244829465
1109 => 0.48045413834276
1110 => 0.49197912759663
1111 => 0.48372972253921
1112 => 0.47046726357095
1113 => 0.46711831777112
1114 => 0.45523181630194
1115 => 0.46344186520497
1116 => 0.46373733024892
1117 => 0.4592407703694
1118 => 0.47083213462322
1119 => 0.470725318161
1120 => 0.48172959337311
1121 => 0.50276563456164
1122 => 0.49654424206148
1123 => 0.48930943946936
1124 => 0.49009606311044
1125 => 0.4987233829005
1126 => 0.49350710841287
1127 => 0.49538291708778
1128 => 0.4987205436394
1129 => 0.50073421660661
1130 => 0.48980632655913
1201 => 0.48725851264765
1202 => 0.48204657954595
1203 => 0.48068688348505
1204 => 0.48493189424584
1205 => 0.48381348388882
1206 => 0.46371249755608
1207 => 0.46161183264347
1208 => 0.46167625703728
1209 => 0.45639403523337
1210 => 0.44833737910391
1211 => 0.46950979037419
1212 => 0.46780934944148
1213 => 0.46593219425544
1214 => 0.46616213505483
1215 => 0.47535236118767
1216 => 0.47002156591308
1217 => 0.48419435885073
1218 => 0.4812808586959
1219 => 0.47829263825575
1220 => 0.4778795751675
1221 => 0.47672936524102
1222 => 0.47278486742888
1223 => 0.46802164929316
1224 => 0.46487656009706
1225 => 0.42882405340755
1226 => 0.43551518894134
1227 => 0.44321273045677
1228 => 0.44586989094193
1229 => 0.44132463406215
1230 => 0.47296434187416
1231 => 0.47874522137923
]
'min_raw' => 0.19953645762699
'max_raw' => 0.52418356049176
'avg_raw' => 0.36186000905937
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.199536'
'max' => '$0.524183'
'avg' => '$0.36186'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0077364780784424
'max_diff' => -0.094531200524846
'year' => 2027
]
2 => [
'items' => [
101 => 0.46123456028095
102 => 0.45795903054504
103 => 0.47317908505833
104 => 0.46399953161082
105 => 0.46813308396617
106 => 0.45919860470617
107 => 0.47735277679037
108 => 0.47721447241565
109 => 0.47015208944432
110 => 0.47612116717057
111 => 0.47508389302385
112 => 0.4671104800431
113 => 0.47760554820378
114 => 0.47761075362665
115 => 0.47081336356619
116 => 0.4628755001156
117 => 0.4614563976146
118 => 0.4603872945097
119 => 0.46787015013957
120 => 0.47457925509903
121 => 0.48706323610042
122 => 0.49020200553624
123 => 0.50245283160397
124 => 0.49515806116253
125 => 0.49839173841613
126 => 0.50190235250648
127 => 0.50358546999995
128 => 0.5008429203654
129 => 0.51987349588976
130 => 0.52148025954579
131 => 0.5220189935012
201 => 0.51560199050871
202 => 0.52130179108429
203 => 0.51863504315253
204 => 0.52557318042706
205 => 0.52666116894229
206 => 0.5257396813762
207 => 0.52608502610367
208 => 0.5098457871172
209 => 0.50900369690694
210 => 0.49752173713807
211 => 0.50220072061425
212 => 0.49345358527505
213 => 0.49622739199659
214 => 0.49745005956964
215 => 0.49681140741525
216 => 0.5024652633197
217 => 0.49765833079447
218 => 0.4849720455275
219 => 0.4722823038906
220 => 0.47212299452119
221 => 0.46878200954074
222 => 0.4663670893318
223 => 0.46683228863794
224 => 0.46847171166967
225 => 0.46627180308488
226 => 0.46674126511964
227 => 0.47453746290585
228 => 0.47610093477194
229 => 0.47078764648309
301 => 0.44945402729952
302 => 0.44421870364054
303 => 0.44798175046563
304 => 0.44618325645449
305 => 0.36010471113415
306 => 0.38032758853606
307 => 0.36831184148787
308 => 0.37384925054562
309 => 0.36158428427203
310 => 0.36743776903975
311 => 0.36635684413819
312 => 0.398874632562
313 => 0.39836691202252
314 => 0.3986099309768
315 => 0.38701000310663
316 => 0.40548900317617
317 => 0.41459242309377
318 => 0.4129076223467
319 => 0.41333165039713
320 => 0.40604544361858
321 => 0.39868047738527
322 => 0.39051159637235
323 => 0.40568836759015
324 => 0.40400096970685
325 => 0.40787125334453
326 => 0.41771447433728
327 => 0.41916392601923
328 => 0.42111200377865
329 => 0.42041375657551
330 => 0.43704883776299
331 => 0.43503421966939
401 => 0.43988886962979
402 => 0.42990248633806
403 => 0.41860194572728
404 => 0.42074980905488
405 => 0.42054295254441
406 => 0.41790943174722
407 => 0.41553200692418
408 => 0.41157426442913
409 => 0.42409714731917
410 => 0.4235887411433
411 => 0.43181924617304
412 => 0.43036442446218
413 => 0.42064876902174
414 => 0.4209957655565
415 => 0.42332948401358
416 => 0.43140651023947
417 => 0.4338043215492
418 => 0.43269355981427
419 => 0.43532265045114
420 => 0.43740057649386
421 => 0.4355836059698
422 => 0.46130807693885
423 => 0.45062548308864
424 => 0.45583210500222
425 => 0.45707385364942
426 => 0.4538931406008
427 => 0.45458292336825
428 => 0.45562775630638
429 => 0.46197177730747
430 => 0.4786203240716
501 => 0.48599385210294
502 => 0.50817747498869
503 => 0.4853815832444
504 => 0.48402896936707
505 => 0.48802490973003
506 => 0.50104904473893
507 => 0.51160388286885
508 => 0.51510553159976
509 => 0.51556833228547
510 => 0.52213765808987
511 => 0.52590307313028
512 => 0.5213399691468
513 => 0.51747321629769
514 => 0.50362298755124
515 => 0.50522618924157
516 => 0.51627065906927
517 => 0.53187162321692
518 => 0.54525887345928
519 => 0.54057112501718
520 => 0.57633533659573
521 => 0.57988121209004
522 => 0.57939128674861
523 => 0.58746931882167
524 => 0.57143607021926
525 => 0.56458154581218
526 => 0.51830925215318
527 => 0.53130987924903
528 => 0.5502070542329
529 => 0.54770594226301
530 => 0.53398230866679
531 => 0.54524846285257
601 => 0.54152351995353
602 => 0.53858550294105
603 => 0.55204512843788
604 => 0.53724571731317
605 => 0.55005941878597
606 => 0.53362571410633
607 => 0.5405925382572
608 => 0.5366378319218
609 => 0.53919701159138
610 => 0.52423609953564
611 => 0.53230864452531
612 => 0.523900255124
613 => 0.52389626845262
614 => 0.52371065279055
615 => 0.53360308563268
616 => 0.53392567751251
617 => 0.52661515469554
618 => 0.52556159414579
619 => 0.52945715969167
620 => 0.52489647268767
621 => 0.52703038943222
622 => 0.52496110685201
623 => 0.52449526775745
624 => 0.52078338259597
625 => 0.51918420040799
626 => 0.51981128094975
627 => 0.51767073177857
628 => 0.51638097347588
629 => 0.5234540874014
630 => 0.5196752079596
701 => 0.52287491993018
702 => 0.51922844430386
703 => 0.50658817108921
704 => 0.49931861629499
705 => 0.47544231194646
706 => 0.48221360224124
707 => 0.48670297471209
708 => 0.48521923713726
709 => 0.48840687957822
710 => 0.48860257493513
711 => 0.48756623988341
712 => 0.48636629665625
713 => 0.4857822306543
714 => 0.49013538011658
715 => 0.49266252989971
716 => 0.48715354329959
717 => 0.4858628648181
718 => 0.49143275443031
719 => 0.49483038387613
720 => 0.51991657074103
721 => 0.51805810499076
722 => 0.52272248931845
723 => 0.52219735122397
724 => 0.52708636909408
725 => 0.5350778470586
726 => 0.51882893790435
727 => 0.52164918668852
728 => 0.5209577268157
729 => 0.52850690439667
730 => 0.52853047210506
731 => 0.52400436303588
801 => 0.52645804019002
802 => 0.52508846491569
803 => 0.5275634725456
804 => 0.51803328404762
805 => 0.52964002491788
806 => 0.53622029906946
807 => 0.53631166618244
808 => 0.53943066390601
809 => 0.54259974623331
810 => 0.54868252379168
811 => 0.54243010086864
812 => 0.53118260069121
813 => 0.53199463387481
814 => 0.52540022863608
815 => 0.52551108177952
816 => 0.52491933901212
817 => 0.5266952036014
818 => 0.51842298645943
819 => 0.52036445928838
820 => 0.5176463859586
821 => 0.52164327812793
822 => 0.51734328286368
823 => 0.52095739337281
824 => 0.52251712365889
825 => 0.52827256199312
826 => 0.51649319994211
827 => 0.49247428332741
828 => 0.49752335080103
829 => 0.49005538341185
830 => 0.49074657222628
831 => 0.4921428836333
901 => 0.48761698151847
902 => 0.48848038101441
903 => 0.48844953430877
904 => 0.48818371406427
905 => 0.48700635212557
906 => 0.48529894438049
907 => 0.49210073132449
908 => 0.49325648746779
909 => 0.49582559020645
910 => 0.50346949731768
911 => 0.50270569074153
912 => 0.50395149095727
913 => 0.50123191608118
914 => 0.49087272550485
915 => 0.49143527939271
916 => 0.48442022339673
917 => 0.49564619945264
918 => 0.49298774014696
919 => 0.49127381413828
920 => 0.4908061535474
921 => 0.49846900842586
922 => 0.50076185470603
923 => 0.49933310677142
924 => 0.4964027030743
925 => 0.50202994446886
926 => 0.50353555687179
927 => 0.50387260796396
928 => 0.5138430007986
929 => 0.50442984216616
930 => 0.50669568300774
1001 => 0.52437312644094
1002 => 0.50834212456748
1003 => 0.51683410379385
1004 => 0.51641846560085
1005 => 0.52076267482016
1006 => 0.5160621136469
1007 => 0.51612038273621
1008 => 0.51997774622074
1009 => 0.5145607748859
1010 => 0.51321945660435
1011 => 0.5113664350051
1012 => 0.51541243987563
1013 => 0.51783783681045
1014 => 0.53738475484734
1015 => 0.55001295534693
1016 => 0.54946473185874
1017 => 0.55447446830949
1018 => 0.5522175361545
1019 => 0.54492930687742
1020 => 0.55736942554852
1021 => 0.55343285148431
1022 => 0.55375737786723
1023 => 0.55374529897905
1024 => 0.55636277659047
1025 => 0.55450805381448
1026 => 0.55085220483961
1027 => 0.55327912800045
1028 => 0.56048622214726
1029 => 0.5828572635196
1030 => 0.59537639464844
1031 => 0.58210359610616
1101 => 0.59125899481077
1102 => 0.58576901799012
1103 => 0.58477132588914
1104 => 0.59052159285429
1105 => 0.59628192490055
1106 => 0.5959150166518
1107 => 0.59173331138254
1108 => 0.58937117218278
1109 => 0.60725808157806
1110 => 0.62043685172495
1111 => 0.61953814795253
1112 => 0.62350473412988
1113 => 0.63515075382846
1114 => 0.63621551991703
1115 => 0.63608138386324
1116 => 0.63344225001587
1117 => 0.64490926883589
1118 => 0.65447525767854
1119 => 0.63283136678211
1120 => 0.64107307709614
1121 => 0.64477304638742
1122 => 0.65020569903846
1123 => 0.65937149467905
1124 => 0.66932797985196
1125 => 0.67073593602271
1126 => 0.66973692374266
1127 => 0.66317035412644
1128 => 0.6740648590082
1129 => 0.68044660446037
1130 => 0.68424678783348
1201 => 0.69388342057748
1202 => 0.64479589613815
1203 => 0.61004930653172
1204 => 0.60462312481784
1205 => 0.61565747870707
1206 => 0.61856714983034
1207 => 0.61739426504897
1208 => 0.57828381942522
1209 => 0.60441721641573
1210 => 0.63253455421908
1211 => 0.63361465567557
1212 => 0.64769078288574
1213 => 0.65227454690532
1214 => 0.66360767430967
1215 => 0.66289878410485
1216 => 0.66565822027837
1217 => 0.66502387368885
1218 => 0.68601610573389
1219 => 0.70917365505619
1220 => 0.70837178275966
1221 => 0.70504261105689
1222 => 0.70998699874363
1223 => 0.73388807135805
1224 => 0.73168764359859
1225 => 0.73382517173491
1226 => 0.76200588335273
1227 => 0.79864481711539
1228 => 0.78162235389383
1229 => 0.81855620100277
1230 => 0.84180409997874
1231 => 0.88200893738006
]
'min_raw' => 0.36010471113415
'max_raw' => 0.88200893738006
'avg_raw' => 0.6210568242571
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.3601047'
'max' => '$0.8820089'
'avg' => '$0.621056'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.16056825350717
'max_diff' => 0.35782537688829
'year' => 2028
]
3 => [
'items' => [
101 => 0.87697509372441
102 => 0.89262654188802
103 => 0.86796346298594
104 => 0.81133204859613
105 => 0.8023699104926
106 => 0.82031233793335
107 => 0.86442204499998
108 => 0.81892316628471
109 => 0.82812753019094
110 => 0.82547667276674
111 => 0.82533541984002
112 => 0.83072646953564
113 => 0.8229064707739
114 => 0.79104638902764
115 => 0.80564767673931
116 => 0.8000094183424
117 => 0.80626548639378
118 => 0.8400269054683
119 => 0.82510017732375
120 => 0.80937608177238
121 => 0.82909758704993
122 => 0.85420984031271
123 => 0.85263836063458
124 => 0.84958903323147
125 => 0.86677793214523
126 => 0.89516895727593
127 => 0.90284293728438
128 => 0.90850771243901
129 => 0.90928878922567
130 => 0.9173343655648
131 => 0.87407127384296
201 => 0.94273091148052
202 => 0.95458653421631
203 => 0.9523581685072
204 => 0.96553519421717
205 => 0.96165817898442
206 => 0.95604099219722
207 => 0.97692938078126
208 => 0.95298252887569
209 => 0.91899298742057
210 => 0.90034565274138
211 => 0.92490196728451
212 => 0.93989765167873
213 => 0.94980884515865
214 => 0.95280796631716
215 => 0.8774296644991
216 => 0.83680494049144
217 => 0.86284492281695
218 => 0.89461549843764
219 => 0.87389478669126
220 => 0.87470699936222
221 => 0.84516470971913
222 => 0.89722933555109
223 => 0.8896439574998
224 => 0.92899691224818
225 => 0.91960501377029
226 => 0.95169582069469
227 => 0.94324523575144
228 => 0.97832314138503
301 => 0.99231666763865
302 => 1.0158139761369
303 => 1.0330986919195
304 => 1.043248607631
305 => 1.042639244763
306 => 1.0828582674798
307 => 1.0591425149294
308 => 1.0293499403523
309 => 1.0288110866726
310 => 1.0442410832101
311 => 1.0765781229399
312 => 1.084962646857
313 => 1.0896484518889
314 => 1.0824719783685
315 => 1.0567302286983
316 => 1.0456150717043
317 => 1.0550855075003
318 => 1.0435039783257
319 => 1.0634969468842
320 => 1.0909515629828
321 => 1.0852822933257
322 => 1.1042338118048
323 => 1.1238466396727
324 => 1.1518938643911
325 => 1.1592264475182
326 => 1.1713469285941
327 => 1.1838228849919
328 => 1.1878298259504
329 => 1.1954803195209
330 => 1.1954399976434
331 => 1.2184952749559
401 => 1.2439259597941
402 => 1.2535254545988
403 => 1.2755989635829
404 => 1.2377988529955
405 => 1.2664706710925
406 => 1.292333368718
407 => 1.2614987944149
408 => 1.3039970715573
409 => 1.3056471833556
410 => 1.3305619124066
411 => 1.3053060614289
412 => 1.2903092177379
413 => 1.3336045435494
414 => 1.3545537879196
415 => 1.3482437050247
416 => 1.3002236626272
417 => 1.2722739382753
418 => 1.1991241185473
419 => 1.2857732398522
420 => 1.3279774992503
421 => 1.3001143637911
422 => 1.3141669086149
423 => 1.3908330366206
424 => 1.420022534401
425 => 1.4139513229126
426 => 1.4149772577135
427 => 1.4307273808889
428 => 1.5005721008001
429 => 1.4587195256414
430 => 1.4907142511641
501 => 1.5076841382158
502 => 1.5234467150515
503 => 1.4847388081566
504 => 1.4343803900184
505 => 1.4184297650915
506 => 1.2973439240921
507 => 1.2910408802189
508 => 1.2875027906912
509 => 1.2651956366911
510 => 1.2476683240909
511 => 1.2337299543637
512 => 1.1971515098502
513 => 1.209495661102
514 => 1.1511972550621
515 => 1.1884945092778
516 => 1.0954488455739
517 => 1.1729400391733
518 => 1.1307651055894
519 => 1.1590844391998
520 => 1.1589856357127
521 => 1.106840763883
522 => 1.0767646900473
