Manifold Finance Preisvorhersage bis zu $0.618598 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.207233 | $0.618598 |
| 2027 | $0.199498 | $0.524084 |
| 2028 | $0.360036 | $0.881842 |
| 2029 | $0.790897 | $2.60 |
| 2030 | $0.672624 | $1.94 |
| 2031 | $0.79525 | $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 $3,954.44 Gewinn erzielen könnten, was einer Rendite von 39.54% in den nächsten 90 Tagen entspricht.
$
≈ $3,954.44
(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' => 0.5998
'ticker' => 'FOLD'
'marketcap' => '$1.19M'
'low24h' => '$0.5783'
'high24h' => '$0.5994'
'volume24h' => '$653.46'
'current_supply' => '1.98M'
'max_supply' => '2M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.5998'
'change_24h_pct' => '3.5669%'
'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' => '$29.57'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.604941'
'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' => '$0.530123'
'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' => '$0.207233'
'current_year_max_price_prediction' => '$0.618598'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.672624'
'grand_prediction_max_price' => '$1.94'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.61117506505047
107 => 0.61345697088682
108 => 0.61859822125311
109 => 0.5746667997784
110 => 0.59439071826178
111 => 0.60597667248952
112 => 0.55363090978794
113 => 0.60494196506537
114 => 0.57390205146912
115 => 0.56336663859069
116 => 0.57755118409639
117 => 0.5720234529179
118 => 0.56727103424989
119 => 0.56461910297623
120 => 0.57503466770446
121 => 0.57454876916059
122 => 0.55750688369122
123 => 0.53527643881253
124 => 0.5427377058033
125 => 0.5400269575558
126 => 0.53020285621339
127 => 0.53682311435166
128 => 0.50767084794672
129 => 0.45751588879997
130 => 0.49064979110026
131 => 0.48937417190445
201 => 0.48873094686119
202 => 0.51363015868606
203 => 0.51123667399166
204 => 0.50689247583424
205 => 0.53012307160747
206 => 0.52164359165464
207 => 0.54777535085254
208 => 0.56498741755649
209 => 0.56062188068834
210 => 0.57680991261655
211 => 0.54290959832512
212 => 0.5541699228882
213 => 0.55649066017451
214 => 0.52983640966162
215 => 0.51162827768839
216 => 0.51041400287367
217 => 0.47884361126723
218 => 0.49570825963609
219 => 0.51054845229413
220 => 0.5034411516564
221 => 0.50119119259906
222 => 0.51268574546642
223 => 0.5135789706684
224 => 0.49321334140347
225 => 0.49744800062325
226 => 0.51510723352326
227 => 0.49700303326309
228 => 0.46182952946191
301 => 0.45310601420748
302 => 0.45194213646625
303 => 0.42828327122551
304 => 0.45368896120989
305 => 0.44259869670155
306 => 0.47763270940163
307 => 0.45762146923852
308 => 0.45675882467105
309 => 0.45545481088487
310 => 0.43509064823675
311 => 0.43954910564664
312 => 0.45436969711934
313 => 0.45965785112271
314 => 0.45910625333559
315 => 0.45429706813578
316 => 0.45649868849324
317 => 0.44940650222647
318 => 0.44690210364458
319 => 0.43899753283105
320 => 0.42737999742857
321 => 0.42899548698077
322 => 0.40597810945497
323 => 0.39343702055423
324 => 0.3899658124354
325 => 0.38532396786712
326 => 0.39049012113086
327 => 0.40591290411642
328 => 0.3873097557099
329 => 0.35541596262605
330 => 0.35733283393477
331 => 0.36163947464126
401 => 0.35361407817599
402 => 0.34601871394209
403 => 0.35262226691209
404 => 0.33910844633402
405 => 0.36327255529508
406 => 0.36261898386681
407 => 0.37162586938902
408 => 0.37725805974596
409 => 0.3642776844165
410 => 0.36101315512381
411 => 0.36287277937351
412 => 0.33213733289017
413 => 0.36911412769032
414 => 0.36943390454724
415 => 0.36669578095608
416 => 0.38638478265669
417 => 0.42793471739862
418 => 0.41230196060646
419 => 0.40624848467395
420 => 0.3947408225012
421 => 0.41007409908903
422 => 0.40889674268346
423 => 0.40357229051832
424 => 0.40035204523554
425 => 0.40628544590717
426 => 0.39961683123029
427 => 0.39841896479305
428 => 0.39116119747489
429 => 0.38857050474968
430 => 0.38665245899438
501 => 0.38454087908108
502 => 0.38919849819689
503 => 0.37864372051964
504 => 0.36591569333851
505 => 0.36485749559756
506 => 0.36777927259801
507 => 0.36648660377603
508 => 0.36485130679656
509 => 0.36172907951613
510 => 0.36080278137786
511 => 0.36381280095128
512 => 0.36041466434793
513 => 0.36542880001225
514 => 0.36406523255633
515 => 0.35644845559148
516 => 0.34695513140126
517 => 0.34687062090304