523 => 1.0959303348737
524 => 1.1164774274984
525 => 1.119811124148
526 => 1.1464509660699
527 => 1.1538855733288
528 => 1.1313583662457
529 => 1.0935206810073
530 => 1.1023095123025
531 => 1.0765865846616
601 => 1.0315081433892
602 => 1.0638842669051
603 => 1.0749388989511
604 => 1.0798212542312
605 => 1.0354917845337
606 => 1.0215625027151
607 => 1.0141466699529
608 => 1.087798303135
609 => 1.0918331058599
610 => 1.0711904846558
611 => 1.164497089912
612 => 1.1433789314601
613 => 1.1669730885253
614 => 1.1015120179826
615 => 1.1040127190324
616 => 1.0730223991773
617 => 1.0903749075222
618 => 1.0781107139215
619 => 1.0889729963288
620 => 1.0954838036168
621 => 1.1264690382654
622 => 1.1732938407807
623 => 1.1218408774754
624 => 1.0994220845433
625 => 1.1133305775903
626 => 1.1503707274143
627 => 1.206488450448
628 => 1.1732656289376
629 => 1.1880093529638
630 => 1.1912302007609
701 => 1.1667329221549
702 => 1.2073917000528
703 => 1.2291810694396
704 => 1.2515324537557
705 => 1.2709395344859
706 => 1.2426048193424
707 => 1.2729270261678
708 => 1.2484926800566
709 => 1.2265725456185
710 => 1.2266057894142
711 => 1.2128549688791
712 => 1.1862110213776
713 => 1.1812974686668
714 => 1.2068583903816
715 => 1.2273558289686
716 => 1.2290440961867
717 => 1.2403925313849
718 => 1.247108418437
719 => 1.3129332413532
720 => 1.3394085296617
721 => 1.3717820110536
722 => 1.3843933065253
723 => 1.4223487844951
724 => 1.3916966534413
725 => 1.3850648720768
726 => 1.2929972976641
727 => 1.3080733578164
728 => 1.3322115847438
729 => 1.2933953281354
730 => 1.3180153086828
731 => 1.3228758143653
801 => 1.2920763665891
802 => 1.3085276824119
803 => 1.2648378650617
804 => 1.1742461594085
805 => 1.2074925545182
806 => 1.2319730919345
807 => 1.1970363466129
808 => 1.2596591103631
809 => 1.2230761845765
810 => 1.2114811533922
811 => 1.1662448028154
812 => 1.1875946189809
813 => 1.2164705510445
814 => 1.1986285822166
815 => 1.2356533465197
816 => 1.2880902869168
817 => 1.3254599733175
818 => 1.3283287538182
819 => 1.304302549037
820 => 1.342804695532
821 => 1.3430851416354
822 => 1.2996545631032
823 => 1.2730535755747
824 => 1.2670097752393
825 => 1.282108373434
826 => 1.3004408589975
827 => 1.3293460791793
828 => 1.3468128983575
829 => 1.3923570990892
830 => 1.4046800539526
831 => 1.418219245261
901 => 1.436311780181
902 => 1.4580365071833
903 => 1.4105040412918
904 => 1.4123925947732
905 => 1.3681310206669
906 => 1.3208311809824
907 => 1.3567258632947
908 => 1.4036533855485
909 => 1.3928881600931
910 => 1.3916768523158
911 => 1.3937139360085
912 => 1.3855973075746
913 => 1.3488860979843
914 => 1.3304499583523
915 => 1.3542372820384
916 => 1.3668791859255
917 => 1.3864856763646
918 => 1.3840687625752
919 => 1.4345729763629
920 => 1.4541973866727
921 => 1.4491766227396
922 => 1.4501005641347
923 => 1.4856296216165
924 => 1.5251452406443
925 => 1.562156832409
926 => 1.5998066132369
927 => 1.5544183329529
928 => 1.5313729633846
929 => 1.5551499022693
930 => 1.5425335238124
1001 => 1.6150309766864
1002 => 1.6200505430279
1003 => 1.6925427535108
1004 => 1.7613464934709
1005 => 1.718132097149
1006 => 1.7588813264614
1007 => 1.8029549402962
1008 => 1.8879800920696
1009 => 1.8593466121732
1010 => 1.8374138153164
1011 => 1.8166874282652
1012 => 1.8598157494974
1013 => 1.9152996457709
1014 => 1.9272503456101
1015 => 1.9466150448682
1016 => 1.926255431401
1017 => 1.9507763432844
1018 => 2.0373459372672
1019 => 2.0139540688021
1020 => 1.9807338551511
1021 => 2.0490722353684
1022 => 2.0738036295103
1023 => 2.2473815055298
1024 => 2.4665307441488
1025 => 2.3758015203491
1026 => 2.3194829633228
1027 => 2.332719160118
1028 => 2.4127450433918
1029 => 2.4384468172048
1030 => 2.3685805360484
1031 => 2.3932584876867
1101 => 2.5292364274962
1102 => 2.6021842295093
1103 => 2.5031113161785
1104 => 2.2297730775876
1105 => 1.9777427383821
1106 => 2.0445925334135
1107 => 2.0370138412476
1108 => 2.1831051739794
1109 => 2.0133961804754
1110 => 2.016253644683
1111 => 2.1653659914624
1112 => 2.1255853737744
1113 => 2.0611458678366
1114 => 1.9782132180885
1115 => 1.8249045446875
1116 => 1.6891147773276
1117 => 1.9554297816361
1118 => 1.9439457943879
1119 => 1.927315279021
1120 => 1.9643246913604
1121 => 2.1440318923756
1122 => 2.1398890597368
1123 => 2.1135344721802
1124 => 2.1335241945632
1125 => 2.0576415728539
1126 => 2.0771982522836
1127 => 1.9777028154887
1128 => 2.0226789082165
1129 => 2.0610076095981
1130 => 2.0687026638666
1201 => 2.0860400140526
1202 => 1.9378942549445
1203 => 2.0044073514531
1204 => 2.0434775642176
1205 => 1.8669569215613
1206 => 2.0399883186694
1207 => 1.935315366873
1208 => 1.8997877948984
1209 => 1.9476209901606
1210 => 1.9289803474476
1211 => 1.9129542174582
1212 => 1.9040113615603
1213 => 1.9391347810037
1214 => 1.9374962315051
1215 => 1.8800275001337
1216 => 1.8050618827849
1217 => 1.8302228046297
1218 => 1.8210816058386
1219 => 1.7879527221815
1220 => 1.8102775897697
1221 => 1.7119701712682
1222 => 1.5428373673113
1223 => 1.6545716782831
1224 => 1.6502700288542
1225 => 1.6481009421479
1226 => 1.7320661887337
1227 => 1.7239948676823
1228 => 1.7093453409394
1229 => 1.7876836721346
1230 => 1.7590891274491
1231 => 1.8472107764477
]
'min_raw' => 0.79104638902764
'max_raw' => 2.6021842295093
'avg_raw' => 1.6966153092685
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.791046'
'max' => '$2.60'
'avg' => '$1.69'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.43094167789348
'max_diff' => 1.7201752921293
'year' => 2029
]
4 => [
'items' => [
101 => 1.9052533938291
102 => 1.8905319085792
103 => 1.9451212707707
104 => 1.8308024614511
105 => 1.8687745842325
106 => 1.8766005861107
107 => 1.7867169892878
108 => 1.725315435626
109 => 1.7212206520258
110 => 1.6147588196316
111 => 1.6716298711667
112 => 1.7216740430335
113 => 1.6977067682939
114 => 1.6901194451133
115 => 1.7288814337534
116 => 1.7318935722447
117 => 1.6632164954307
118 => 1.6774966344205
119 => 1.7370471878835
120 => 1.6759961132642
121 => 1.5573838479152
122 => 1.5279663661657
123 => 1.5240415318286
124 => 1.4442589881943
125 => 1.5299321829614
126 => 1.4925335375467
127 => 1.6106754103072
128 => 1.543193406194
129 => 1.5402843918712
130 => 1.5358869900627
131 => 1.4672148589813
201 => 1.4822496913465
202 => 1.5322277639982
203 => 1.5500605033636
204 => 1.5482004025485
205 => 1.5319828441768
206 => 1.539407159352
207 => 1.5154908533697
208 => 1.5070455079525
209 => 1.4803896747405
210 => 1.4412129637808
211 => 1.4466607257245
212 => 1.3690414101692
213 => 1.3267502874858
214 => 1.3150446621151
215 => 1.2993914106576
216 => 1.3168127385189
217 => 1.3688215244006
218 => 1.3060878943478
219 => 1.1985354858749
220 => 1.2049995688846
221 => 1.2195224442037
222 => 1.1924591621249
223 => 1.1668460368865
224 => 1.1891145712228
225 => 1.1435431979145
226 => 1.2250295269482
227 => 1.2228255501106
228 => 1.2531986144936
301 => 1.2721915149703
302 => 1.228419028396
303 => 1.217410366396
304 => 1.223681400587
305 => 1.1200351743109
306 => 1.2447285065811
307 => 1.2458068596966
308 => 1.2365733456347
309 => 1.3029686955939
310 => 1.4430835932368
311 => 1.3903667326349
312 => 1.3699531708342
313 => 1.331146974929
314 => 1.3828539268888
315 => 1.3788836397324
316 => 1.3609284955244
317 => 1.350069168284
318 => 1.3700778116897
319 => 1.3475898759402
320 => 1.3435504247524
321 => 1.3190757455209
322 => 1.3103393985622
323 => 1.303871355078
324 => 1.2967506747387
325 => 1.3124571212042
326 => 1.2768642471582
327 => 1.2339427302711
328 => 1.2303742705592
329 => 1.240227101566
330 => 1.2358679573025
331 => 1.2303534006536
401 => 1.2198246102107
402 => 1.2167009429982
403 => 1.2268513460507
404 => 1.2153921328097
405 => 1.2323008261624
406 => 1.2277025971711
407 => 1.2020172638144
408 => 1.1700038285234
409 => 1.1697188417989
410 => 1.162821599678
411 => 1.1540369248298
412 => 1.1515932292531
413 => 1.187239177373
414 => 1.2610252231876
415 => 1.2465392568438
416 => 1.2570068521088
417 => 1.3084970606526
418 => 1.3248642495841
419 => 1.3132472065587
420 => 1.2973450815574
421 => 1.2980446943528
422 => 1.3523870693827
423 => 1.3557763366556
424 => 1.3643399216352
425 => 1.3753465484027
426 => 1.3151216826912
427 => 1.2952081085937
428 => 1.2857719524233
429 => 1.2567122436705
430 => 1.2880506481693
501 => 1.2697911019121
502 => 1.2722549385371
503 => 1.2706503617029
504 => 1.2715265691554
505 => 1.2250067498585
506 => 1.2419561270006
507 => 1.2137745001161
508 => 1.176042465254
509 => 1.1759159742426
510 => 1.1851508363201
511 => 1.1796575789962
512 => 1.1648753647821
513 => 1.1669751085411
514 => 1.1485791437577
515 => 1.1692087117355
516 => 1.169800293929
517 => 1.1618567865574
518 => 1.1936394823589
519 => 1.206660878761
520 => 1.2014322920426
521 => 1.2062940271785
522 => 1.2471412141456
523 => 1.2538010879089
524 => 1.2567589639081
525 => 1.2527958019127
526 => 1.207040638772
527 => 1.2090700748233
528 => 1.194179419631
529 => 1.1815983851322
530 => 1.1821015605333
531 => 1.1885698476857
601 => 1.2168172370403
602 => 1.2762622026625
603 => 1.2785180956542
604 => 1.2812523037691
605 => 1.2701309052628
606 => 1.2667765850558
607 => 1.2712017992323
608 => 1.2935262028522
609 => 1.350950629979
610 => 1.3306530021839
611 => 1.314150714835
612 => 1.3286276698247
613 => 1.3263990560782
614 => 1.3075873132598
615 => 1.3070593302933
616 => 1.2709535813469
617 => 1.2576061080495
618 => 1.2464519603212
619 => 1.2342719221882
620 => 1.2270511873044
621 => 1.2381455178513
622 => 1.2406829225116
623 => 1.2164249748752
624 => 1.2131187062486
625 => 1.2329282699326
626 => 1.2242108195303
627 => 1.2331769334514
628 => 1.2352571487911
629 => 1.23492218621
630 => 1.2258201667971
701 => 1.2316215225447
702 => 1.2178995867342
703 => 1.2029790425084
704 => 1.193460664875
705 => 1.1851546179604
706 => 1.1897632955389
707 => 1.1733342014827
708 => 1.1680782036418
709 => 1.2296561537521
710 => 1.275144447573
711 => 1.2744830297655
712 => 1.2704568189652
713 => 1.264474686403
714 => 1.2930885725949
715 => 1.2831200667984
716 => 1.2903729876619
717 => 1.2922191604257
718 => 1.2978069693504
719 => 1.2998041307525
720 => 1.2937673218775
721 => 1.2735070539586
722 => 1.2230203925932
723 => 1.1995187154415
724 => 1.19176277053
725 => 1.1920446843969
726 => 1.184268241429
727 => 1.1865587523988
728 => 1.1834716951888
729 => 1.1776255556726
730 => 1.1894023128978
731 => 1.1907594744599
801 => 1.1880106386018
802 => 1.1886580889557
803 => 1.1658989020935
804 => 1.1676292336402
805 => 1.1579945277079
806 => 1.1561881364937
807 => 1.1318324388865
808 => 1.0886827901606
809 => 1.1125918841925
810 => 1.0837130607293
811 => 1.0727762126982
812 => 1.1245495502486
813 => 1.1193529431274
814 => 1.1104586106467
815 => 1.0973020391664
816 => 1.0924221388255
817 => 1.0627734091428
818 => 1.0610216040233
819 => 1.0757163150371
820 => 1.0689352115184
821 => 1.0594119739733
822 => 1.0249197729403
823 => 0.98613911900393
824 => 0.98730966317977
825 => 0.99964506765722
826 => 1.0355119198313
827 => 1.0214981201841
828 => 1.0113309477502
829 => 1.0094269419774
830 => 1.0332595605299
831 => 1.0669877088698
901 => 1.0828122014461
902 => 1.0671306099
903 => 1.0491164418886
904 => 1.0502128808259
905 => 1.057506997862
906 => 1.0582735064292
907 => 1.0465481349402
908 => 1.0498487583326
909 => 1.0448348095843
910 => 1.0140642153706
911 => 1.0135076728958
912 => 1.0059560728329
913 => 1.0057274133842
914 => 0.99288025784232
915 => 0.99108285197381
916 => 0.96557404487874
917 => 0.9823640189565
918 => 0.97110218585834
919 => 0.95412794698155
920 => 0.95120158180121
921 => 0.9511136117302
922 => 0.96854235968631
923 => 0.98216035388912
924 => 0.97129809026669
925 => 0.968824963396
926 => 0.99523148814749
927 => 0.99187101717205
928 => 0.98896087098002
929 => 1.0639677231195
930 => 1.0045939467934
1001 => 0.97870359137861
1002 => 0.9466593601076
1003 => 0.95709312339048
1004 => 0.95929167061805
1005 => 0.8822310708181
1006 => 0.85096759507655
1007 => 0.84023914834128
1008 => 0.83406477556716
1009 => 0.83687851477322
1010 => 0.80873771976586
1011 => 0.82764879941659
1012 => 0.80328124962241
1013 => 0.79919595060055
1014 => 0.84276814819272
1015 => 0.84883096494258
1016 => 0.82296510511814
1017 => 0.83957517442776
1018 => 0.83355213239886
1019 => 0.80369896132452
1020 => 0.80255878977455
1021 => 0.78757951791915
1022 => 0.76413985802403
1023 => 0.75342730448192
1024 => 0.74784811358654
1025 => 0.75015019648624
1026 => 0.74898619292725
1027 => 0.74139028234252
1028 => 0.74942158163051
1029 => 0.72890493071167
1030 => 0.7207350350019
1031 => 0.71704488264993
1101 => 0.69883517406509
1102 => 0.72781491831773
1103 => 0.7335242930127
1104 => 0.73924491693954
1105 => 0.78903904258679
1106 => 0.78655146878619
1107 => 0.80903792444603
1108 => 0.80816414212903
1109 => 0.80175064071841
1110 => 0.7746931332368
1111 => 0.78547777346527
1112 => 0.75228432714724
1113 => 0.77715511406366
1114 => 0.7658051255439
1115 => 0.77331767152807
1116 => 0.75980943646957
1117 => 0.7672854514923
1118 => 0.73487819755672
1119 => 0.70461675981404
1120 => 0.71679484574813
1121 => 0.73003381789155
1122 => 0.75873928272583
1123 => 0.74164254468547
1124 => 0.74779117818403
1125 => 0.72719428523269
1126 => 0.68469701186248
1127 => 0.68493754181457
1128 => 0.67840026215999
1129 => 0.67275109807997
1130 => 0.743606310713
1201 => 0.73479434496693
1202 => 0.72075363083213
1203 => 0.73954768465736
1204 => 0.74451713079049
1205 => 0.74465860393568
1206 => 0.75837026046183
1207 => 0.76568817400778
1208 => 0.76697798798791
1209 => 0.78855357579174
1210 => 0.7957854282347
1211 => 0.8255724049572
1212 => 0.76506730017082
1213 => 0.76382123735424
1214 => 0.73981215553647
1215 => 0.72458521627908
1216 => 0.74085475709464
1217 => 0.75526734924343
1218 => 0.74025999494948
1219 => 0.74221963859773
1220 => 0.72207349160399
1221 => 0.72927479118993
1222 => 0.73547752051316
1223 => 0.73205273796045
1224 => 0.7269256727177
1225 => 0.75408568104627
1226 => 0.75255320693544
1227 => 0.77784523109689
1228 => 0.79756217258075
1229 => 0.83289845654469
1230 => 0.79602320210617
1231 => 0.79467932126857
]
'min_raw' => 0.67275109807997