518 => 0.34482529977843
519 => 0.34222027581015
520 => 0.34149561773705
521 => 0.35206613409976
522 => 0.37394678662165
523 => 0.36965109097197
524 => 0.37275517131946
525 => 0.38802417440791
526 => 0.39287773133478
527 => 0.38943279159088
528 => 0.3847171455948
529 => 0.38492461008632
530 => 0.40103939997804
531 => 0.40204445965678
601 => 0.40458392122043
602 => 0.40784784698146
603 => 0.3899886522616
604 => 0.38408344362107
605 => 0.38128522815868
606 => 0.3726678075802
607 => 0.38196095687229
608 => 0.37654623675212
609 => 0.37727686748951
610 => 0.37680104326329
611 => 0.3770608754659
612 => 0.36326580093416
613 => 0.36829200104575
614 => 0.35993496851268
615 => 0.34874584007183
616 => 0.34870833018988
617 => 0.35144685352415
618 => 0.3498178726865
619 => 0.3454343271373
620 => 0.34605698909281
621 => 0.34060181516682
622 => 0.34671934597654
623 => 0.34689477487058
624 => 0.34453919228469
625 => 0.35396409255362
626 => 0.35782548188379
627 => 0.35627498696429
628 => 0.35771669502694
629 => 0.36982959652011
630 => 0.37180452798645
701 => 0.37268166208714
702 => 0.37150641859021
703 => 0.35793809663027
704 => 0.35853990940615
705 => 0.35412420656577
706 => 0.35039340298094
707 => 0.35054261555885
708 => 0.35246073357197
709 => 0.36083726743138
710 => 0.37846518911487
711 => 0.37913415585691
712 => 0.37994496306341
713 => 0.37664700267554
714 => 0.37565230626533
715 => 0.37696456758332
716 => 0.38358468813555
717 => 0.40061343554108
718 => 0.39459433889617
719 => 0.38970071963103
720 => 0.39399374303684
721 => 0.39333286573334
722 => 0.38775439620845
723 => 0.38759782714855
724 => 0.37689096058568
725 => 0.37293287580094
726 => 0.3696252038973
727 => 0.36601331252749
728 => 0.36387206225177
729 => 0.36716199585612
730 => 0.36791444259679
731 => 0.36072094527267
801 => 0.35974049816828
802 => 0.36561486336558
803 => 0.36302977426066
804 => 0.36568860251219
805 => 0.36630547347356
806 => 0.36620614304103
807 => 0.3635070131199
808 => 0.36522735804242
809 => 0.36115822944117
810 => 0.35673366325066
811 => 0.35391106568132
812 => 0.35144797493885
813 => 0.35281464083845
814 => 0.3479427264497
815 => 0.34638410298448
816 => 0.36464454389166
817 => 0.37813372792261
818 => 0.3779375898445
819 => 0.3767436497366
820 => 0.37496969691817
821 => 0.38345491243761
822 => 0.38049883301788
823 => 0.38264962778444
824 => 0.3831970953211
825 => 0.3848541146679
826 => 0.38544635665875
827 => 0.38365619002388
828 => 0.3776481721468
829 => 0.36267676282231
830 => 0.35570753136722
831 => 0.35340756890531
901 => 0.35349116817255
902 => 0.35118512717851
903 => 0.35186435960076
904 => 0.35094891786133
905 => 0.34921529267601
906 => 0.35270759436848
907 => 0.3531100496055
908 => 0.35229490466058
909 => 0.35248690080378
910 => 0.3457378488128
911 => 0.3462509645775
912 => 0.34339387079603
913 => 0.34285820015478
914 => 0.33563571587084
915 => 0.32284003804599
916 => 0.32993008566745
917 => 0.32136630515228
918 => 0.31812307170874
919 => 0.3334760344042
920 => 0.33193502277447
921 => 0.32929748072603
922 => 0.32539600632447
923 => 0.32394891151783
924 => 0.3151568215672
925 => 0.31463733798894
926 => 0.31899493517487
927 => 0.31698405400933
928 => 0.31416001527266
929 => 0.30393163323665
930 => 0.29243154532727
1001 => 0.29277866069428
1002 => 0.29643662469151
1003 => 0.30707264835712
1004 => 0.30291696990589
1005 => 0.29990197750861
1006 => 0.29933736006293
1007 => 0.30640472950221
1008 => 0.31640653791847
1009 => 0.32109916264952
1010 => 0.31644891405818
1011 => 0.31110695886361
1012 => 0.31143209892406
1013 => 0.31359511008097
1014 => 0.31382241197023
1015 => 0.31034534830043
1016 => 0.31132412135646
1017 => 0.30983727558346
1018 => 0.30071250581909
1019 => 0.30054746766901
1020 => 0.29830810201205
1021 => 0.29824029490993
1022 => 0.29443057529149
1023 => 0.29389756918152
1024 => 0.28633313964566
1025 => 0.29131207007337
1026 => 0.28797246494804
1027 => 0.28293889229096
1028 => 0.28207110246761
1029 => 0.28204501565763
1030 => 0.2872133692902
1031 => 0.29125167485201
1101 => 0.288030558809
1102 => 0.28729717312472
1103 => 0.29512781353943
1104 => 0.29413129316879
1105 => 0.29326831295468
1106 => 0.31551098567559
1107 => 0.29790417459959
1108 => 0.29022660000882
1109 => 0.28072414352086
1110 => 0.28381819126888
1111 => 0.28447015259041
1112 => 0.2616184576834
1113 => 0.25234752790562
1114 => 0.24916609417351
1115 => 0.2473351340818