'max_raw' => 1.9451212707707
'avg_raw' => 1.3089361844253
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.672751'
'max' => '$1.94'
'avg' => '$1.30'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.11829529094766
'max_diff' => -0.65706295873868
'year' => 2030
]
5 => [
'items' => [
101 => 0.80781597202139
102 => 0.79578341708192
103 => 0.80338757645398
104 => 0.83167330891001
105 => 0.83227094186473
106 => 0.82225981986656
107 => 0.82165064218316
108 => 0.82357338767258
109 => 0.83483496805999
110 => 0.83089982583922
111 => 0.83545367204271
112 => 0.84114832645114
113 => 0.86470383156786
114 => 0.87038298410471
115 => 0.85658558774315
116 => 0.8578313381517
117 => 0.85267073316548
118 => 0.84768565341098
119 => 0.85889138468666
120 => 0.87937007884217
121 => 0.87924268194868
122 => 0.88399334094383
123 => 0.88695296214122
124 => 0.87424810138688
125 => 0.86597770420648
126 => 0.86914910074449
127 => 0.8742202328728
128 => 0.86750460094229
129 => 0.82605260968387
130 => 0.83862649586822
131 => 0.83653358637552
201 => 0.83355302875143
202 => 0.84619616854078
203 => 0.84497670686495
204 => 0.80844909523902
205 => 0.81078747442177
206 => 0.80859129982208
207 => 0.81568758924872
208 => 0.79540019416484
209 => 0.80164046025495
210 => 0.80555429664781
211 => 0.80785957635071
212 => 0.81618782738268
213 => 0.81521060324839
214 => 0.8161270817584
215 => 0.82847567946205
216 => 0.89093064912009
217 => 0.89432993531946
218 => 0.87759060684327
219 => 0.88427763840085
220 => 0.87144000010334
221 => 0.88005799269716
222 => 0.88595420435658
223 => 0.85931035764398
224 => 0.85773268195879
225 => 0.84484205816143
226 => 0.85176874922788
227 => 0.84074788569444
228 => 0.8434520201121
301 => 0.83589102453811
302 => 0.8494993111921
303 => 0.86471549018521
304 => 0.86855969790399
305 => 0.85844724243137
306 => 0.8511251582259
307 => 0.83826999040557
308 => 0.85964842098687
309 => 0.86590012558471
310 => 0.85961558344405
311 => 0.8581593177101
312 => 0.85539969677568
313 => 0.85874478433691
314 => 0.86586607745885
315 => 0.86250780713218
316 => 0.86472600384805
317 => 0.85627252536166
318 => 0.87425230722444
319 => 0.90280852789267
320 => 0.90290034081154
321 => 0.89954205238254
322 => 0.89816791311272
323 => 0.90161372083886
324 => 0.90348293017586
325 => 0.91462604050911
326 => 0.9265830418578
327 => 0.9823811499037
328 => 0.96671326444415
329 => 1.0162206653468
330 => 1.0553745917293
331 => 1.0671151422577
401 => 1.0563143882072
402 => 1.0193655920455
403 => 1.0175527078322
404 => 1.0727698086772
405 => 1.0571684485851
406 => 1.0553127164452
407 => 1.0355708617862
408 => 1.0472407429659
409 => 1.0446883687651
410 => 1.0406593212227
411 => 1.0629246415826
412 => 1.1046033336576
413 => 1.0981073186375
414 => 1.0932583447663
415 => 1.0720115527782
416 => 1.0848068671979
417 => 1.0802507008111
418 => 1.0998268830232
419 => 1.0882303863463
420 => 1.057050252938
421 => 1.0620157919543
422 => 1.0612652607213
423 => 1.0767111403141
424 => 1.0720746706506
425 => 1.0603599156068
426 => 1.1044608804192
427 => 1.1015972090667
428 => 1.1056572403181
429 => 1.1074445916356
430 => 1.1342880717707
501 => 1.1452849866865
502 => 1.1477814789005
503 => 1.1582276975386
504 => 1.1475215674645
505 => 1.1903537211022
506 => 1.2188346039459
507 => 1.2519166149816
508 => 1.3002583247111
509 => 1.3184352547552
510 => 1.3151517550381
511 => 1.3518038876387
512 => 1.4176669551908
513 => 1.3284645640875
514 => 1.4223948985196
515 => 1.3926576391162
516 => 1.3221511320214
517 => 1.3176113441816
518 => 1.3653591693836
519 => 1.4712592501238
520 => 1.4447324810071
521 => 1.4713026384151
522 => 1.4403071384417
523 => 1.4387679506174
524 => 1.4697972561646
525 => 1.5422989198951
526 => 1.507856097141
527 => 1.4584738649963
528 => 1.4949369367393
529 => 1.4633492494976
530 => 1.392173349305
531 => 1.4447121964867
601 => 1.4095809655965
602 => 1.4198341264492
603 => 1.4936747484043
604 => 1.4847900494126
605 => 1.4962876726088
606 => 1.4759946686127
607 => 1.4570378029673
608 => 1.4216534054848
609 => 1.41117782982
610 => 1.414072902062
611 => 1.411176395166
612 => 1.3913791499739
613 => 1.3871039367596
614 => 1.3799783941011
615 => 1.3821868977232
616 => 1.3687887928741
617 => 1.3940737849141
618 => 1.3987669022473
619 => 1.4171672108607
620 => 1.4190775919416
621 => 1.4703221895179
622 => 1.4420975263034
623 => 1.4610330671879
624 => 1.4593392941829
625 => 1.3236792218246
626 => 1.3423719828566
627 => 1.3714520529109
628 => 1.3583515207685
629 => 1.3398304333717
630 => 1.3248736622608
701 => 1.3022126246195
702 => 1.334107599933
703 => 1.3760461008177
704 => 1.4201412215331
705 => 1.473118619846
706 => 1.4612946812674
707 => 1.419150845922
708 => 1.4210413875895
709 => 1.4327279722773
710 => 1.4175927832684
711 => 1.4131291205557
712 => 1.4321147335648
713 => 1.4322454770472
714 => 1.4148306129438
715 => 1.3954771783794
716 => 1.3953960867819
717 => 1.3919523300332
718 => 1.440919775117
719 => 1.4678469187459
720 => 1.4709340723678
721 => 1.46763912871
722 => 1.4689072217523
723 => 1.4532389101737
724 => 1.4890520241489
725 => 1.5219176790824
726 => 1.5131089814879
727 => 1.4999034915636
728 => 1.4893846827763
729 => 1.5106310844302
730 => 1.5096850156094
731 => 1.5216306262579
801 => 1.5210887043577
802 => 1.5170718447938
803 => 1.5131091249426
804 => 1.5288208612269
805 => 1.5242961334998
806 => 1.5197643776208
807 => 1.5106752474282
808 => 1.5119106111758
809 => 1.4987074013656
810 => 1.4925989923696
811 => 1.4007431771922
812 => 1.3761963019015
813 => 1.3839192485657
814 => 1.3864618431337
815 => 1.3757790115495
816 => 1.391095447847
817 => 1.3887083974742
818 => 1.3979950140971
819 => 1.3921931392091
820 => 1.3924312501783
821 => 1.4094933271338
822 => 1.4144465206612
823 => 1.411927286456
824 => 1.413691671739
825 => 1.4543511858864
826 => 1.4485707031927
827 => 1.445499936971
828 => 1.4463505602004
829 => 1.4567399378148
830 => 1.4596483963079
831 => 1.4473250532991
901 => 1.4531368131024
902 => 1.4778825487231
903 => 1.4865421557029
904 => 1.5141794643356
905 => 1.5024386444144
906 => 1.5239894275105
907 => 1.5902291875443
908 => 1.643146091302
909 => 1.5944815197228
910 => 1.6916566745469
911 => 1.7673214715255
912 => 1.7644173305911
913 => 1.7512234230796
914 => 1.6650810633722
915 => 1.5858115796592
916 => 1.6521238687452
917 => 1.6522929124073
918 => 1.6465966279654
919 => 1.6112174945175
920 => 1.6453655108101
921 => 1.6480760563361
922 => 1.6465588716338
923 => 1.61943377297
924 => 1.5780187608667
925 => 1.5861111550982
926 => 1.5993666619297
927 => 1.5742712221092
928 => 1.5662517085003
929 => 1.5811615100742
930 => 1.6292039973259
1001 => 1.6201218434022
1002 => 1.6198846716593
1003 => 1.6587419775778
1004 => 1.6309285324717
1005 => 1.5862132261049
1006 => 1.5749220215248
1007 => 1.5348458519324
1008 => 1.5625266050163
1009 => 1.5635227860407
1010 => 1.5483623204671
1011 => 1.5874434143321
1012 => 1.587083275172
1013 => 1.6241849573436
1014 => 1.6951094389002
1015 => 1.6741335797222
1016 => 1.6497409376651
1017 => 1.6523930941913
1018 => 1.6814807052037
1019 => 1.66389367158
1020 => 1.6702180914922
1021 => 1.6814711324367
1022 => 1.6882603714358
1023 => 1.6514162271798
1024 => 1.6428260946945
1025 => 1.6252536983566
1026 => 1.6206693881563
1027 => 1.6349817383135
1028 => 1.6312109397099
1029 => 1.563439060883
1030 => 1.5563565224664
1031 => 1.5565737338081
1101 => 1.5387643542033
1102 => 1.511600775565
1103 => 1.5829850383733
1104 => 1.5772518830477
1105 => 1.5709229232792
1106 => 1.5716981847383
1107 => 1.6026836737862
1108 => 1.5847105253337
1109 => 1.6324950862358
1110 => 1.6226720170497
1111 => 1.6125970232049
1112 => 1.6112043521637
1113 => 1.6073263390915
1114 => 1.5940271893218
1115 => 1.5779676668199
1116 => 1.5673637790122
1117 => 1.4458102356029
1118 => 1.4683698662152
1119 => 1.4943226648597
1120 => 1.5032814669524
1121 => 1.4879568160425
1122 => 1.5946322999446
1123 => 1.614122938804
1124 => 1.5550845223559
1125 => 1.5440408451611
1126 => 1.5953563215829
1127 => 1.5644068162387
1128 => 1.5783433766001
1129 => 1.5482201559896
1130 => 1.6094282146553
1201 => 1.6089619117998
1202 => 1.5851505945322
1203 => 1.6052757568339
1204 => 1.6017785146281
1205 => 1.5748955960776
1206 => 1.6102804511236
1207 => 1.6102980015702
1208 => 1.5873801264028
1209 => 1.5606170655752
1210 => 1.5558324624145
1211 => 1.5522279066539
1212 => 1.5774568768463
1213 => 1.6000770926319
1214 => 1.6421677061818
1215 => 1.6527502864765
1216 => 1.6940548018892
1217 => 1.6694599740413
1218 => 1.68036254267
1219 => 1.6921988231788
1220 => 1.6978735713196
1221 => 1.688626873748
1222 => 1.7527897878007
1223 => 1.7582071036477
1224 => 1.7600234827915
1225 => 1.7383881091815
1226 => 1.7576053847695
1227 => 1.7486142579311
1228 => 1.7720066721575
1229 => 1.7756749013975
1230 => 1.7725680417322
1231 => 1.7737323955921
]
'min_raw' => 0.79540019416484
'max_raw' => 1.7756749013975
'avg_raw' => 1.2855375477812
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.79540019'
'max' => '$1.77'
'avg' => '$1.28'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.12264909608487
'max_diff' => -0.16944636937315
'year' => 2031
]
6 => [
'items' => [
101 => 1.7189806675618
102 => 1.716141501625
103 => 1.6774292726194
104 => 1.6932047920856
105 => 1.663713214584
106 => 1.6730652976066
107 => 1.6771876066931
108 => 1.6750343463653
109 => 1.6940967162868
110 => 1.6778898076686
111 => 1.6351171111629
112 => 1.5923327612646
113 => 1.591795638603
114 => 1.5805312744813
115 => 1.5723892023925
116 => 1.5739576543324
117 => 1.5794850835447
118 => 1.5720679381584
119 => 1.5736507621854
120 => 1.5999361873347
121 => 1.6052075418893
122 => 1.5872934194616
123 => 1.5153656329184
124 => 1.4977143736835
125 => 1.5104017487819
126 => 1.5043380006565
127 => 1.2141181752969
128 => 1.2823010183736
129 => 1.241789088288
130 => 1.2604588495357
131 => 1.2191066594317
201 => 1.2388420920033
202 => 1.2351976782299
203 => 1.3448336722203
204 => 1.3431218569735
205 => 1.3439412123449
206 => 1.3048312456496
207 => 1.3671344845466
208 => 1.3978273003793
209 => 1.3921468770315
210 => 1.3935765172082
211 => 1.3690105623476
212 => 1.3441790644865
213 => 1.3166371118184
214 => 1.3678066555875
215 => 1.3621174758136
216 => 1.3751664073126
217 => 1.4083535141214
218 => 1.4132404416646
219 => 1.4198085218409
220 => 1.4174543326455
221 => 1.4735406702933
222 => 1.4667482447346
223 => 1.4831160360169
224 => 1.4494462475219
225 => 1.4113456858741
226 => 1.4185873570421
227 => 1.4178899258748
228 => 1.4090108266405
229 => 1.4009951728632
301 => 1.3876513677203
302 => 1.4298731417038
303 => 1.4281590147861
304 => 1.4559087371294
305 => 1.4510037041588
306 => 1.418246693516
307 => 1.4194166165595
308 => 1.4272849112725
309 => 1.4545171691131
310 => 1.4626015573537
311 => 1.4588565466135
312 => 1.4677207092529
313 => 1.4747265819821
314 => 1.4686005390034
315 => 1.5553323889008
316 => 1.5193152778999
317 => 1.5368697671963
318 => 1.5410564094564
319 => 1.5303324133427
320 => 1.5326580641022
321 => 1.5361807913011
322 => 1.5575701010316
323 => 1.6137018388113
324 => 1.6385622033723
325 => 1.7133558367427
326 => 1.6364978961685
327 => 1.6319374640446
328 => 1.6454100559659
329 => 1.6893218364645
330 => 1.7249082101348
331 => 1.7367142633083
401 => 1.7382746281319
402 => 1.7604235687371
403 => 1.7731189284388
404 => 1.7577341047727
405 => 1.7446970775739
406 => 1.6980000643631
407 => 1.703405370794
408 => 1.7406425719184
409 => 1.7932423117667
410 => 1.8383783606268
411 => 1.8225732894661
412 => 1.9431548257807
413 => 1.9551099925749
414 => 1.9534581750808
415 => 1.9806938242053
416 => 1.9266366071366
417 => 1.9035260995305
418 => 1.7475158308308
419 => 1.7913483527593
420 => 1.855061497576
421 => 1.8466288239475
422 => 1.8003586351243
423 => 1.8383432605394
424 => 1.8257843554881
425 => 1.8158786260047
426 => 1.8612586930884
427 => 1.8113614452195
428 => 1.8545637343591
429 => 1.7991563516671
430 => 1.8226454856999
501 => 1.8093119171813
502 => 1.8179403701135
503 => 1.76749861058
504 => 1.7947157596198
505 => 1.7663662876983
506 => 1.7663528463574
507 => 1.7657270301935
508 => 1.7990800581883
509 => 1.8001676992338
510 => 1.775519761152
511 => 1.7719676082012
512 => 1.7851017794189
513 => 1.7697251047679
514 => 1.7769197540575
515 => 1.7699430233656
516 => 1.7683724143344
517 => 1.755857534357
518 => 1.7504657799589
519 => 1.7525800257868
520 => 1.7453630148077
521 => 1.7410145046422
522 => 1.7648620020711
523 => 1.7521212462002
524 => 1.7629092985057
525 => 1.7506149513428
526 => 1.7079973876839
527 => 1.6834875761511
528 => 1.6029869490497
529 => 1.6258168270349
530 => 1.6409530597584
531 => 1.6359505349336
601 => 1.6466978939774
602 => 1.6473576945362
603 => 1.6438636185547
604 => 1.639817926187
605 => 1.6378487068832
606 => 1.6525256542225
607 => 1.6610461161563
608 => 1.6424721832088
609 => 1.6381205705962
610 => 1.656899842301
611 => 1.6683551871925
612 => 1.7529350176692
613 => 1.7466690706382
614 => 1.7623953680559
615 => 1.7606248283064
616 => 1.7771084933958
617 => 1.8040523193004
618 => 1.7492679876242
619 => 1.7587766533035
620 => 1.7564453480661
621 => 1.7818979273471
622 => 1.7819773875214
623 => 1.7667172947918
624 => 1.7749900386272
625 => 1.7703724199691
626 => 1.7787170809929
627 => 1.7465853850954
628 => 1.7857183222963
629 => 1.8079041760184
630 => 1.8082122266189
701 => 1.8187281452054
702 => 1.8294129275301
703 => 1.8499214367541
704 => 1.8288409563389
705 => 1.7909192242153
706 => 1.7936570507882
707 => 1.7714235531191
708 => 1.7717973022317
709 => 1.7698022001773
710 => 1.7757896516269
711 => 1.747899293985
712 => 1.7544451051771
713 => 1.745280931176
714 => 1.758756732179
715 => 1.7442589979295
716 => 1.7564442238401
717 => 1.7617029633965
718 => 1.7811078255722
719 => 1.7413928840085
720 => 1.6604114296948
721 => 1.6774347131968
722 => 1.6522559397473
723 => 1.6545863310924
724 => 1.6592940924885
725 => 1.64403469752
726 => 1.6469457092012
727 => 1.6468417073795
728 => 1.6459454758662
729 => 1.641975917889
730 => 1.6362192734691
731 => 1.6591519730364
801 => 1.6630486855658
802 => 1.6717105948183
803 => 1.6974825613244
804 => 1.6949073341256
805 => 1.6991076365319
806 => 1.6899383999625
807 => 1.6550116656789
808 => 1.6569083553881
809 => 1.633256604322
810 => 1.6711057663671
811 => 1.6621425852103
812 => 1.6563639640096
813 => 1.6547872136764
814 => 1.6806230639026
815 => 1.6883535552176
816 => 1.6835364318041
817 => 1.673656371145
818 => 1.6926290083882
819 => 1.6977052857231
820 => 1.6988416770125
821 => 1.7324575525652
822 => 1.7007204310301
823 => 1.7083598716235
824 => 1.7679606063582
825 => 1.713910964293
826 => 1.7425422651458
827 => 1.7411409119591
828 => 1.755787716645
829 => 1.7399394464667
830 => 1.7401359047695
831 => 1.7531412750701
901 => 1.7348775780139
902 => 1.7303552297798
903 => 1.7241076380841
904 => 1.7377490259881
905 => 1.7459264210896
906 => 1.8118302199733
907 => 1.8544070796304
908 => 1.8525587058642
909 => 1.8694493820766
910 => 1.8618399777421
911 => 1.8372672038865
912 => 1.8792099325274
913 => 1.8659374982271
914 => 1.8670316615848
915 => 1.86699093677
916 => 1.8758159452834
917 => 1.8695626179515
918 => 1.8572366678895
919 => 1.8654192087687
920 => 1.8897184298679
921 => 1.965143957751
922 => 2.0073530824097
923 => 1.9626029154472
924 => 1.9934709813893
925 => 1.9749611412405
926 => 1.9715973526654
927 => 1.9909847792092
928 => 2.0104061408767
929 => 2.0091690840994
930 => 1.9950701728267
1001 => 1.9871060555954
1002 => 2.0474130194458
1003 => 2.0918461631084
1004 => 2.0888161205941
1005 => 2.1021897428293
1006 => 2.1414551113422
1007 => 2.1450450445494
1008 => 2.1445927954789
1009 => 2.1356947714541
1010 => 2.1743566260075
1011 => 2.2066090252665
1012 => 2.133635135981
1013 => 2.1614226377225
1014 => 2.1738973425117
1015 => 2.1922139102204
1016 => 2.2231170301581
1017 => 2.2566860150581
1018 => 2.2614330375882
1019 => 2.2580647979372
1020 => 2.2359251500128
1021 => 2.2726567338517
1022 => 2.2941732342029
1023 => 2.3069858177657
1024 => 2.3394763978703
1025 => 2.1739743820416
1026 => 2.0568238292541
1027 => 2.0385290787619
1028 => 2.0757321732934
1029 => 2.0855423326323
1030 => 2.0815878697037
1031 => 1.9497242716791
1101 => 2.0378348442081
1102 => 2.1326344117019
1103 => 2.1362760491728
1104 => 2.1837346948257
1105 => 2.1991891752459
1106 => 2.2373996055433
1107 => 2.2350095327246
1108 => 2.2443131644413
1109 => 2.2421744206261
1110 => 2.3129511965968
1111 => 2.3910284909454
1112 => 2.3883249225127
1113 => 2.3771003876815
1114 => 2.3937707359734
1115 => 2.4743548710125
1116 => 2.4669359751926
1117 => 2.4741428005416
1118 => 2.5691560372756
1119 => 2.692686760505
1120 => 2.6352943372831
1121 => 2.7598193814498
1122 => 2.8382012959637
1123 => 2.9737547122744
1124 => 2.9567827569376
1125 => 3.0095527071704
1126 => 2.9263994147309
1127 => 2.7354626472366
1128 => 2.705246172904
1129 => 2.7657403197208
1130 => 2.9144592767373
1201 => 2.7610566305185
1202 => 2.7920897860565
1203 => 2.7831522351739
1204 => 2.7826759910695
1205 => 2.8008522915094
1206 => 2.7744866197093
1207 => 2.6670681297019
1208 => 2.7162973906511
1209 => 2.6972876088153
1210 => 2.7183803790352
1211 => 2.832209360592
1212 => 2.7818828545018
1213 => 2.7288679685291
1214 => 2.7953604004838
1215 => 2.8800281156408
1216 => 2.8747297621888
1217 => 2.864448741952
1218 => 2.9224023147303
1219 => 3.0181246381566
1220 => 3.0439979975352
1221 => 3.063097182471
1222 => 3.0657306373903
1223 => 3.0928568597419
1224 => 2.9469923254691
1225 => 3.1784830874269
1226 => 3.2184551472138
1227 => 3.210942056646
1228 => 3.2553693188177
1229 => 3.2422976912759
1230 => 3.2233589538434
1231 => 3.2937856143352
]
'min_raw' => 1.2141181752969
'max_raw' => 3.2937856143352
'avg_raw' => 2.253951894816
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$1.21'
'max' => '$3.29'
'avg' => '$2.25'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.41871798113201
'max_diff' => 1.5181107129377
'year' => 2032
]
7 => [
'items' => [
101 => 3.2130471312198
102 => 3.0984490191299
103 => 3.0355782283437
104 => 3.118371557293
105 => 3.1689305541933
106 => 3.2023468349883
107 => 3.2124585813662
108 => 2.9583153740416
109 => 2.8213462807221
110 => 2.9091418991861
111 => 3.016258613042
112 => 2.9463972867152
113 => 2.9491357184422
114 => 2.8495318263337
115 => 3.0250713473623
116 => 2.9994967156682
117 => 3.1321779501379
118 => 3.1005125086983
119 => 3.2087089047525
120 => 3.1802171676153
121 => 3.2984847755201
122 => 3.345664926281
123 => 3.4248877424127
124 => 3.483164368454
125 => 3.5173855179197
126 => 3.515331008466
127 => 3.650932251558
128 => 3.5709729360533
129 => 3.4705251908156
130 => 3.4687084080128
131 => 3.520731718627
201 => 3.629758305776
202 => 3.6580273135514
203 => 3.6738258323689
204 => 3.6496298508495
205 => 3.5628397446049
206 => 3.5253642167642
207 => 3.557294452255
208 => 3.5182465180462
209 => 3.5856542074059
210 => 3.6782193624022
211 => 3.6591050239378
212 => 3.7230013916426
213 => 3.7891274101233
214 => 3.8836905864559
215 => 3.9084129024135
216 => 3.949277950586
217 => 3.9913415086245
218 => 4.0048511898218
219 => 4.0306453630353
220 => 4.0305094150102
221 => 4.1082418921372
222 => 4.1939832215828
223 => 4.2263485885321
224 => 4.3007709651954
225 => 4.1733252532307
226 => 4.2699942897468
227 => 4.3571921804672
228 => 4.2532312604032
301 => 4.3965171689237
302 => 4.4020806360587
303 => 4.4860823845448
304 => 4.4009305196664
305 => 4.350367614116
306 => 4.4963408278727
307 => 4.5669726678965
308 => 4.5456977828603
309 => 4.3837948572647
310 => 4.2895604102249
311 => 4.0429306858545
312 => 4.3350742479825
313 => 4.4773688551505
314 => 4.383426348608
315 => 4.4308054845988
316 => 4.689290687828
317 => 4.7877051175402
318 => 4.7672356041288
319 => 4.7706946149385
320 => 4.8237972548629
321 => 5.0592836044458
322 => 4.9181747252449
323 => 5.0260471761452
324 => 5.0832623351396
325 => 5.1364069634491
326 => 5.0059005528533
327 => 4.836113630188
328 => 4.7823349846097
329 => 4.3740856177368
330 => 4.3528344652539
331 => 4.3409055493895
401 => 4.2656954222427
402 => 4.206600864093
403 => 4.159606677412
404 => 4.0362798979092
405 => 4.0778990656958
406 => 3.8813419194675
407 => 4.0070922160668
408 => 3.6933822646483
409 => 3.9546492341312
410 => 3.8124535009931
411 => 3.9079341114533
412 => 3.9076009885983
413 => 3.7317909125858
414 => 3.6303873298045
415 => 3.6950056394392
416 => 3.7642815967754
417 => 3.7755213877809
418 => 3.8653394747549
419 => 3.890405772196
420 => 3.8144537207159
421 => 3.6868813231921
422 => 3.7165134815203
423 => 3.6297868350617
424 => 3.4778017230354
425 => 3.5869600838982
426 => 3.6242315476511
427 => 3.6406927493528
428 => 3.4912328472829
429 => 3.4442693011202
430 => 3.4192663032055
501 => 3.667587926672
502 => 3.6811915457598
503 => 3.6115935071484
504 => 3.9261832412288
505 => 3.8549818955853
506 => 3.9345312434223
507 => 3.7138246737416
508 => 3.7222559619242
509 => 3.6177699348577
510 => 3.6762751282561
511 => 3.6349255432725
512 => 3.6715484867891
513 => 3.6935001281309
514 => 3.7979690100685
515 => 3.9558421009522
516 => 3.7823648428372
517 => 3.7067783172364
518 => 3.7536717726044
519 => 3.8785552237966
520 => 4.0677600450191
521 => 3.9557469827535
522 => 4.0054564776818
523 => 4.0163157909022
524 => 3.9337215057365
525 => 4.0708054141244
526 => 4.1442697942972
527 => 4.219629047043
528 => 4.2850613746838
529 => 4.1895289043109
530 => 4.2917623416517
531 => 4.209380237786
601 => 4.1354749741132
602 => 4.1355870578914
603 => 4.0892252064058
604 => 3.9993932771833
605 => 3.9828268911656
606 => 4.0690073233336
607 => 4.138115868615
608 => 4.143807979412
609 => 4.1820700210051
610 => 4.2047131030895
611 => 4.4266460892941
612 => 4.5159093722715
613 => 4.6250588250289
614 => 4.6675786882039
615 => 4.7955482321463
616 => 4.6922024322346
617 => 4.6698429183482
618 => 4.3594306632628
619 => 4.4102606526434
620 => 4.4916443700063
621 => 4.3607726507867
622 => 4.4437806341142
623 => 4.4601681683725
624 => 4.3563256798463
625 => 4.4117924397372
626 => 4.2644891702151
627 => 3.9590529096944
628 => 4.071145451996
629 => 4.1536832930717
630 => 4.0358916170142
701 => 4.2470286371798
702 => 4.1236867487519
703 => 4.084593291575
704 => 3.9320757773041
705 => 4.0040581731025
706 => 4.1014153941084
707 => 4.0412599505185
708 => 4.1660915283528
709 => 4.3428863339319
710 => 4.4688808407002
711 => 4.4785531344499
712 => 4.3975471075742
713 => 4.527359782616
714 => 4.528305326234
715 => 4.3818760984864
716 => 4.2921890118124
717 => 4.2718119170168
718 => 4.322717894981
719 => 4.3845271499914
720 => 4.4819831179324
721 => 4.5408737182861
722 => 4.6944291708474
723 => 4.7359768735306
724 => 4.7816252023032
725 => 4.8426254469665
726 => 4.9158718808265
727 => 4.7556128534626
728 => 4.7619802433799
729 => 4.6127492560359
730 => 4.4532745441704
731 => 4.5742959716729
801 => 4.7325153893265
802 => 4.6962196800998
803 => 4.6921356713577
804 => 4.6990038412523
805 => 4.6716380618025
806 => 4.5478636555739
807 => 4.4857049236347
808 => 4.56590554622
809 => 4.6085286078051
810 => 4.6746332592019
811 => 4.6664844656174
812 => 4.8367629484944
813 => 4.9029280179863
814 => 4.8860001618473
815 => 4.8891152947685
816 => 5.008903992628
817 => 5.1421336610725
818 => 5.266920826774
819 => 5.3938596914589
820 => 5.240829935573
821 => 5.1631308630973
822 => 5.2432964725997
823 => 5.2007594717851
824 => 5.44518969576
825 => 5.4621135141353
826 => 5.706526063023
827 => 5.9385026760222
828 => 5.7928023216901
829 => 5.9301911933372
830 => 6.0787884595026
831 => 6.3654566949733
901 => 6.2689169183769
902 => 6.1949689624752
903 => 6.1250885014621
904 => 6.2704986476197
905 => 6.4575664776676
906 => 6.4978590965465
907 => 6.5631485320954
908 => 6.4945046738281
909 => 6.5771786402381
910 => 6.8690540704473
911 => 6.7901867527491
912 => 6.6781824830637
913 => 6.9085901031995
914 => 6.9919737252397
915 => 7.5772036530597
916 => 8.3160806115751
917 => 8.010180699022
918 => 7.8202987519719
919 => 7.8649255135887
920 => 8.134738366275
921 => 8.221393691126
922 => 7.9858346462993
923 => 8.0690380832072
924 => 8.5274972009516
925 => 8.7734458084919
926 => 8.4394145641472
927 => 7.5178356088715
928 => 6.6680977240437
929 => 6.8934864752957
930 => 6.867934385531
1001 => 7.3604915136076
1002 => 6.7883057933051
1003 => 6.797939933383
1004 => 7.3006826212411
1005 => 7.1665594913122
1006 => 6.94929719802
1007 => 6.6696839792216
1008 => 6.1527930831805
1009 => 5.6949684019879
1010 => 6.5928680325338
1011 => 6.5541489677401
1012 => 6.498078024075
1013 => 6.622857841692
1014 => 7.2287532166709
1015 => 7.2147853671857
1016 => 7.1259290352203
1017 => 7.1933257798723
1018 => 6.937482222824
1019 => 7.0034189329249
1020 => 6.6679631212213
1021 => 6.8196031579835
1022 => 6.9488310507161
1023 => 6.9747754634338
1024 => 7.0332295500413
1025 => 6.5337457800018
1026 => 6.7579993286765
1027 => 6.8897272788069
1028 => 6.2945756078137
1029 => 6.8779630438299
1030 => 6.5250508788165
1031 => 6.4052671894481
1101 => 6.5665401468815
1102 => 6.5036919185266
1103 => 6.4496587023589
1104 => 6.4195072393287
1105 => 6.5379283002211
1106 => 6.5324038161867
1107 => 6.3386439760293
1108 => 6.0858921632055
1109 => 6.1707239678846
1110 => 6.1399037779423
1111 => 6.0282074337077
1112 => 6.1034772834538
1113 => 5.7720269583711
1114 => 5.2017839013551
1115 => 5.5785039318371
1116 => 5.5640006204561
1117 => 5.556687393185
1118 => 5.8397820843153
1119 => 5.8125690618689
1120 => 5.7631771596579
1121 => 6.02730031269
1122 => 5.9308918088755
1123 => 6.2280001009313
1124 => 6.4236948378387
1125 => 6.3740603224974
1126 => 6.5581121684336
1127 => 6.1726783213283
1128 => 6.3007039844148
1129 => 6.327089896141
1130 => 6.0240410739803
1201 => 5.8170214488902
1202 => 5.8032156000932
1203 => 5.4442720992487
1204 => 5.6360168201091
1205 => 5.8047442395307
1206 => 5.7239368994044
1207 => 5.6983557095711
1208 => 5.8290444605465
1209 => 5.8392000957708
1210 => 5.6076505364119
1211 => 5.6557970220235
1212 => 5.8565758707112
1213 => 5.650737910182
1214 => 5.2508283763139
1215 => 5.1516452827327
1216 => 5.1384124297419
1217 => 4.8694200136394
1218 => 5.1582731713083
1219 => 5.0321810272025
1220 => 5.4305045996168
1221 => 5.2029843113059
1222 => 5.1931763664159
1223 => 5.1783502192018
1224 => 4.9468173347257
1225 => 4.9975083217435
1226 => 5.1660128830462
1227 => 5.2261372088587
1228 => 5.2198657490924
1229 => 5.1651871187685
1230 => 5.1902187157309
1231 => 5.1095832203284
]
'min_raw' => 2.8213462807221
'max_raw' => 8.7734458084919
'avg_raw' => 5.797396044607
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$2.82'
'max' => '$8.77'
'avg' => '$5.79'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 1.6072281054253
'max_diff' => 5.4796601941567
'year' => 2033
]
8 => [
'items' => [
101 => 5.0811091486191
102 => 4.9912371458941
103 => 4.8591501296628
104 => 4.8775176394065
105 => 4.6158186978043
106 => 4.4732312250054
107 => 4.4337648918073
108 => 4.3809888616433
109 => 4.439726084846
110 => 4.6150773375835
111 => 4.4035665239385
112 => 4.0409460697028
113 => 4.0627401768776
114 => 4.1117050649707
115 => 4.0204593199442
116 => 3.9341028799516
117 => 4.0091827982058
118 => 3.8555357314051
119 => 4.1302725789361
120 => 4.1228417171515
121 => 4.2252466242983
122 => 4.2892825142975
123 => 4.141700519715
124 => 4.1045840471816
125 => 4.1257272767863
126 => 3.7762767885478
127 => 4.1966890641074
128 => 4.2003248069245
129 => 4.1691933696015
130 => 4.3930499275642
131 => 4.8654570874769
201 => 4.6877185113838
202 => 4.6188927625436
203 => 4.4880549636872
204 => 4.6623885622836
205 => 4.6490024619392
206 => 4.5884654396539
207 => 4.5518524596888
208 => 4.6193129978898
209 => 4.543493352453
210 => 4.529874060748
211 => 4.4473559709513
212 => 4.4179007672278
213 => 4.3960933070363
214 => 4.3720854361223
215 => 4.42504081697
216 => 4.3050369571087
217 => 4.1603240662394
218 => 4.1482927551788
219 => 4.1815122628208
220 => 4.1668151035907
221 => 4.1482223908348
222 => 4.1127238387598
223 => 4.1021921766657
224 => 4.1364149692355
225 => 4.097779431737
226 => 4.1547882719026
227 => 4.1392850218206
228 => 4.0526851271155
301 => 3.9447495949254
302 => 3.9437887422865
303 => 3.9205342089259
304 => 3.8909160643486
305 => 3.8826769740986
306 => 4.0028597769053
307 => 4.2516345819466
308 => 4.2027941350405
309 => 4.2380863633005