1116 => 0.24816952558734
1117 => 0.23982460141574
1118 => 0.24543252847136
1119 => 0.23820652951764
1120 => 0.23699506727761
1121 => 0.24991604853637
1122 => 0.25171392759525
1123 => 0.24404361697283
1124 => 0.24896919810292
1125 => 0.24718311391445
1126 => 0.23833039852982
1127 => 0.2379922899183
1128 => 0.23355030852628
1129 => 0.22659946778487
1130 => 0.22342274705009
1201 => 0.22176828330986
1202 => 0.22245094729393
1203 => 0.22210577149372
1204 => 0.21985326591144
1205 => 0.22223488247701
1206 => 0.21615083630389
1207 => 0.21372812009527
1208 => 0.21263383539042
1209 => 0.20723389422714
1210 => 0.21582760198265
1211 => 0.21752067067116
1212 => 0.219217075228
1213 => 0.23398311871075
1214 => 0.23324544890676
1215 => 0.23991362467508
1216 => 0.23965451162671
1217 => 0.2377526398803
1218 => 0.22972895582491
1219 => 0.23292705328097
1220 => 0.2230838064059
1221 => 0.23045903624043
1222 => 0.22709328934091
1223 => 0.22932107382806
1224 => 0.22531531644893
1225 => 0.22753226797621
1226 => 0.21792216006591
1227 => 0.20894837651714
1228 => 0.21255968897824
1229 => 0.21648559862713
1230 => 0.22499797104909
1231 => 0.21992807226012
]
'min_raw' => 0.20723389422714
'max_raw' => 0.61859822125311
'avg_raw' => 0.41291605774013
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.207233'
'max' => '$0.618598'
'avg' => '$0.412916'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.39257510577286
'max_diff' => 0.018789221253113
'year' => 2026
]
1 => [
'items' => [
101 => 0.22175139957873
102 => 0.21564355828268
103 => 0.20304133707033
104 => 0.20311266427379
105 => 0.20117408709458
106 => 0.19949887337485
107 => 0.2205104111239
108 => 0.21789729426155
109 => 0.21373363453767
110 => 0.21930685853534
111 => 0.22078050741928
112 => 0.2208224601313
113 => 0.22488854049427
114 => 0.22705860831287
115 => 0.22744109217151
116 => 0.23383915747613
117 => 0.23598370457371
118 => 0.24481679056099
119 => 0.22687449321988
120 => 0.2265049834134
121 => 0.21938528522624
122 => 0.21486986007797
123 => 0.21969446024926
124 => 0.22396839737742
125 => 0.21951808836637
126 => 0.22009920477206
127 => 0.21412502852833
128 => 0.21626051542434
129 => 0.21809988442034
130 => 0.21708429297386
131 => 0.2155639034233
201 => 0.22361798327225
202 => 0.22316354052298
203 => 0.23066368484081
204 => 0.23651058367702
205 => 0.24698927164971
206 => 0.23605421448385
207 => 0.23565569753782
208 => 0.23955126460948
209 => 0.23598310818269
210 => 0.23823805987585
211 => 0.24662596407052
212 => 0.24680318726867
213 => 0.24383447036051
214 => 0.24365382366685
215 => 0.24422399822327
216 => 0.24756352840928
217 => 0.24639659394889
218 => 0.24774700004962
219 => 0.24943570355673
220 => 0.2564208972576
221 => 0.25810500381061
222 => 0.25401349799592
223 => 0.25438291516034
224 => 0.25285257967129
225 => 0.25137429476393
226 => 0.25469726334952
227 => 0.26077005375279
228 => 0.26073227523887
301 => 0.26214104457425
302 => 0.26301869619932
303 => 0.25925117294427
304 => 0.25679865384091
305 => 0.25773910572298
306 => 0.2592429087628
307 => 0.25725144266492
308 => 0.24495919137198
309 => 0.24868787518221
310 => 0.24806723987286
311 => 0.24718337972052
312 => 0.25093260012476
313 => 0.25057097867049
314 => 0.2397390121568
315 => 0.24043243950878
316 => 0.23978118177078
317 => 0.24188552875706
318 => 0.23586946653955
319 => 0.23771996675886
320 => 0.23888058314905
321 => 0.23956419511914
322 => 0.24203387031224
323 => 0.24174408243322
324 => 0.2420158566908
325 => 0.24567773303209
326 => 0.26419824696213
327 => 0.26520627767213
328 => 0.26024236578618
329 => 0.26222535067578
330 => 0.25841845331886
331 => 0.26097404901856
401 => 0.2627225226912
402 => 0.25482150637669
403 => 0.25435365946771
404 => 0.25053104969121
405 => 0.25258510366142
406 => 0.24931695610311
407 => 0.25011884519897
408 => 0.24787669337951
409 => 0.25191212024657
410 => 0.25642435452587
411 => 0.25756432309835
412 => 0.25456555657148
413 => 0.25239425197767
414 => 0.24858215638315
415 => 0.25492175631493
416 => 0.25677564853079
417 => 0.25491201860835
418 => 0.2544801748342
419 => 0.25366183166251
420 => 0.25465379020663
421 => 0.25676555183564
422 => 0.25576968404951
423 => 0.25642747226718
424 => 0.25392066188969
425 => 0.25925242015124
426 => 0.26772053542807
427 => 0.26774776180336
428 => 0.26675188864914
429 => 0.26634439881081
430 => 0.26736622510168
501 => 0.26792052394697