310 => 4.4116891963377
311 => 4.4668723165409
312 => 4.4277046449045
313 => 4.3740895202118
314 => 4.3764483135969
315 => 4.5596674250738
316 => 4.5710945763154
317 => 4.5999673009644
318 => 4.6370769115694
319 => 4.434024572057
320 => 4.3668845666661
321 => 4.3350699073262
322 => 4.237093070382
323 => 4.3427526891272
324 => 4.2811893540803
325 => 4.2894963512811
326 => 4.2840864084564
327 => 4.2870406030574
328 => 4.130195784388
329 => 4.1873417927902
330 => 4.092325470171
331 => 3.9651092802666
401 => 3.9646828069903
402 => 3.9958187892424
403 => 3.9772978886478
404 => 3.9274586213635
405 => 3.9345380540465
406 => 3.8725147744142
407 => 3.9420688031616
408 => 3.9440633638298
409 => 3.9172812741285
410 => 4.0244388520203
411 => 4.0683413991149
412 => 4.0507128539455
413 => 4.0671045333917
414 => 4.2048236761108
415 => 4.2272779054815
416 => 4.2372505909248
417 => 4.2238885135584
418 => 4.069621786506
419 => 4.0764641718436
420 => 4.0262592882306
421 => 3.983841452038
422 => 3.9855379430334
423 => 4.0073462247692
424 => 4.102584270148
425 => 4.3030071220582
426 => 4.310613022781
427 => 4.3198315963368
428 => 4.2823350248015
429 => 4.2710257000325
430 => 4.2859456185871
501 => 4.3612139040317
502 => 4.5548243693352
503 => 4.4863895000888
504 => 4.4307508861392
505 => 4.4795609506356
506 => 4.4720470237923
507 => 4.4086219194862
508 => 4.4068417880522
509 => 4.2851087346564
510 => 4.2401067965435
511 => 4.2024998087197
512 => 4.1614339597713
513 => 4.137088747975
514 => 4.174494057995
515 => 4.1830490949632
516 => 4.1012617308716
517 => 4.0901144153606
518 => 4.1569037423807
519 => 4.1275122497162
520 => 4.1577421287956
521 => 4.1647557200491
522 => 4.1636263703206
523 => 4.1329382763874
524 => 4.1524979523283
525 => 4.1062334877081
526 => 4.0559278311316
527 => 4.0238359563889
528 => 3.9958315393065
529 => 4.0113700175301
530 => 3.9559781798769
531 => 3.9382572161942
601 => 4.1458715742262
602 => 4.2992385327348
603 => 4.2970085164181
604 => 4.2834338656038
605 => 4.2632646880112
606 => 4.3597384030647
607 => 4.3261288897929
608 => 4.350582618867
609 => 4.3568071192361
610 => 4.3756468071539
611 => 4.3823803762586
612 => 4.3620268536597
613 => 4.2937179458445
614 => 4.1234986421849
615 => 4.0442610968332
616 => 4.0181113870614
617 => 4.0190618793462
618 => 3.9928430589461
619 => 4.000565676599
620 => 3.9901574476843
621 => 3.9704467801407
622 => 4.0101529393525
623 => 4.0147287043132
624 => 4.0054608122999
625 => 4.0076437363716
626 => 3.93090954887
627 => 3.9367434824879
628 => 3.9042593987633
629 => 3.8981690246664
630 => 3.8160520897233
701 => 3.6705700364315
702 => 3.7511812162397
703 => 3.6538142466785
704 => 3.6169398999554
705 => 3.7914973222054
706 => 3.7739765984807
707 => 3.7439887355396
708 => 3.6996304362315
709 => 3.6831775115283
710 => 3.5832147493948
711 => 3.5773084161274
712 => 3.6268526602624
713 => 3.6039896963074
714 => 3.5718814360331
715 => 3.4555885720817
716 => 3.3248368897564
717 => 3.32878346117
718 => 3.3703731385962
719 => 3.4913007348449
720 => 3.4440522309219
721 => 3.4097728992116
722 => 3.4033534108152
723 => 3.4837067482055
724 => 3.5974235551574
725 => 3.6507769367091
726 => 3.5979053559577
727 => 3.5371693307985
728 => 3.5408660512263
729 => 3.5654586760725
730 => 3.5680430132228
731 => 3.5285101046085
801 => 3.5396383868181
802 => 3.5227335085502
803 => 3.4189883018245
804 => 3.4171118800144
805 => 3.3916511331664
806 => 3.3908801918706
807 => 3.3475651100013
808 => 3.3415050306248
809 => 3.2555003065357
810 => 3.3121088763774
811 => 3.2741388198109
812 => 3.2169089883343
813 => 3.2070425438165
814 => 3.2067459465802
815 => 3.2655081871505
816 => 3.3114222053833
817 => 3.2747993252012
818 => 3.2664610052885
819 => 3.3554924471328
820 => 3.3441623846185
821 => 3.3343506235522
822 => 3.5872414623517
823 => 3.3870586301237
824 => 3.2997674892356
825 => 3.1917281262487
826 => 3.226906287619
827 => 3.2343188430944
828 => 2.9745036506696
829 => 2.8690966594608
830 => 2.8329249522566
831 => 2.8121076233677
901 => 2.8215943415499
902 => 2.7267156864551
903 => 2.7904757118269
904 => 2.7083188164078
905 => 2.6945449455292
906 => 2.8414516518249
907 => 2.8618928617894
908 => 2.7746843094946
909 => 2.83068631785
910 => 2.8103792111342
911 => 2.7097271605752
912 => 2.7058829925902
913 => 2.6553793317104
914 => 2.5763508818692
915 => 2.5402327596754
916 => 2.5214221280449
917 => 2.5291837612676
918 => 2.5252592420003
919 => 2.4996490991343
920 => 2.5267271854112
921 => 2.4575538644115
922 => 2.4300084906221
923 => 2.4175668843293
924 => 2.3561715804742
925 => 2.4538788115231
926 => 2.473128366923
927 => 2.4924158498936
928 => 2.6603002210281
929 => 2.6519131922825
930 => 2.7277278474939
1001 => 2.7247818294066
1002 => 2.7031582616243
1003 => 2.6119319860552
1004 => 2.648293153545
1005 => 2.5363791317914
1006 => 2.620232726303
1007 => 2.5819654475777
1008 => 2.6072945208726
1009 => 2.561750563258
1010 => 2.5869564698658
1011 => 2.4776931506198
1012 => 2.3756646004842
1013 => 2.4167238674578
1014 => 2.4613599863549
1015 => 2.5581424651952
1016 => 2.500499619236
1017 => 2.5212301663603
1018 => 2.4517863037457
1019 => 2.3085037795132
1020 => 2.3093147430399
1021 => 2.2872738482662
1022 => 2.2682272971584
1023 => 2.5071205935036
1024 => 2.4774104357589
1025 => 2.4300711877621
1026 => 2.4934366523928
1027 => 2.5101914869863
1028 => 2.5106684735726
1029 => 2.5568982808678
1030 => 2.5815711373084
1031 => 2.5859198351943
1101 => 2.6586634358344
1102 => 2.6830461312577
1103 => 2.7834750029378
1104 => 2.5794778178191
1105 => 2.5752766300356
1106 => 2.4943283344265
1107 => 2.4429896456092
1108 => 2.4978435383719
1109 => 2.5464365990566
1110 => 2.4958382562746
1111 => 2.5024453316526
1112 => 2.4345211905041
1113 => 2.4588008748368
1114 => 2.4797138098108
1115 => 2.4681669163237
1116 => 2.4508806578975
1117 => 2.5424525222285
1118 => 2.5372856787699
1119 => 2.622559504063
1120 => 2.6890365488687
1121 => 2.8081752973537
1122 => 2.6838478024661
1123 => 2.6793168143954
1124 => 2.7236079495802
1125 => 2.6830393505156
1126 => 2.708677304744
1127 => 2.8040446265663
1128 => 2.8060595877985
1129 => 2.7723063910275
1130 => 2.7702525059364
1201 => 2.7767351765958
1202 => 2.8147043811304
1203 => 2.8014367743902
1204 => 2.8167903848047
1205 => 2.8359903097308
1206 => 2.9154093398246
1207 => 2.9345569991084
1208 => 2.888038113972
1209 => 2.8922382484499
1210 => 2.8748389084369
1211 => 2.8580313639975
1212 => 2.8958122693526
1213 => 2.9648576164747
1214 => 2.9644280889537
1215 => 2.9804452674363
1216 => 2.9904238369374
1217 => 2.9475885118791
1218 => 2.9197042903647
1219 => 2.9303968752124
1220 => 2.9474945512382
1221 => 2.924852329314
1222 => 2.7850940467006
1223 => 2.8274877818519
1224 => 2.820431391375
1225 => 2.8103822332495
1226 => 2.8530094617651
1227 => 2.8488979615849
1228 => 2.7257425687117
1229 => 2.7336265773867
1230 => 2.7262220213919
1231 => 2.7501476566409
]
'min_raw' => 2.2682272971584
'max_raw' => 5.0811091486191
'avg_raw' => 3.6746682228887
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$2.26'
'max' => '$5.08'
'avg' => '$3.67'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.55311898356378
'max_diff' => -3.6923366598728
'year' => 2034
]
9 => [
'items' => [
101 => 2.6817472876949
102 => 2.7027867804992
103 => 2.715982553153
104 => 2.7237549646209
105 => 2.7518342444351
106 => 2.7485394650387
107 => 2.7516294363217
108 => 2.7932635956311
109 => 3.0038348862999
110 => 3.0152958170517
111 => 2.9588580023916
112 => 2.9814037961616
113 => 2.9381208023463
114 => 2.9671769660654
115 => 2.9870564553355
116 => 2.89722486593
117 => 2.8919056222076
118 => 2.8484439840801
119 => 2.8717978066168
120 => 2.8346401957617
121 => 2.8437573737475
122 => 2.8182649492779
123 => 2.8641462378321
124 => 2.915448647667
125 => 2.9284096623849
126 => 2.8943148127299
127 => 2.8696278946195
128 => 2.8262857987941
129 => 2.8983646700934
130 => 2.919442728625
131 => 2.8982539560251
201 => 2.8933440544299
202 => 2.8840397997789
203 => 2.8953179960381
204 => 2.9193279329915
205 => 2.9080052901182
206 => 2.9154840952153
207 => 2.8869826022954
208 => 2.9476026921541
209 => 3.0438819838687
210 => 3.0441915375348
211 => 3.0328688336282
212 => 3.0282358271407
213 => 3.039853608468
214 => 3.0461557782517
215 => 3.0837255527274
216 => 3.1240394175857
217 => 3.3121666345619
218 => 3.2593412648382
219 => 3.4262589234778
220 => 3.5582691199164
221 => 3.597853205722
222 => 3.561437709356
223 => 3.4368622634142
224 => 3.4307499977177
225 => 3.6169183083514
226 => 3.5643172335486
227 => 3.558060503076
228 => 3.4914994617609
301 => 3.5308452809235
302 => 3.5222397731043
303 => 3.5086555580158
304 => 3.5837246401245
305 => 3.7242472603687
306 => 3.7023454921909
307 => 3.6859968382399
308 => 3.6143617956483
309 => 3.6575020915545
310 => 3.6421406584802
311 => 3.7081431235734
312 => 3.6690447253858
313 => 3.5639187286723
314 => 3.5806603901488
315 => 3.5781299216962
316 => 3.6302067831401
317 => 3.6145746019618
318 => 3.5750774874336
319 => 3.7237669693295
320 => 3.7141119014295
321 => 3.7278005802559
322 => 3.7338267600117
323 => 3.8243314274391
324 => 3.8614082938579
325 => 3.8698253916568
326 => 3.9050455471268
327 => 3.8689490821039
328 => 4.013360678539
329 => 4.1093859635181
330 => 4.2209242734372
331 => 4.3839117229005
401 => 4.445196511617
402 => 4.4341259630742
403 => 4.5577011871072
404 => 4.7797631177717
405 => 4.4790110282551
406 => 4.7957037087992
407 => 4.6954424625318
408 => 4.4577248512544
409 => 4.4424186395947
410 => 4.6034037659099
411 => 4.9604532818329
412 => 4.8710164277163
413 => 4.9605995684863
414 => 4.8560960762894
415 => 4.8509065970772
416 => 4.9555240671265
417 => 5.1999684882981
418 => 5.0838421066616
419 => 4.9173464632287
420 => 5.0402842553804
421 => 4.933784162463
422 => 4.693809645621
423 => 4.8709480370395
424 => 4.7525006393089
425 => 4.7870698869767
426 => 5.0360286992856
427 => 5.0060733163253
428 => 5.0448383556698
429 => 4.9764190758845
430 => 4.912504679835
501 => 4.7932037132632
502 => 4.7578845785279
503 => 4.7676455167194
504 => 4.7578797414917
505 => 4.6911319471272
506 => 4.6767177672893
507 => 4.6526935027265
508 => 4.6601396268813
509 => 4.6149669809567
510 => 4.7002170969614
511 => 4.7160402697133
512 => 4.7780781948719
513 => 4.7845191780647
514 => 4.9572939165767
515 => 4.8621324939658
516 => 4.9259749920952
517 => 4.9202643181536
518 => 4.4628769127137
519 => 4.52590086162
520 => 4.6239463481137
521 => 4.5797769893458
522 => 4.5173318500862
523 => 4.4669040520376
524 => 4.3905007814868
525 => 4.4980369175922
526 => 4.6394355013776
527 => 4.7881052794927
528 => 4.9667222766683
529 => 4.9268570422298
530 => 4.7847661589739
531 => 4.7911402521993
601 => 4.8305423884055
602 => 4.7795130419569
603 => 4.7644634914781
604 => 4.8284748112713
605 => 4.8289156220507
606 => 4.7702001918591
607 => 4.7049487360114
608 => 4.7046753300288
609 => 4.693064463715
610 => 4.8581616236129
611 => 4.9489483683512
612 => 4.9593569223253
613 => 4.9482477897377
614 => 4.952523253965
615 => 4.8996964475512
616 => 5.0204428617103
617 => 5.1312517119253
618 => 5.1015525729819
619 => 5.0570293417243
620 => 5.0215644434983
621 => 5.0931981700505
622 => 5.0900084329691
623 => 5.1302838932862
624 => 5.1284567657639
625 => 5.1149136432959
626 => 5.1015530566495
627 => 5.1545262724906
628 => 5.1392708370521
629 => 5.1239917057088
630 => 5.0933470686818
701 => 5.0975121838073
702 => 5.0529966401133
703 => 5.0324017127078
704 => 4.7227034186691
705 => 4.6399419148183
706 => 4.6659803686955
707 => 4.6745529038
708 => 4.6385349912624
709 => 4.6901754255988
710 => 4.6821273186082
711 => 4.7134377949234
712 => 4.6938763686645
713 => 4.6946791764215
714 => 4.7522051601131
715 => 4.7689051979118
716 => 4.7604114239015
717 => 4.7663601720688
718 => 4.9034465627732
719 => 4.883957261791
720 => 4.8736039590804
721 => 4.876471894687
722 => 4.9115004066773
723 => 4.9213064775488
724 => 4.8797574662061
725 => 4.8993522201473
726 => 4.9827841954843
727 => 5.0119806650114
728 => 5.1051617806416
729 => 5.0655767865597
730 => 5.1382367563955
731 => 5.3615687320618
801 => 5.5399817676213
802 => 5.3759057668903
803 => 5.7035385859322
804 => 5.9586477316929
805 => 5.9488562177721
806 => 5.9043720374279
807 => 5.6139370574069
808 => 5.3466744586499
809 => 5.5702509710795
810 => 5.5708209135886
811 => 5.5516154928907
812 => 5.4323322743789
813 => 5.5474646954479
814 => 5.5566034889328
815 => 5.5514881947825
816 => 5.4600340308239
817 => 5.3204004260137
818 => 5.347684498158
819 => 5.3923763649103
820 => 5.3077653374481
821 => 5.2807269874109
822 => 5.3309964243865
823 => 5.492975024375
824 => 5.4623539083253
825 => 5.4615542672356
826 => 5.5925643870702
827 => 5.4987894150221
828 => 5.3480286376834
829 => 5.3099595531151
830 => 5.1748399493056
831 => 5.2681675409363
901 => 5.2715262348112
902 => 5.2204116666599
903 => 5.3521763031804
904 => 5.3509620688582
905 => 5.4760529806565
906 => 5.7151798220138
907 => 5.6444582483072
908 => 5.5622167525718
909 => 5.5711586834676
910 => 5.6692295948281
911 => 5.6099336830784
912 => 5.6312569063694
913 => 5.6691973195758
914 => 5.6920877128707
915 => 5.5678651081356
916 => 5.5389028767178
917 => 5.4796563155989
918 => 5.4641999936924
919 => 5.5124550815037
920 => 5.4997415707428
921 => 5.2712439495965
922 => 5.247364676838
923 => 5.2480970200417
924 => 5.1880514532928
925 => 5.0964675514135
926 => 5.3371445773617
927 => 5.3178148439053
928 => 5.2964763141719
929 => 5.2990901623083
930 => 5.4035599019711
1001 => 5.3429621771184
1002 => 5.5040711604113
1003 => 5.4709519968256
1004 => 5.436983451664
1005 => 5.4322879640155
1006 => 5.4192129721883
1007 => 5.3743739602229
1008 => 5.3202281588678
1009 => 5.2844764107841
1010 => 4.8746501525822
1011 => 4.9507115222548
1012 => 5.0382131948511
1013 => 5.0684184215904
1014 => 5.0167502911148
1015 => 5.376414132935
1016 => 5.4421281826426
1017 => 5.243076039657
1018 => 5.2058415109498
1019 => 5.3788552224382
1020 => 5.2745068043447
1021 => 5.3214948906228
1022 => 5.2199323491984
1023 => 5.4262995924001
1024 => 5.4247274197666
1025 => 5.3444459011455
1026 => 5.4122992909399
1027 => 5.4005080946732
1028 => 5.3098704578748
1029 => 5.429172967154
1030 => 5.4292321397102
1031 => 5.3519629235082
1101 => 5.2617293953907
1102 => 5.2455977717841
1103 => 5.2334447603752
1104 => 5.3185059948094
1105 => 5.3947716316235
1106 => 5.5366830738798
1107 => 5.5723629821957
1108 => 5.7116240396988
1109 => 5.6287008604535
1110 => 5.665459631778
1111 => 5.7053664778964
1112 => 5.7244992874512
1113 => 5.6933234010048
1114 => 5.9096531454452
1115 => 5.927918004048
1116 => 5.9340420531472
1117 => 5.8610968804875
1118 => 5.9258892668395
1119 => 5.8955750549637
1120 => 5.974444212734
1121 => 5.9868119037243
1122 => 5.9763369094489
1123 => 5.98026260978
1124 => 5.7956633360821
1125 => 5.7860908899021
1126 => 5.6555699070083
1127 => 5.7087581722999
1128 => 5.6093252597171
1129 => 5.6408564605696
1130 => 5.6547551134651
1201 => 5.6474952459341
1202 => 5.7117653570165
1203 => 5.6571226330802
1204 => 5.5129115005169
1205 => 5.3686610777269
1206 => 5.3668501311727
1207 => 5.3288715410835
1208 => 5.3014199765748
1209 => 5.3067081217957
1210 => 5.325344235298
1211 => 5.3003368117794
1212 => 5.3056734134957
1213 => 5.3942965595765
1214 => 5.4120692994916
1215 => 5.3516705850022
1216 => 5.1091610308344
1217 => 5.0496485779524
1218 => 5.0924249489007
1219 => 5.0719805987385
1220 => 4.0934841950374
1221 => 4.3233674108447
1222 => 4.1867786101084
1223 => 4.2497250136362
1224 => 4.1103032175829
1225 => 4.176842606382
1226 => 4.1645552109002
1227 => 4.5342006191794
1228 => 4.5284291145598
1229 => 4.5311916284
1230 => 4.3993296451159
1231 => 4.6093893649304
]
'min_raw' => 2.6817472876949
'max_raw' => 5.9868119037243
'avg_raw' => 4.3342795957096
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$2.68'
'max' => '$5.98'
'avg' => '$4.33'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.41351999053658
'max_diff' => 0.90570275510521
'year' => 2035
]
10 => [
'items' => [
101 => 4.7128723364143
102 => 4.6937203925027
103 => 4.6985405241728
104 => 4.6157146922202
105 => 4.5319935635016
106 => 4.4391339471633
107 => 4.6116556365243
108 => 4.5924741697108
109 => 4.6364695533071
110 => 4.7483622009628
111 => 4.7648388183689
112 => 4.7869835592521
113 => 4.7790462460155
114 => 4.9681452492183
115 => 4.945244112215
116 => 5.0004292632861
117 => 4.8869092206254
118 => 4.7584505169335
119 => 4.7828663168739
120 => 4.7805148790002
121 => 4.7505783760129
122 => 4.7235530396675
123 => 4.6785634689937
124 => 4.8209171278093
125 => 4.8151378292297
126 => 4.9086979555338
127 => 4.892160294415
128 => 4.7817177460113
129 => 4.7856622232337
130 => 4.8121907282056
131 => 4.9040061868106
201 => 4.9312632661976
202 => 4.9186367010187
203 => 4.9485228442337
204 => 4.9721436332746
205 => 4.9514892516652
206 => 5.2439117390186
207 => 5.1224775346448
208 => 5.1816637209228
209 => 5.1957792776049
210 => 5.159622575982
211 => 5.1674636698895
212 => 5.1793407905894
213 => 5.2514563416999
214 => 5.4407084146168
215 => 5.5245268694293
216 => 5.7766988262624
217 => 5.5175669135664
218 => 5.5021910982614
219 => 5.5476148825506
220 => 5.6956665163242
221 => 5.8156484597148
222 => 5.8554533922619
223 => 5.8607142712058
224 => 5.9353909708459
225 => 5.9781942624416
226 => 5.9263232553174
227 => 5.8823680079004
228 => 5.7249257675791
229 => 5.7431501355972
301 => 5.8686979590064
302 => 6.0460416543016
303 => 6.1982209943317
304 => 6.1449330934386
305 => 6.5514821618573
306 => 6.591789841387
307 => 6.5862206233793
308 => 6.6780475159349
309 => 6.4957898344335
310 => 6.4178711445154
311 => 5.8918716313052
312 => 6.039656039276
313 => 6.2544693553354
314 => 6.2260380074463
315 => 6.0700348353476
316 => 6.1981026519365
317 => 6.1557594267213
318 => 6.122361568172
319 => 6.2753636326796
320 => 6.1071315777751
321 => 6.2527911118969
322 => 6.0659812527308
323 => 6.1451765080812
324 => 6.1002214509008
325 => 6.1293128823811
326 => 5.9592449683829
327 => 6.0510094866111
328 => 5.9554272627308
329 => 5.9553819443115
330 => 5.9532719614218
331 => 6.0657240239404
401 => 6.069391081662
402 => 5.9862888375551
403 => 5.9743125058782
404 => 6.018595281137
405 => 5.9667517489862
406 => 5.9910090113803
407 => 5.9674864767528
408 => 5.9621910587478
409 => 5.9199962671427
410 => 5.9018175907493
411 => 5.90894591817
412 => 5.8846132617786
413 => 5.8699519561522
414 => 5.950355458713
415 => 5.9073991107628
416 => 5.9437717823088
417 => 5.902320532485
418 => 5.7586324411458
419 => 5.6759959003426
420 => 5.4045824156959
421 => 5.4815549432543
422 => 5.5325878086594
423 => 5.5157214469474
424 => 5.5519569183202
425 => 5.5541814819702
426 => 5.54240096085
427 => 5.528760626571
428 => 5.5221212662018
429 => 5.571605618868
430 => 5.6003329511574
501 => 5.5377096394344
502 => 5.523037873691
503 => 5.5863534993707
504 => 5.6249759944591
505 => 5.9101427980863
506 => 5.8890167201969
507 => 5.9420390299158
508 => 5.9360695315351
509 => 5.9916453592368
510 => 6.0824883494318
511 => 5.8977791502657
512 => 5.9298382804774
513 => 5.921978122103
514 => 6.0077932701912
515 => 6.0080611757165
516 => 5.956610707653
517 => 5.9845028410788
518 => 5.9689342173812
519 => 5.9970688246284
520 => 5.8887345685467
521 => 6.0206739984939
522 => 6.0954751532849
523 => 6.0965137673917
524 => 6.131968921104
525 => 6.1679934106997
526 => 6.2371392814068
527 => 6.1660649698946
528 => 6.0382092024291
529 => 6.0474399758685
530 => 5.972478186184
531 => 5.9737383074116
601 => 5.9670116815414
602 => 5.9871987921345
603 => 5.8931645041022
604 => 5.9152341635503
605 => 5.8843365110832
606 => 5.9297711150152
607 => 5.8808909917935
608 => 5.9219743316966
609 => 5.9397045392645
610 => 6.0051293868941
611 => 5.8712276886032
612 => 5.5981930614401
613 => 5.6555882502947
614 => 5.570696257684
615 => 5.5785533348067
616 => 5.5944258810392
617 => 5.5429777655258
618 => 5.5527924446493
619 => 5.5524417952462
620 => 5.5494200881262
621 => 5.5360364462606
622 => 5.5166275176828
623 => 5.5939467153838
624 => 5.6070847537366
625 => 5.6362889855364
626 => 5.7231809699529
627 => 5.7144984116556
628 => 5.7286600244743
629 => 5.697745303205
630 => 5.5799873800608
701 => 5.586382201838
702 => 5.5066386718064
703 => 5.6342497641856
704 => 5.6040297731261
705 => 5.5845467482973
706 => 5.5792306244639
707 => 5.6663379973029
708 => 5.6924018884971
709 => 5.6761606205875
710 => 5.6428493062715
711 => 5.7068168773643
712 => 5.7239319008135
713 => 5.727763323386
714 => 5.8411015947971
715 => 5.7340976737268
716 => 5.7598545810559
717 => 5.9608026194044
718 => 5.7785704775561
719 => 5.8751029073549
720 => 5.8703781472467
721 => 5.9197608718525
722 => 5.8663273224553
723 => 5.8669896953397
724 => 5.910838209314
725 => 5.8492608795582
726 => 5.8340134667467
727 => 5.8129492751517
728 => 5.8589421668814
729 => 5.8865128253938
730 => 6.1087120845862
731 => 6.2522629395418
801 => 6.2460310183398
802 => 6.302979112459
803 => 6.2773234744735
804 => 6.1944746518031
805 => 6.3358874897639
806 => 6.2911385508687
807 => 6.2948275990212
808 => 6.2946902924648
809 => 6.32444442481
810 => 6.3033608951172
811 => 6.2618030939128
812 => 6.2893911017737
813 => 6.3713176222271
814 => 6.6256200555271
815 => 6.7679310662609
816 => 6.6170527539899
817 => 6.7211265934533
818 => 6.658719375076
819 => 6.6473781270429
820 => 6.7127441892222
821 => 6.7782246660404
822 => 6.7740538427469
823 => 6.7265183790366
824 => 6.6996668017544
825 => 6.9029959408736
826 => 7.052805386955
827 => 7.0425893870676
828 => 7.0876794881498
829 => 7.2200654195115
830 => 7.2321691299607
831 => 7.2306443406447
901 => 7.2006440314048
902 => 7.330995173316
903 => 7.4397363892084
904 => 7.193699826608
905 => 7.2873873287911
906 => 7.3294466669439
907 => 7.3912022537956
908 => 7.4953942802524
909 => 7.6085744565546
910 => 7.6245793744412
911 => 7.6132231192948
912 => 7.5385777505771
913 => 7.6624208500073
914 => 7.7349652331755
915 => 7.7781637532034
916 => 7.887708012446
917 => 7.3297064110976
918 => 6.9347251431843
919 => 6.8730431146009
920 => 6.9984759452511
921 => 7.0315515823855
922 => 7.0182188345299
923 => 6.5736315073676
924 => 6.8707024543329
925 => 7.1903258148328
926 => 7.2026038498168
927 => 7.3626139870923
928 => 7.4147198468264
929 => 7.5435489803414
930 => 7.5354906829636
1001 => 7.5668585268553
1002 => 7.5596476027599
1003 => 7.7982764444218
1004 => 8.0615194935007
1005 => 8.0524042237727
1006 => 8.0145599209172
1007 => 8.0707651640701
1008 => 8.3424602015592
1009 => 8.3174468763314
1010 => 8.3417451911602
1011 => 8.662088952421
1012 => 9.0785814104288
1013 => 8.8850788485251
1014 => 9.3049237289939
1015 => 9.5691938262282
1016 => 10.026221633357
1017 => 9.968999500995
1018 => 10.146917072485
1019 => 9.8665599414477
1020 => 9.2228032990613
1021 => 9.1209263462022
1022 => 9.3248865857614
1023 => 9.8263029325687
1024 => 9.3090952006112
1025 => 9.4137256511734
1026 => 9.3835920743726
1027 => 9.3819863841243
1028 => 9.4432690500861
1029 => 9.3543753468197
1030 => 8.9922064080403
1031 => 9.1581862984079
1101 => 9.094093491728
1102 => 9.1652092391746
1103 => 9.548991597779
1104 => 9.3793122688113
1105 => 9.2005688793731
1106 => 9.424752756062
1107 => 9.7102158690249
1108 => 9.6923521004422
1109 => 9.6576889229158
1110 => 9.8530834397273
1111 => 10.175817936278
1112 => 10.263051773843
1113 => 10.327446009317
1114 => 10.336324886439
1115 => 10.42778283899
1116 => 9.9359903777527
1117 => 10.716477643862
1118 => 10.851246234194
1119 => 10.825915324797
1120 => 10.975704941022
1121 => 10.931633036133
1122 => 10.867779760619
1123 => 11.105228163499
1124 => 10.833012730695
1125 => 10.446637194799
1126 => 10.234663934165
1127 => 10.513807423163
1128 => 10.684270611129
1129 => 10.796935934879
1130 => 10.831028393772
1201 => 9.974166826565
1202 => 9.5123659655617
1203 => 9.8083750229072
1204 => 10.169526502322
1205 => 9.9339841630496
1206 => 9.9432169768085
1207 => 9.6073955004431
1208 => 10.199239251369
1209 => 10.113012595048
1210 => 10.560356640571
1211 => 10.453594393947
1212 => 10.818386097275
1213 => 10.722324216287
1214 => 11.121071713519
1215 => 11.280142885822
1216 => 11.547248141571
1217 => 11.743731855013
1218 => 11.859110849681
1219 => 11.852183927617
1220 => 12.309372986078
1221 => 12.039784571272
1222 => 11.701117985166
1223 => 11.694992575103
1224 => 11.87039279899
1225 => 12.237983549556
1226 => 12.33329448295
1227 => 12.38656029216
1228 => 12.304981851158
1229 => 12.012362948463
1230 => 11.88601158989
1231 => 11.993666608145
]
'min_raw' => 4.4391339471633
'max_raw' => 12.38656029216
'avg_raw' => 8.4128471196618
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$4.43'
'max' => '$12.38'
'avg' => '$8.41'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 1.7573866594684
'max_diff' => 6.399748388436
'year' => 2036
]
11 => [
'items' => [
101 => 11.862013771721
102 => 12.089283502651
103 => 12.401373385414
104 => 12.336928058761
105 => 12.55235912358
106 => 12.775307611658
107 => 13.094133962854
108 => 13.177486977162
109 => 13.315266340182
110 => 13.457086562893
111 => 13.502635396265
112 => 13.589602252146
113 => 13.589143893888
114 => 13.85122436763
115 => 14.140307246124
116 => 14.249429340472
117 => 14.500349579396
118 => 14.070657463532
119 => 14.396583869362
120 => 14.690577645889
121 => 14.340066145573
122 => 14.823164590053
123 => 14.841922207927
124 => 15.125139967763
125 => 14.838044510212
126 => 14.667568143959
127 => 15.159727025665
128 => 15.397867205662
129 => 15.326137445398
130 => 14.780270428051
131 => 14.462552410617
201 => 13.631023075765
202 => 14.616005492292
203 => 15.095761695051
204 => 14.779027975387
205 => 14.938770040285
206 => 15.810270949833
207 => 16.142082070684
208 => 16.073067677081
209 => 16.084729973527
210 => 16.26376923154
211 => 17.05772790029
212 => 16.581969462157
213 => 16.945668961781
214 => 17.138573864966
215 => 17.317754689751
216 => 16.87774321476
217 => 16.30529475085
218 => 16.123976292578
219 => 14.747535049105
220 => 14.675885304801
221 => 14.635666132114
222 => 14.382089937435
223 => 14.182848508783
224 => 14.024404327359
225 => 13.608599479864
226 => 13.748921409814
227 => 13.086215268124
228 => 13.510191172714
301 => 12.452496168977
302 => 13.333375997666
303 => 12.853953155601
304 => 13.175872700012
305 => 13.174749553048
306 => 12.581993607104
307 => 12.240104347985
308 => 12.457969490425
309 => 12.691538217277
310 => 12.729433957389
311 => 13.03226190852
312 => 13.116774680416
313 => 12.860697036048
314 => 12.430577790976
315 => 12.530484681631
316 => 12.238079738035
317 => 11.725651321576
318 => 12.093686356418
319 => 12.219349698672
320 => 12.274849789494
321 => 11.770935294708
322 => 11.61259441993
323 => 11.528295066807
324 => 12.365528757586
325 => 12.411394309116
326 => 12.176739662757
327 => 13.237400915163
328 => 12.997340607207
329 => 13.265546787397
330 => 12.521419178478
331 => 12.54984585524
401 => 12.197563920004
402 => 12.394818264248
403 => 12.25540525154
404 => 12.378882062539
405 => 12.452893553937
406 => 12.805117683174
407 => 13.337397831436
408 => 12.752507143906
409 => 12.49766189556
410 => 12.65576645433
411 => 13.076819729109
412 => 13.714736993719
413 => 13.337077133788
414 => 13.504676166545
415 => 13.541289099241
416 => 13.262816700256
417 => 13.725004668278
418 => 13.97269495515
419 => 14.226773937198
420 => 14.447383598178
421 => 14.125289204451
422 => 14.469976376157
423 => 14.192219361239
424 => 13.943042604865
425 => 13.943420503149
426 => 13.787108283984
427 => 13.484233662745
428 => 13.428378935658
429 => 13.718942279638
430 => 13.951946565059
501 => 13.971137914022
502 => 14.100141058623
503 => 14.17648379076
504 => 14.924746348615
505 => 15.225703739337
506 => 15.59370873988
507 => 15.737067427217
508 => 16.168525679167
509 => 15.820088099391
510 => 15.744701437232
511 => 14.69812484692
512 => 14.869501704953
513 => 15.143892590072
514 => 14.702649451551
515 => 14.982516662772
516 => 15.037768378665
517 => 14.687656178548
518 => 14.874666232086
519 => 14.378022974506
520 => 13.348223297282
521 => 13.726151129703
522 => 14.004433223498
523 => 13.607290363718
524 => 14.319153568322
525 => 13.903297780032
526 => 13.771491459742
527 => 13.257268011945
528 => 13.499961685029
529 => 13.828208352915
530 => 13.625390074933
531 => 14.046268455063
601 => 14.642344485492