502 => 0.27122492280075
503 => 0.27477067442392
504 => 0.2913171501166
505 => 0.28667096595389
506 => 0.30135198354268
507 => 0.31296276236387
508 => 0.31644432725452
509 => 0.31324145137541
510 => 0.30228458600892
511 => 0.30174698992156
512 => 0.31812117264832
513 => 0.31349471604293
514 => 0.31294441375098
515 => 0.30709012711505
516 => 0.31055073558439
517 => 0.30979384974808
518 => 0.30859906842735
519 => 0.31520166831878
520 => 0.32756114589738
521 => 0.32563480541031
522 => 0.32419688159707
523 => 0.3178963180208
524 => 0.32169066457554
525 => 0.32033957044332
526 => 0.32614472826086
527 => 0.32270588136974
528 => 0.3134596660839
529 => 0.31493215634409
530 => 0.31470959240351
531 => 0.31928994252978
601 => 0.31791503511315
602 => 0.31444111966393
603 => 0.32751890254667
604 => 0.32666970406871
605 => 0.32787367335665
606 => 0.32840369787119
607 => 0.33636391385553
608 => 0.33962495964581
609 => 0.34036527413284
610 => 0.34346301541528
611 => 0.34028819950776
612 => 0.35298972674322
613 => 0.36143550120014
614 => 0.37124570284742
615 => 0.38558104418773
616 => 0.39097126514101
617 => 0.3899975699718
618 => 0.40086646216903
619 => 0.42039761984556
620 => 0.39394537535539
621 => 0.4217996530346
622 => 0.41298131031447
623 => 0.39207317836023
624 => 0.39072694115306
625 => 0.40488617086087
626 => 0.43628997957744
627 => 0.42842368167299
628 => 0.43630284602279
629 => 0.42711138228229
630 => 0.42665494863584
701 => 0.43585643714465
702 => 0.4573562165925
703 => 0.44714247728401
704 => 0.43249857747365
705 => 0.4433114052093
706 => 0.43394433314472
707 => 0.41283769810482
708 => 0.42841766646323
709 => 0.41799978531392
710 => 0.42104027687831
711 => 0.44293711351131
712 => 0.44030242819578
713 => 0.44371195495936
714 => 0.43769422946449
715 => 0.43207272494407
716 => 0.42157976929831
717 => 0.41847332242806
718 => 0.41933183258474
719 => 0.41847289699306
720 => 0.41260218474449
721 => 0.41133440499337
722 => 0.40922138319879
723 => 0.40987629700825
724 => 0.40590319784812
725 => 0.41340125684746
726 => 0.41479296267041
727 => 0.4202494247239
728 => 0.42081593271542
729 => 0.43601210186652
730 => 0.42764230725934
731 => 0.43325748809514
801 => 0.43275521346905
802 => 0.39252632097868
803 => 0.39806950742133
804 => 0.40669296597836
805 => 0.40280810958724
806 => 0.39731583156659
807 => 0.3928805225876
808 => 0.3861605759508
809 => 0.39561877179695
810 => 0.40805529356764
811 => 0.42113134343091
812 => 0.43684136056489
813 => 0.43333506762534
814 => 0.42083765558825
815 => 0.42139828036287
816 => 0.42486384212184
817 => 0.42037562476448
818 => 0.41905196184538
819 => 0.42468199116298
820 => 0.42472076208069
821 => 0.41955652559185
822 => 0.41381742177982
823 => 0.41379337472529
824 => 0.41277215663511
825 => 0.42729305471189
826 => 0.43527808042573
827 => 0.43619355075531
828 => 0.43521646197847
829 => 0.43559250466941
830 => 0.43094619414456
831 => 0.44156628218378
901 => 0.45131232518642
902 => 0.44870017746788
903 => 0.44478419669909
904 => 0.44166492939757
905 => 0.44796537722338
906 => 0.44768482819952
907 => 0.45122720200306
908 => 0.45106649946559
909 => 0.44987533239087
910 => 0.4487002200082
911 => 0.45335940777681
912 => 0.45201763652372
913 => 0.45067378112926
914 => 0.44797847340171
915 => 0.44834481048621
916 => 0.44442950586672
917 => 0.44261810679759
918 => 0.41537901095202
919 => 0.40809983447895
920 => 0.41039001157868
921 => 0.41114399734433
922 => 0.40797609041474
923 => 0.41251805518326
924 => 0.41181019478522
925 => 0.41456406550952
926 => 0.41284356664014
927 => 0.41291417651388
928 => 0.41797379683968
929 => 0.41944262614543
930 => 0.41869556770562
1001 => 0.41921878182919
1002 => 0.43127603047214
1003 => 0.42956187528422
1004 => 0.42865126450502
1005 => 0.42890350991408
1006 => 0.43198439545268
1007 => 0.43284687519338
1008 => 0.42919248792668
1009 => 0.43091591808741
1010 => 0.43825406497597
1011 => 0.44082200108382
1012 => 0.44901762046082
1013 => 0.44553597568395
1014 => 0.45192668535395
1015 => 0.47156954812605
1016 => 0.48726162609112
1017 => 0.47283054269189
1018 => 0.50164704550066
1019 => 0.52408482641911
1020 => 0.52322362701538
1021 => 0.51931108091702
1022 => 0.49376626388064
1023 => 0.470259542392
1024 => 0.48992391306536
1025 => 0.48997404159023
1026 => 0.48828485470992
1027 => 0.47779346007083
1028 => 0.48791977691789
1029 => 0.48872356717583
1030 => 0.48827365837647