602 => 15.067143761718
603 => 15.099754575392
604 => 14.826637100121
605 => 15.264309597256
606 => 15.26749756358
607 => 14.773801198867
608 => 14.471414924393
609 => 14.402712126606
610 => 14.574345185454
611 => 14.782739404106
612 => 15.111319004178
613 => 15.30987277488
614 => 15.82759570409
615 => 15.967676684455
616 => 16.121583211976
617 => 16.327249795759
618 => 16.574205261421
619 => 16.033880761736
620 => 16.055348861399
621 => 15.552206168594
622 => 15.014526043371
623 => 15.422558235641
624 => 15.956006048787
625 => 15.833632531044
626 => 15.819863010434
627 => 15.843019524754
628 => 15.750753888721
629 => 15.333439836468
630 => 15.123867331951
701 => 15.394269330426
702 => 15.537975958407
703 => 15.760852405871
704 => 15.73337817937
705 => 16.307483972854
706 => 16.530564124144
707 => 16.473490675306
708 => 16.483993563441
709 => 16.887869521655
710 => 17.337062650614
711 => 17.757791292138
712 => 18.185774537012
713 => 17.669824030846
714 => 17.407856183218
715 => 17.67814013264
716 => 17.534723664554
717 => 18.358837230259
718 => 18.415897065495
719 => 19.239951038409
720 => 20.022076385226
721 => 19.530837468121
722 => 19.994053641064
723 => 20.49505969867
724 => 21.461581669097
725 => 21.13609107211
726 => 20.886770375906
727 => 20.651163522702
728 => 21.141423982685
729 => 21.77213623235
730 => 21.907985610041
731 => 22.128113500357
801 => 21.896675939648
802 => 22.175416989511
803 => 23.159495380553
804 => 22.893588712594
805 => 22.515958497461
806 => 23.292793875295
807 => 23.573927578662
808 => 25.547071139756
809 => 28.038246392133
810 => 27.00688347971
811 => 26.366683238096
812 => 26.517145480628
813 => 27.426838351192
814 => 27.719002829009
815 => 26.924799063168
816 => 27.205325259782
817 => 28.75105218385
818 => 29.580285085756
819 => 28.454075424131
820 => 25.346907633831
821 => 22.48195702833
822 => 23.241870939316
823 => 23.155720284684
824 => 24.816411031235
825 => 22.887246926504
826 => 22.91972910241
827 => 24.614761174898
828 => 24.162555678165
829 => 23.430040687561
830 => 22.487305198411
831 => 20.744571454238
901 => 19.200983577299
902 => 22.228314871035
903 => 22.097770840804
904 => 21.908723739489
905 => 22.329427606433
906 => 24.372246165439
907 => 24.325152585695
908 => 24.025567258723
909 => 24.252800088807
910 => 23.390205673793
911 => 23.612515895452
912 => 22.481503205516
913 => 22.992768176629
914 => 23.42846903938
915 => 23.515942438239
916 => 23.713024472371
917 => 22.028980068839
918 => 22.785066565079
919 => 23.229196545895
920 => 21.222601134979
921 => 23.189532606318
922 => 21.999664602434
923 => 21.595805530698
924 => 22.139548566404
925 => 21.927651376582
926 => 21.745474615794
927 => 21.64381685308
928 => 22.043081727773
929 => 22.024455544144
930 => 21.371180715173
1001 => 20.519010331669
1002 => 20.805026683912
1003 => 20.701114261725
1004 => 20.324522238748
1005 => 20.57829979234
1006 => 19.460791880201
1007 => 17.538177600373
1008 => 18.808315484896
1009 => 18.759416557986
1010 => 18.734759501648
1011 => 19.689233017834
1012 => 19.597482412703
1013 => 19.430954165967
1014 => 20.321463816904
1015 => 19.996415815267
1016 => 20.998137165371
1017 => 21.657935633825
1018 => 21.490589399981
1019 => 22.111133048644
1020 => 20.811615922996
1021 => 21.243263384559
1022 => 21.332225328149
1023 => 20.310475066042
1024 => 19.612493946402
1025 => 19.565946563289
1026 => 18.355743489557
1027 => 19.002224203126
1028 => 19.571100477878
1029 => 19.298652888855
1030 => 19.21240412131
1031 => 19.653030369621
1101 => 19.687270802823
1102 => 18.906585297171
1103 => 19.06891453489
1104 => 19.745854441172
1105 => 19.051857386101
1106 => 17.703534471873
1107 => 17.369131747121
1108 => 17.324516259374
1109 => 16.417589548034
1110 => 17.391478136198
1111 => 16.966349668873
1112 => 18.309325403332
1113 => 17.542224866332
1114 => 17.509156695366
1115 => 17.459169304906
1116 => 16.678540019785
1117 => 16.849448221647
1118 => 17.417573114692
1119 => 17.620286476915
1120 => 17.599141812454
1121 => 17.414788992776
1122 => 17.499184769586
1123 => 17.227316567046
1124 => 17.131314246282
1125 => 16.828304514431
1126 => 16.382963917186
1127 => 16.444891258666
1128 => 15.562555005817
1129 => 15.081811386136
1130 => 14.948747888308
1201 => 14.770809817905
1202 => 14.968846466835
1203 => 15.560055458073
1204 => 14.846931982656
1205 => 13.624331803848
1206 => 13.697812157804
1207 => 13.862900696629
1208 => 13.555259296698
1209 => 13.264102530049
1210 => 13.517239716355
1211 => 12.999207903341
1212 => 13.925502366306
1213 => 13.900448696993
1214 => 14.245713991121
1215 => 14.461615465096
1216 => 13.964032466515
1217 => 13.83889168798
1218 => 13.910177562765
1219 => 12.731980843815
1220 => 14.149430183112
1221 => 14.161688343859
1222 => 14.056726529397
1223 => 14.811474543734
1224 => 16.404228265795
1225 => 15.804970247185
1226 => 15.57291942971
1227 => 15.131790656062
1228 => 15.719568555314
1229 => 15.674436383415
1230 => 15.47033158622
1231 => 15.346888368031
]
'min_raw' => 11.528295066807
'max_raw' => 29.580285085756
'avg_raw' => 20.554290076282
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$11.52'
'max' => '$29.58'
'avg' => '$20.55'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 7.089161119644
'max_diff' => 17.193724793596
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.36186000905937
]
1 => [
'year' => 2028
'avg' => 0.6210568242571
]
2 => [
'year' => 2029
'avg' => 1.6966153092685
]
3 => [
'year' => 2030
'avg' => 1.3089361844253
]
4 => [
'year' => 2031
'avg' => 1.2855375477812
]
5 => [
'year' => 2032
'avg' => 2.253951894816
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.36186000905937
'min' => '$0.36186'
'max_raw' => 2.253951894816
'max' => '$2.25'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 2.253951894816
]
1 => [
'year' => 2033
'avg' => 5.797396044607
]
2 => [
'year' => 2034
'avg' => 3.6746682228887
]
3 => [
'year' => 2035
'avg' => 4.3342795957096
]
4 => [
'year' => 2036
'avg' => 8.4128471196618
]
5 => [
'year' => 2037
'avg' => 20.554290076282
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 2.253951894816
'min' => '$2.25'
'max_raw' => 20.554290076282
'max' => '$20.55'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 20.554290076282
]
]
]
]
'prediction_2025_max_price' => '$0.618714'
'last_price' => 0.599922
'sma_50day_nextmonth' => '$0.580534'
'sma_200day_nextmonth' => '$0.984898'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'steigen'
'sma_200day_date_nextmonth' => '04.02.2026'
'sma_50day_date_nextmonth' => '04.02.2026'
'daily_sma3' => '$0.583621'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.584398'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.585089'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.6265092'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.692271'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.842566'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$1.00'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.589635'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.5886082'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.596936'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.624538'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.7019088'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.806048'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$1.02'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.883084'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.859047'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$6.06'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$13.32'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.605279'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.631884'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.709336'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.843752'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$1.88'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$5.25'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$12.91'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '42.19'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 57.88
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0.05
'momentum_10_action' => 'BUY'
'vwma_10' => '0.588618'
'vwma_10_action' => 'BUY'
'hma_9' => '0.585076'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 27.3
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -40.93
'cci_20_action' => 'NEUTRAL'
'adx_14' => 23.3
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.070869'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -72.7
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 50.76
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.261684'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 19
'buy_signals' => 14
'sell_pct' => 57.58
'buy_pct' => 42.42
'overall_action' => 'bearish'
'overall_action_label' => 'Bärisch'
'overall_action_dir' => -1
'last_updated' => 1767696154
'last_updated_date' => '6. Januar 2026'
]
Manifold Finance Preisprognose für 2026
Die Preisprognose für Manifold Finance im Jahr 2026 legt nahe, dass der Durchschnittspreis zwischen $0.207272 am unteren Ende und $0.618714 am oberen Ende liegen könnte. Auf dem Kryptomarkt könnte Manifold Finance im Vergleich zum heutigen Durchschnittspreis potenziell um 3.13% steigen bis 2026, wenn FOLD das prognostizierte Preisziel erreicht.
Manifold Finance Preisprognose 2027-2032
Die Preisprognose für FOLD für die Jahre 2027-2032 liegt derzeit in einer Preisspanne von $0.36186 am unteren Ende und $2.25 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte Manifold Finance, wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| Manifold Finance Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $0.199536 | $0.36186 | $0.524183 |
| 2028 | $0.3601047 | $0.621056 | $0.8820089 |
| 2029 | $0.791046 | $1.69 | $2.60 |
| 2030 | $0.672751 | $1.30 | $1.94 |
| 2031 | $0.79540019 | $1.28 | $1.77 |
| 2032 | $1.21 | $2.25 | $3.29 |
Manifold Finance Preisprognose 2032-2037
Die Preisprognose für Manifold Finance für die Jahre 2032-2037 wird derzeit zwischen $2.25 am unteren Ende und $20.55 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Manifold Finance bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Manifold Finance Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $1.21 | $2.25 | $3.29 |
| 2033 | $2.82 | $5.79 | $8.77 |
| 2034 | $2.26 | $3.67 | $5.08 |
| 2035 | $2.68 | $4.33 | $5.98 |
| 2036 | $4.43 | $8.41 | $12.38 |
| 2037 | $11.52 | $20.55 | $29.58 |
Manifold Finance Potenzielles Preishistogramm
Manifold Finance Preisprognose basierend auf technischer Analyse
Marktstimmungsindikator
Bullisch 42.42%
Bärisch 57.58%
Ab dem 6. Januar 2026 ist die allgemeine Preisprognose-Stimmung für Manifold Finance Bärisch, mit 14 technischen Indikatoren, die bullische Signale zeigen, und 19 anzeigen bärische Signale. Die Preisprognose für FOLD wurde zuletzt am 6. Januar 2026 aktualisiert.
50-Tage- und 200-Tage-Einfacher Gleitender Durchschnitt (SMA) und 14-Tage-Relative-Stärke-Index - RSI (14) von Manifold Finance
Laut unseren technischen Indikatoren wird der 200-Tage-SMA von Manifold Finance im nächsten Monat steigen, und bis zum 04.02.2026 $0.984898 erreichen. Der kurzfristige 50-Tage-SMA für Manifold Finance wird voraussichtlich bis zum 04.02.2026 $0.580534 erreichen.
Der Relative-Stärke-Index (RSI) Momentum-Oszillator ist ein häufig verwendetes Tool, um festzustellen, ob eine Kryptowährung überverkauft (unter 30) oder überkauft (über 70) ist. Derzeit steht der RSI bei 42.19, was darauf hindeutet, dass sich der FOLD-Markt in einem NEUTRAL Zustand befindet.
Beliebte FOLD Gleitende Durchschnitte und Oszillatoren für Sa., 19. Okt. 2024
Gleitende Durchschnitte (MA) sind weit verbreitete Indikatoren auf den Finanzmärkten, die dazu entwickelt wurden, Preisschwankungen über einen festgelegten Zeitraum zu glätten. Als nachlaufende Indikatoren basieren sie auf historischen Preisdaten. Die folgende Tabelle hebt zwei Arten hervor: den einfachen gleitenden Durchschnitt (SMA) und den exponentiellen gleitenden Durchschnitt (EMA).
Täglicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 3 | $0.583621 | BUY |
| SMA 5 | $0.584398 | BUY |
| SMA 10 | $0.585089 | BUY |
| SMA 21 | $0.6265092 | SELL |
| SMA 50 | $0.692271 | SELL |
| SMA 100 | $0.842566 | SELL |
| SMA 200 | $1.00 | SELL |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | $0.589635 | BUY |
| EMA 5 | $0.5886082 | BUY |
| EMA 10 | $0.596936 | BUY |
| EMA 21 | $0.624538 | SELL |
| EMA 50 | $0.7019088 | SELL |
| EMA 100 | $0.806048 | SELL |
| EMA 200 | $1.02 | SELL |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | $0.883084 | SELL |
| SMA 50 | $0.859047 | SELL |
| SMA 100 | $6.06 | SELL |
| SMA 200 | $13.32 | SELL |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | $0.843752 | SELL |
| EMA 50 | $1.88 | SELL |
| EMA 100 | $5.25 | SELL |
| EMA 200 | $12.91 | SELL |
Manifold Finance Oszillatoren
Ein Oszillator ist ein technisches Analysewerkzeug, das hohe und niedrige Grenzen zwischen zwei Extremen festlegt und einen Trendindikator schafft, der innerhalb dieser Grenzen schwankt. Händler verwenden diesen Indikator, um kurzfristige überkaufte oder überverkaufte Bedingungen zu identifizieren.
| Periode | Wert | Aktion |
|---|---|---|
| RSI (14) | 42.19 | NEUTRAL |
| Stoch RSI (14) | 57.88 | NEUTRAL |
| Stochastic Fast (14) | 27.3 | NEUTRAL |
| Commodity Channel Index (20) | -40.93 | NEUTRAL |
| Average Directional Index (14) | 23.3 | NEUTRAL |
| Awesome Oscillator (5, 34) | -0.070869 | NEUTRAL |
| Momentum (10) | -0.05 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Prozentbereich (14) | -72.7 | NEUTRAL |
| Ultimate Oscillator (7, 14, 28) | 50.76 | NEUTRAL |
| VWMA (10) | 0.588618 | BUY |
| Hull Moving Average (9) | 0.585076 | BUY |
| Ichimoku Wolke B/L (9, 26, 52, 26) | -0.261684 | SELL |
Auf weltweiten Geldflüssen basierende Manifold Finance-Preisprognose
Definition weltweiter Geldflüsse, die für Manifold Finance-Preisprognosen genutzt werden
M0: Die Summe aller physischen Währungen, sowie Geld aus Konten der Zentralbank, das in physische Währung umgetauscht werden kann.
M1: Beträge von M0 sowie solche in Einlagenkonten, einschließlich "Girokonten" bzw. "Kontokorrentkonten".
M2: Beträge von M1 sowie aus den meisten Sparkonten, Geldmarktkonten und Einlagenzertifikaten (CD) unter einem Betrag von 100.000 $.
Manifold Finance-Preisprognosen basierend auf Erfahrungen mit der Kapitalisierung von Internetunternehmen oder bestimmten Technologiebereichen
| Vergleich | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook aktie | $0.84299 | $1.18 | $1.66 | $2.33 | $3.28 | $4.61 |
| Amazon.com aktie | $1.25 | $2.61 | $5.44 | $11.37 | $23.72 | $49.50 |
| Apple aktie | $0.850943 | $1.20 | $1.71 | $2.42 | $3.44 | $4.88 |
| Netflix aktie | $0.946582 | $1.49 | $2.35 | $3.71 | $5.86 | $9.25 |
| Google aktie | $0.776896 | $1.00 | $1.30 | $1.68 | $2.18 | $2.82 |
| Tesla aktie | $1.35 | $3.08 | $6.98 | $15.84 | $35.91 | $81.41 |
| Kodak aktie | $0.449877 | $0.33736 | $0.252984 | $0.189711 | $0.142263 | $0.106682 |
| Nokia aktie | $0.397423 | $0.263276 | $0.1744096 | $0.115539 | $0.076539 | $0.0507044 |
Diese Berechnung zeigt, wie viel eine Kryptowährung wert sein könnte, wenn wir davon ausgehen, dass ihre Kapitalisierung wie die Kapitalisierung einiger Internetunternehmen oder bestimmter Technologiebereiche abläuft. Wenn Sie die Daten hochrechnen, können Sie sich ein Bild des möglichen zukünftigen Preises für 2024, 2025, 2026, 2027, 2028, 2029 und 2030 machen.
Manifold Finance Prognose und Prognoseübersicht
Sie stellen sich sicher Fragen wie: "Sollte ich jetzt in Manifold Finance investieren?", "Sollte ich heute FOLD kaufen?", "Wird Manifold Finance auf kurze bzw. lange Sicht eine gute oder schlechte Investition sein?".
Wir passen unsere Manifold Finance-Prognose regelmäßig an die aktuelle Wertentwicklung an. Schauen Sie sich unsere ähnliche Prognosen an. Wir erstellen mithilfe technischer Analysemethoden eine Preisprognose einer Vielzahl von digitalen Coins wie Manifold Finance.
Wenn Sie auf der Suche nach einer Kryptowährung sind, die eine gute Rendite bietet, sollten Sie das Maximum an verfügbaren Informationsquellen bezüglich Manifold Finance zu Rate ziehen. Nur so können Sie eine verantwortungsvolle Entscheidung bezüglich Ihrer Anlage treffen.
Der Manifold Finance-Preis entspricht heute $0.5999 USD, der Preis kann sich jedoch sowohl nach oben als auch nach unten bewegen und das von Ihnen investierte Geld kann komplett verloren gehen, da es sich bei Kryptowährungen um hochrisikoreiche Anlagewerte handelt
Manifold Finance-Preisprognose basierend auf Bitcoins Wachstumsmuster
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Wenn die Wachstumsrate von Manifold Finance 1 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.615515 | $0.631515 | $0.64793 | $0.664772 |
| Wenn die Wachstumsrate von Manifold Finance 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.6311098 | $0.663918 | $0.698433 | $0.734742 |
| Wenn die Wachstumsrate von Manifold Finance 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.677891 | $0.765994 | $0.865547 | $0.978039 |
| Wenn die Wachstumsrate von Manifold Finance 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.755861 | $0.952333 | $1.19 | $1.51 |
| Wenn die Wachstumsrate von Manifold Finance 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.911800002 | $1.38 | $2.10 | $3.20 |
| Wenn die Wachstumsrate von Manifold Finance 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $1.37 | $3.17 | $7.29 | $16.77 |
| Wenn die Wachstumsrate von Manifold Finance 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $2.15 | $7.77 | $27.97 | $100.68 |
Fragefeld
Ist FOLD eine gute Investition?
Die Entscheidung, Manifold Finance zu erwerben, hängt vollständig von Ihrer individuellen Risikotoleranz ab. Wie Sie vielleicht feststellen, hat der Wert von Manifold Finance in den letzten 2026 Stunden um 3.5864% gestiegen, und Manifold Finance hat in den letzten 30 Tagen ein Rückgang von erfahren. Daher hängt die Entscheidung, ob Sie in Manifold Finance investieren sollten, davon ab, ob eine solche Investition mit Ihren Handelszielen übereinstimmt.
Kann Manifold Finance steigen?
Es scheint, dass der Durchschnittswert von Manifold Finance bis zum Ende dieses Jahres potenziell auf $0.618714 steigen könnte. Betrachtet man die Aussichten von Manifold Finance in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $1.94 wachsen. Angesichts der Unvorhersehbarkeit des Marktes ist es jedoch wichtig, gründliche Recherchen durchzuführen, bevor Sie Gelder in ein bestimmtes Projekt, Netzwerk oder Asset investieren.
Wie viel wird Manifold Finance nächste Woche kosten?
Basierend auf unserer neuen experimentellen Manifold Finance-Prognose wird der Preis von Manifold Finance in der nächsten Woche um 0.86% steigen und $0.6050559 erreichen bis zum 13. Januar 2026.
Wie viel wird Manifold Finance nächsten Monat kosten?
Basierend auf unserer neuen experimentellen Manifold Finance-Prognose wird der Preis von Manifold Finance im nächsten Monat um -11.62% fallen und $0.530222 erreichen bis zum 5. Februar 2026.
Wie hoch kann der Preis von Manifold Finance in diesem Jahr 2026 steigen?
Gemäß unserer neuesten Prognose für den Wert von Manifold Finance im Jahr 2026 wird erwartet, dass FOLD innerhalb der Spanne von $0.207272 bis $0.618714 schwankt. Es ist jedoch entscheidend zu beachten, dass der Kryptowährungsmarkt äußerst volatil ist und diese prognostizierte Manifold Finance-Preisvorhersage plötzliche und extreme Preisschwankungen nicht berücksichtigt.
Wo wird Manifold Finance in 5 Jahren sein?
Die Zukunft von Manifold Finance scheint auf einem Aufwärtstrend, mit einem maximalen Preis von $1.94 nach einem Zeitraum von fünf Jahren zu sein. Basierend auf der Manifold Finance-Prognose für 2030 könnte der Wert von Manifold Finance seinen höchsten Gipfel von ungefähr $1.94 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $0.672751 liegen wird.
Wie viel wird Manifold Finance im Jahr 2026 kosten?
Basierend auf unserer neuen experimentellen Manifold Finance-Preisprognosesimulation wird der Wert von FOLD im Jahr 2026 voraussichtlich um 3.13% steigen und bis zu $0.618714 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.618714 und $0.207272 während des Jahres 2026 liegen.
Wie viel wird Manifold Finance im Jahr 2027 kosten?
Laut unserer neuesten experimentellen Simulation für die Preisprognose von Manifold Finance könnte der Wert von FOLD um -12.62% fallen und bis zu $0.524183 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $0.524183 und $0.199536 im Laufe des Jahres schwanken.
Wie viel wird Manifold Finance im Jahr 2028 kosten?
Unser neues experimentelles Manifold Finance-Preisprognosemodell deutet darauf hin, dass der Wert von FOLD im Jahr 2028 um 47.02% steigen, und im besten Fall $0.8820089 erreichen wird. Der Preis wird voraussichtlich zwischen $0.8820089 und $0.3601047 im Laufe des Jahres liegen.
Wie viel wird Manifold Finance im Jahr 2029 kosten?
Basierend auf unserem experimentellen Prognosemodell könnte der Wert von Manifold Finance im Jahr 2029 333.75% Wachstum erfahren und unter optimalen Bedingungen $2.60 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $2.60 und $0.791046.
Wie viel wird Manifold Finance im Jahr 2030 kosten?
Unter Verwendung unserer neuen experimentellen Simulation für Manifold Finance-Preisprognosen wird der Wert von FOLD im Jahr 2030 voraussichtlich um 224.23% steigen, und $1.94 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $1.94 und $0.672751 während des Jahres 2030 liegen.
Wie viel wird Manifold Finance im Jahr 2031 kosten?
Unsere experimentelle Simulation zeigt, dass der Preis von Manifold Finance im Jahr 2031 um 195.98% steigen könnte, und unter idealen Bedingungen $1.77 erreichen könnte. Der Preis wird voraussichtlich zwischen $1.77 und $0.79540019 während des Jahres schwanken.
Wie viel wird Manifold Finance im Jahr 2032 kosten?
Basierend auf den Ergebnissen unserer neuesten experimentellen Manifold Finance-Preisprognose könnte FOLD eine 449.04% Steigerung im Wert erfahren und $3.29 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $3.29 und $1.21 liegen.
Wie viel wird Manifold Finance im Jahr 2033 kosten?
Laut unserer experimentellen Manifold Finance-Preisprognose wird der Wert von FOLD voraussichtlich um 1362.43% steigen im Jahr 2033, wobei der höchste mögliche Preis $8.77 beträgt. Im Laufe des Jahres könnte der Preis von FOLD zwischen $8.77 und $2.82 liegen.
Wie viel wird Manifold Finance im Jahr 2034 kosten?
Die Ergebnisse unserer neuen Manifold Finance-Preisprognosesimulation deuten darauf hin, dass FOLD im Jahr 2034 um 746.96% steigen könnte und unter den besten Umständen $5.08 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $5.08 und $2.26.
Wie viel wird Manifold Finance im Jahr 2035 kosten?
Basierend auf unserer experimentellen Prognose für den Preis von Manifold Finance könnte FOLD um 897.93% steigen, wobei der Wert im Jahr 2035 $5.98 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $5.98 und $2.68.
Wie viel wird Manifold Finance im Jahr 2036 kosten?
Unsere jüngste Manifold Finance-Preisprognosesimulation deutet darauf hin, dass der Wert von FOLD im Jahr 2036 möglicherweise um 1964.7% steigen könnte und unter optimalen Bedingungen $12.38 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $12.38 und $4.43.
Wie viel wird Manifold Finance im Jahr 2037 kosten?
Laut der experimentellen Simulation könnte der Wert von Manifold Finance um 4830.69% steigen im Jahr 2037, wobei ein Höchstwert von $29.58 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $29.58 und $11.52 liegen.
Verwandte Prognosen
Lumerin-Preisprognose- Compound Basic Attention Token-Preisprognose
- Rave-Preisprognose
- Decubate-Preisprognose
- GraphLinq Protocol-Preisprognose
- RocketX Exchange-Preisprognose
- TempleDAO-Preisprognose
- sETH-Preisprognose
- Samoyedcoin-Preisprognose
- Rowan Coin-Preisprognose
- KONDUX-Preisprognose
- Vara Network-Preisprognose
- Altura-Preisprognose
- Avalaunch-Preisprognose
- dForce Token-Preisprognose
- Hatom-Preisprognose
- Paris Saint-Germain Fan Token-Preisprognose
- Qredo-Preisprognose
- Proton-Preisprognose
- Unifi Protocol DAO-Preisprognose
- Pirate Chain-Preisprognose
- Abelian-Preisprognose
- FAR Labs-Preisprognose
- Gamium-Preisprognose
- Arkadiko-Preisprognose
Lumerin-Preisprognose
Compound Basic Attention Token-Preisprognose
Rave-Preisprognose
Decubate-Preisprognose
GraphLinq Protocol-Preisprognose
RocketX Exchange-Preisprognose
TempleDAO-Preisprognose
sETH-Preisprognose
Samoyedcoin-Preisprognose
Rowan Coin-Preisprognose
KONDUX-Preisprognose
Vara Network-Preisprognose
Altura-Preisprognose
Avalaunch-Preisprognose
dForce Token-Preisprognose
Hatom-Preisprognose
Paris Saint-Germain Fan Token-Preisprognose
Qredo-Preisprognose
Proton-Preisprognose
Unifi Protocol DAO-Preisprognose
Pirate Chain-Preisprognose
Abelian-Preisprognose
FAR Labs-Preisprognose
Gamium-Preisprognose
Arkadiko-PreisprognoseWie liest und prognostiziert man die Kursbewegungen von Manifold Finance?
Manifold Finance-Händler verwenden Indikatoren und Chartmuster, um die Marktrichtung vorherzusagen. Sie identifizieren auch wichtige Unterstützungs- und Widerstandsniveaus, um abzuschätzen, wann ein Abwärtstrend sich verlangsamen oder ein Aufwärtstrend ins Stocken geraten könnte.
Manifold Finance Preisprognose-Indikatoren
Gleitende Durchschnitte sind beliebte Tools für die Preisprognose von Manifold Finance. Ein einfacher gleitender Durchschnitt (SMA) berechnet den durchschnittlichen Schlusskurs von FOLD über einen bestimmten Zeitraum, z. B. einen 12-Tage-SMA. Ein exponentieller gleitender Durchschnitt (EMA) gibt neueren Preisen mehr Gewicht und reagiert schneller auf Preisänderungen.
Häufig verwendete gleitende Durchschnitte auf dem Kryptomarkt sind die 50-Tage-, 100-Tage- und 200-Tage-Durchschnitte, die helfen, wichtige Widerstands- und Unterstützungsniveaus zu identifizieren. Eine Kursbewegung von FOLD über diesen Durchschnitten wird als bullisch angesehen, während ein Fall darunter auf Schwäche hindeutet.
Händler verwenden auch RSI und Fibonacci-Retracement-Level, um die zukünftige Richtung von FOLD einzuschätzen.
Wie liest man Manifold Finance-Charts und prognostiziert Kursbewegungen?
Die meisten Händler bevorzugen Kerzencharts gegenüber einfachen Liniendiagrammen, da sie detailliertere Informationen liefern. Kerzen können die Preisbewegung von Manifold Finance in verschiedenen Zeitrahmen darstellen, wie z. B. 5-Minuten für kurzfristige und wöchentliche für langfristige Trends. Beliebte Optionen sind 1-Stunden-, 4-Stunden- und 1-Tages-Charts.
Ein 1-Stunden-Kerzenchart zeigt beispielsweise die Eröffnungs-, Schluss-, Höchst- und Tiefstpreise von FOLD innerhalb jeder Stunde. Die Farbe der Kerze ist entscheidend: Grün zeigt an, dass der Preis höher schloss als er eröffnete, während Rot das Gegenteil bedeutet. Einige Charts verwenden hohle und gefüllte Kerzen, um die gleiche Information zu vermitteln.
Was beeinflusst den Preis von Manifold Finance?
Die Preisentwicklung von Manifold Finance wird durch Angebot und Nachfrage bestimmt und von Faktoren wie Blockbelohnungs-Halbierungen, Hard Forks und Protokoll-Updates beeinflusst. Ereignisse in der realen Welt, wie Vorschriften, Akzeptanz durch Unternehmen und Regierungen und Hacks von Kryptowährungsbörsen, beeinflussen ebenfalls den Preis von FOLD. Die Marktkapitalisierung von Manifold Finance kann sich schnell ändern.
Händler überwachen oft die Aktivitäten von FOLD-„Walen“, großen Inhabern von Manifold Finance, da ihre Aktionen die Kursbewegungen auf dem relativ kleinen Manifold Finance-Markt erheblich beeinflussen können.
Bullische und bärische Kursprognosemuster
Händler identifizieren oft Kerzenmuster, um sich einen Vorteil bei Kryptowährungspreisprognosen zu verschaffen. Bestimmte Formationen deuten auf bullische Trends hin, während andere auf bärische Bewegungen hindeuten.
Häufig verfolgte bullische Kerzenmuster:
- Hammer
- Bullish Engulfing
- Piercing Line
- Morning Star
- Drei weiße Soldaten
Häufige bärische Kerzenmuster:
- Bearish Harami
- Dark Cloud Cover
- Evening Star
- Shooting Star
- Hanging Man