1031 => 0.48022993070506
1101 => 0.46794864528018
1102 => 0.47034837905496
1103 => 0.47427919193129
1104 => 0.46683734310293
1105 => 0.46445922148475
1106 => 0.4688806020291
1107 => 0.48312721137421
1108 => 0.48043397240251
1109 => 0.48036364104872
1110 => 0.49188645948074
1111 => 0.48363860826327
1112 => 0.47037864738287
1113 => 0.46703033238317
1114 => 0.4551460698295
1115 => 0.46335457230561
1116 => 0.46364998169641
1117 => 0.45915426877911
1118 => 0.47074344970882
1119 => 0.47063665336632
1120 => 0.48163885583715
1121 => 0.50267093472282
1122 => 0.49645071407058
1123 => 0.48921727421011
1124 => 0.49000374968447
1125 => 0.49862944445138
1126 => 0.49341415248985
1127 => 0.49528960784153
1128 => 0.49862660572509
1129 => 0.50063989940124
1130 => 0.48971406770731
1201 => 0.48716673369651
1202 => 0.48195578230316
1203 => 0.48059634235165
1204 => 0.48484055353146
1205 => 0.48372235383578
1206 => 0.463625153681
1207 => 0.46152488444506
1208 => 0.46158929670403
1209 => 0.4563080698479
1210 => 0.44825293125262
1211 => 0.46942135453368
1212 => 0.46772123389231
1213 => 0.46584443228314
1214 => 0.46607432977138
1215 => 0.47526282485325
1216 => 0.46993303367564
1217 => 0.48410315705691
1218 => 0.48119020568262
1219 => 0.47820254809715
1220 => 0.47778956281257
1221 => 0.47663956953713
1222 => 0.472695814702
1223 => 0.46793349375565
1224 => 0.4647889969617
1225 => 0.42874328104375
1226 => 0.43543315624983
1227 => 0.44312924787313
1228 => 0.44578590786134
1229 => 0.44124150711623
1230 => 0.47287525534186
1231 => 0.47865504597307
]
'min_raw' => 0.19949887337485
'max_raw' => 0.52408482641911
'avg_raw' => 0.36179184989698
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.199498'
'max' => '$0.524084'
'avg' => '$0.361791'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0077350208522982
'max_diff' => -0.094513394834008
'year' => 2027
]
2 => [
'items' => [
101 => 0.46114768314473
102 => 0.45787277038046
103 => 0.47308995807747
104 => 0.46391213367064
105 => 0.46804490743907
106 => 0.45911211105811
107 => 0.47726286366204
108 => 0.47712458533802
109 => 0.47006353262175
110 => 0.47603148602554
111 => 0.47499440725751
112 => 0.46702249613145
113 => 0.47751558746397
114 => 0.47752079190636
115 => 0.47072468218748
116 => 0.46278831389554
117 => 0.46136947869359
118 => 0.46030057696262
119 => 0.46778202313812
120 => 0.4744898643852
121 => 0.48697149393114
122 => 0.49010967215519
123 => 0.50235819068403
124 => 0.49506479426965
125 => 0.49829786243485
126 => 0.50180781527358
127 => 0.50349061573872
128 => 0.50074858268484
129 => 0.51977557365148
130 => 0.521382034661
131 => 0.52192066714166
201 => 0.51550487284187
202 => 0.52120359981544
203 => 0.5185373541865
204 => 0.52547418460862
205 => 0.5265619681927
206 => 0.52564065419601
207 => 0.52598593387509
208 => 0.50974975367628
209 => 0.50890782208029
210 => 0.49742802502833
211 => 0.50210612718138
212 => 0.49336063943353
213 => 0.49613392368688
214 => 0.49735636096093
215 => 0.49671782910167
216 => 0.50237062005815
217 => 0.49756459295625
218 => 0.48488069725032
219 => 0.47219334582549
220 => 0.47203406646324
221 => 0.46869371078344
222 => 0.4662792454436
223 => 0.46674435712581
224 => 0.4683834713594
225 => 0.4661839771446
226 => 0.46665335075251
227 => 0.4744480800639
228 => 0.47601125743783
229 => 0.47069896994838
301 => 0.44936936911881
302 => 0.44413503157398
303 => 0.44789736959978
304 => 0.44609921434905
305 => 0.36003688259585
306 => 0.38025595086065
307 => 0.36824246707239
308 => 0.37377883311583
309 => 0.36151617704456
310 => 0.36736855926264
311 => 0.36628783796174
312 => 0.39879950140582
313 => 0.39829187649947
314 => 0.39853484967923
315 => 0.38693710674619
316 => 0.40541262615156
317 => 0.41451433136883
318 => 0.41282984796715
319 => 0.41325379614859
320 => 0.40596896178406
321 => 0.39860538279973
322 => 0.39043804045943
323 => 0.40561195301369
324 => 0.40392487296498
325 => 0.40779442760447
326 => 0.41763579454958
327 => 0.41908497321596
328 => 0.4210326840397
329 => 0.42033456835689
330 => 0.43696651619674
331 => 0.43495227757221
401 => 0.43980601312133
402 => 0.42982151084299
403 => 0.41852309877739
404 => 0.42067055753814
405 => 0.42046373999071
406 => 0.41783071523776
407 => 0.41545373822128
408 => 0.41149674119797
409 => 0.42401726530509
410 => 0.42350895489151
411 => 0.43173790964127
412 => 0.43028336195744
413 => 0.42056953653669
414 => 0.42091646771193
415 => 0.42324974659489
416 => 0.43132525144973
417 => 0.43372261111295
418 => 0.43261205859868
419 => 0.43524065402577
420 => 0.43731818867487
421 => 0.43550156039141
422 => 0.4612211859552
423 => 0.45054060425508
424 => 0.45574624546071
425 => 0.45698776021483
426 => 0.45380764627839
427 => 0.45449729911986
428 => 0.45554193525554
429 => 0.46188476131066
430 => 0.47853017219082
501 => 0.4859023113605
502 => 0.50808175578741
503 => 0.48529015782759
504 => 0.48393779872566
505 => 0.487932986422
506 => 0.50095466823322
507 => 0.51150751827684
508 => 0.51500850744484
509 => 0.51547122095842
510 => 0.52203930937893
511 => 0.52580401517397
512 => 0.52124177068681
513 => 0.51737574617084
514 => 0.50352812622328
515 => 0.50513102593803
516 => 0.51617341545347
517 => 0.53177144103753
518 => 0.54515616968662
519 => 0.5404693042186
520 => 0.57622677932823
521 => 0.57977198692916
522 => 0.57928215386899
523 => 0.58735866438155
524 => 0.57132843576689
525 => 0.56447520246308
526 => 0.51821162455243
527 => 0.5312098028785
528 => 0.5501034184317
529 => 0.54760277756581
530 => 0.53388172892329
531 => 0.54514576104083
601 => 0.54142151976392
602 => 0.53848405614991
603 => 0.55194114642103
604 => 0.53714452288113
605 => 0.54995581079306
606 => 0.53352520153021
607 => 0.54049071342526
608 => 0.53653675198973
609 => 0.53909544961781
610 => 0.52413735556684
611 => 0.53220838002953
612 => 0.52380157441413
613 => 0.52379758849367
614 => 0.52361200779376
615 => 0.5335025773188
616 => 0.53382510843593
617 => 0.5265159626131
618 => 0.52546260050972
619 => 0.52935743229536
620 => 0.52479760433243
621 => 0.52693111913707
622 => 0.52486222632242
623 => 0.52439647497229
624 => 0.52068528897341
625 => 0.5190864080039
626 => 0.51971337043013
627 => 0.51757322444813
628 => 0.51628370908151
629 => 0.52335549073071
630 => 0.5195773230704
701 => 0.52277643235021
702 => 0.51913064356608
703 => 0.50649275124574
704 => 0.49922456572902
705 => 0.47535275866912
706 => 0.48212277353842
707 => 0.48661130040086
708 => 0.4851278422996
709 => 0.48831488432318
710 => 0.48851054281934
711 => 0.48747440296943
712 => 0.48627468576097
713 => 0.48569072977241
714 => 0.49004305928495
715 => 0.49256973305966
716 => 0.48706178412024
717 => 0.48577134874814
718 => 0.49134018922808
719 => 0.49473717870383
720 => 0.51981864038926
721 => 0.51796052469555
722 => 0.52262403044998
723 => 0.52209899126936
724 => 0.52698708825472
725 => 0.53497706096188
726 => 0.51873121241673
727 => 0.52155092998499
728 => 0.52085960035404
729 => 0.52840735598839
730 => 0.52843091925761
731 => 0.52390566271646
801 => 0.52635887770132
802 => 0.52498956039721
803 => 0.52746410184008
804 => 0.51793570842762
805 => 0.52954026307748
806 => 0.53611929778297
807 => 0.53621064768624
808 => 0.53932905792219
809 => 0.54249754332806
810 => 0.54857917514771
811 => 0.54232792991742
812 => 0.5310825482946
813 => 0.5318944285254
814 => 0.52530126539447
815 => 0.52541209765785
816 => 0.52482046634983
817 => 0.52659599644113
818 => 0.51832533743594
819 => 0.5202664445733
820 => 0.51754888321389
821 => 0.52154502253732
822 => 0.5172458372108
823 => 0.52085926697396
824 => 0.52241870347264
825 => 0.52817305772505
826 => 0.516395914409
827 => 0.49238152194507
828 => 0.49742963838735
829 => 0.48996307764822
830 => 0.49065413627183
831 => 0.49205018467268
901 => 0.48752513504691
902 => 0.48838837191481
903 => 0.48835753101938
904 => 0.4880917608442
905 => 0.48691462067083
906 => 0.48520753452935
907 => 0.49200804030359
908 => 0.49316357875118
909 => 0.49573219757925
910 => 0.50337466490081
911 => 0.50261100219359
912 => 0.50385656775312
913 => 0.50113750513023
914 => 0.49078026578845
915 => 0.49134271371489
916 => 0.48432897905956
917 => 0.49555284061509
918 => 0.49289488205101
919 => 0.4911812788737
920 => 0.49071370637035
921 => 0.49837511789017
922 => 0.50066753229482
923 => 0.49923905347605
924 => 0.49630920174338
925 => 0.50193538320302
926 => 0.50344071201208
927 => 0.50377769961804
928 => 0.51374621445123
929 => 0.50433482886083
930 => 0.50660024291356
1001 => 0.52427435666206
1002 => 0.50824637435315
1003 => 0.51673675404884
1004 => 0.51632119414454
1005 => 0.52066458509807
1006 => 0.51596490931227
1007 => 0.51602316742614
1008 => 0.51987980434609
1009 => 0.51446385334016
1010 => 0.5131227877064
1011 => 0.51127011513826
1012 => 0.51531535791213
1013 => 0.51774029800447
1014 => 0.5372835342265
1015 => 0.54990935610578
1016 => 0.54936123587976
1017 => 0.55437002870747
1018 => 0.55211352166331
1019 => 0.5448266651812
1020 => 0.55726444065867
1021 => 0.55332860807897
1022 => 0.55365307333481
1023 => 0.55364099672178
1024 => 0.55625798131082
1025 => 0.55440360788637
1026 => 0.55074844751924
1027 => 0.55317491355013
1028 => 0.5603806501844
1029 => 0.58274747779616
1030 => 0.59526425084875
1031 => 0.58199395234187
1101 => 0.59114762655554
1102 => 0.58565868381495
1103 => 0.58466117963709
1104 => 0.59041036349448
1105 => 0.59616961053716
1106 => 0.59580277139845
1107 => 0.59162185378608
1108 => 0.5892601595137
1109 => 0.60714369976973
1110 => 0.62031998759221
1111 => 0.61942145309767
1112 => 0.62338729213749
1113 => 0.63503111821719
1114 => 0.63609568374874
1115 => 0.63596157296052
1116 => 0.63332293621466
1117 => 0.64478779513201
1118 => 0.65435198214586
1119 => 0.63271216804553
1120 => 0.64095232596897
1121 => 0.64465159834211
1122 => 0.65008322771053
1123 => 0.65924729690184
1124 => 0.66920190669291
1125 => 0.67060959766411
1126 => 0.66961077355583
1127 => 0.66304544080434
1128 => 0.67393789362092
1129 => 0.68031843702143
1130 => 0.68411790460029
1201 => 0.69375272220915
1202 => 0.6446744437889
1203 => 0.60993439897434
1204 => 0.60450923932422
1205 => 0.61554151480661
1206 => 0.61845063787057
1207 => 0.61727797401122
1208 => 0.57817489514574
1209 => 0.60430336970656
1210 => 0.63241541138947
1211 => 0.6334953094004
1212 => 0.64756878526194
1213 => 0.65215168589372
1214 => 0.6634826786149
1215 => 0.6627739219351
1216 => 0.66553283834723
1217 => 0.66489861124185
1218 => 0.68588688923583
1219 => 0.70904007665263
1220 => 0.70823835539501
1221 => 0.70490981076777
1222 => 0.70985326714042
1223 => 0.73374983780091
1224 => 0.73154982450923
1225 => 0.73368695002541
1226 => 0.76186235358583
1227 => 0.7984943861188
1228 => 0.7814751292113
1229 => 0.81840201954132
1230 => 0.84164553959372
1231 => 0.88184280409952
]
'min_raw' => 0.36003688259585
'max_raw' => 0.88184280409952
'avg_raw' => 0.62093984334768
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.360036'
'max' => '$0.881842'
'avg' => '$0.620939'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.160538009221
'max_diff' => 0.35775797768042
'year' => 2028
]
3 => [
'items' => [
101 => 0.87680990860769
102 => 0.89245840869865
103 => 0.86779997528034
104 => 0.81117922786028
105 => 0.80221877784555
106 => 0.82015782568978
107 => 0.86425922434815
108 => 0.81876891570248
109 => 0.8279715458948
110 => 0.82532118778032
111 => 0.82517996145969
112 => 0.83056999570895
113 => 0.82275146990512
114 => 0.7908973892544
115 => 0.80549592669935
116 => 0.7998587303125
117 => 0.80611361998454
118 => 0.83986867983177
119 => 0.82494476325319
120 => 0.80922362945818
121 => 0.82894142003599
122 => 0.85404894320949
123 => 0.85247775953185
124 => 0.8494290064934
125 => 0.86661466774364
126 => 0.89500034520274
127 => 0.90267287975705
128 => 0.90833658790697
129 => 0.90911751757171
130 => 0.91716157846363
131 => 0.87390663568343
201 => 0.94255334074133
202 => 0.95440673037787
203 => 0.95217878439886
204 => 0.96535332811299
205 => 0.96147704314638
206 => 0.95586091440024
207 => 0.97674536849294
208 => 0.9528030271642
209 => 0.918819887905
210 => 0.90017606559712
211 => 0.92472775476638
212 => 0.93972061460617
213 => 0.9496299412353
214 => 0.95262849748589
215 => 0.87726439376043
216 => 0.83664732173721
217 => 0.86268239922842
218 => 0.89444699061275
219 => 0.87373018177446
220 => 0.87454224145881
221 => 0.845005516337
222 => 0.89706033538954
223 => 0.88947638610353
224 => 0.92882192841515
225 => 0.91943179897477
226 => 0.95151656134475
227 => 0.94306756813525
228 => 0.97813886657101
301 => 0.99212975703454
302 => 1.015622639631
303 => 1.0329040997022
304 => 1.0430521035977
305 => 1.042442855508
306 => 1.0826543026573
307 => 1.0589430171543
308 => 1.0291560542417
309 => 1.0286173020592
310 => 1.0440443922362
311 => 1.0763753410317
312 => 1.0847582856582
313 => 1.0894432080821
314 => 1.0822680863066
315 => 1.0565311852963
316 => 1.045418121929
317 => 1.0548867738943
318 => 1.0433074261913
319 => 1.0632966289179
320 => 1.0907460737248
321 => 1.0850778719191
322 => 1.1040258207314
323 => 1.1236349543698
324 => 1.1516768961741
325 => 1.1590080981518
326 => 1.1711262962404
327 => 1.1835999026942
328 => 1.187606088914
329 => 1.1952551414543
330 => 1.1952148271717
331 => 1.2182657618424
401 => 1.2436916566122
402 => 1.253289343277
403 => 1.2753586945431
404 => 1.2375657039022
405 => 1.2662321214379
406 => 1.2920899476222
407 => 1.2612611812523
408 => 1.3037514535118
409 => 1.3054012544987
410 => 1.3303112906656
411 => 1.3050601968249
412 => 1.2900661779067
413 => 1.333353348705
414 => 1.3542986471213
415 => 1.3479897527798
416 => 1.2999787553328
417 => 1.27203429553
418 => 1.1988982541426
419 => 1.2855310544079
420 => 1.3277273643037
421 => 1.299869477084
422 => 1.3139193750011
423 => 1.390571062342
424 => 1.4197550620523
425 => 1.4136849941241
426 => 1.4147107356821
427 => 1.4304578921987
428 => 1.5002894563106
429 => 1.4584447644118
430 => 1.4904334634777
501 => 1.5074001541185
502 => 1.5231597619496
503 => 1.4844591459917
504 => 1.4341102132553
505 => 1.4181625927533
506 => 1.297099559219
507 => 1.2907977025734
508 => 1.2872602794724
509 => 1.2649573271993
510 => 1.2474333160054
511 => 1.2334975716792
512 => 1.1969260170018
513 => 1.2092678431362
514 => 1.1509804180569
515 => 1.1882706470431
516 => 1.0952425092176
517 => 1.1727191067447
518 => 1.1305521171393
519 => 1.1588661165818
520 => 1.1587673317051
521 => 1.1066322817698
522 => 1.0765618729978
523 => 1.0957239078251
524 => 1.1162671302442
525 => 1.119600198966
526 => 1.1462350230653
527 => 1.1536682299578
528 => 1.1311452660503
529 => 1.0933147078359
530 => 1.1021018836859
531 => 1.0763838011597
601 => 1.0313138507641
602 => 1.063683875984
603 => 1.0747364258037
604 => 1.0796178614539
605 => 1.0352967415586
606 => 1.0213700834292
607 => 1.0139556474971
608 => 1.0875934078182
609 => 1.0916274505565
610 => 1.0709887175515
611 => 1.1642777477789
612 => 1.1431635670973
613 => 1.1667532800185
614 => 1.1013045395804
615 => 1.1038047696035
616 => 1.0728202870175
617 => 1.0901695268818
618 => 1.0779076433378
619 => 1.0887678797493
620 => 1.0952774606759
621 => 1.1262568590132
622 => 1.1730728417108
623 => 1.1216295699735
624 => 1.0992149997964
625 => 1.1131208730699
626 => 1.1501540460921
627 => 1.2062611989138
628 => 1.1730446351816
629 => 1.1877855821121
630 => 1.1910058232374
701 => 1.1665131588853
702 => 1.2071642783844
703 => 1.2289495435731
704 => 1.2512967178313
705 => 1.270700143086
706 => 1.2423707650077
707 => 1.2726872604083
708 => 1.2482575166972
709 => 1.2263415110879
710 => 1.2263747486219
711 => 1.2126265181614
712 => 1.1859875892557
713 => 1.181074962051
714 => 1.2066310691663
715 => 1.2271246469004
716 => 1.2288125961202
717 => 1.2401588937519
718 => 1.2468735158141
719 => 1.3126859401103
720 => 1.3391562415911
721 => 1.3715236251847
722 => 1.3841325452202
723 => 1.422080873979
724 => 1.3914345164937
725 => 1.3848039842771
726 => 1.292753751512
727 => 1.3078269719705
728 => 1.3319606522741
729 => 1.2931517070112
730 => 1.3177670501927
731 => 1.322626640361
801 => 1.2918329939016
802 => 1.3082812109905
803 => 1.2645996229589
804 => 1.1740249809619
805 => 1.2072651138531
806 => 1.2317410401688
807 => 1.1968108754564
808 => 1.2594218437193
809 => 1.2228458086128
810 => 1.2112529614434
811 => 1.166025131487
812 => 1.1873709262476
813 => 1.2162414193036
814 => 1.1984028111501
815 => 1.2354206015492
816 => 1.2878476650386
817 => 1.3252103125667
818 => 1.32807855271
819 => 1.3040568734524
820 => 1.342551767767
821 => 1.3428321610463
822 => 1.2994097630032
823 => 1.2728137859787
824 => 1.2667711240403
825 => 1.281866878296
826 => 1.3001959107924
827 => 1.32909568645
828 => 1.3465592156162
829 => 1.3920948377415
830 => 1.40441547148
831 => 1.4179521125759
901 => 1.4360412396255
902 => 1.4577618746055
903 => 1.4102383618257
904 => 1.4121265595833
905 => 1.3678733224906
906 => 1.3205823921008
907 => 1.3564703133689
908 => 1.4033889964569
909 => 1.392625798716
910 => 1.391414719098
911 => 1.39345141909
912 => 1.3853363194865
913 => 1.3486320247396
914 => 1.3301993576988
915 => 1.3539822008564
916 => 1.3666217235421
917 => 1.3862245209454
918 => 1.3838080624005
919 => 1.4343027633247
920 => 1.4539234772233
921 => 1.4489036589904
922 => 1.4498274263539
923 => 1.4853497916599
924 => 1.5248579676118
925 => 1.5618625879538
926 => 1.599505277151
927 => 1.5541255461046
928 => 1.5310845173119
929 => 1.5548569776241
930 => 1.5422429755609
1001 => 1.6147267729726
1002 => 1.6197453938395
1003 => 1.6922239498477
1004 => 1.7610147300854
1005 => 1.7178084735329
1006 => 1.7585500274094
1007 => 1.8026153396343
1008 => 1.8876244762555
1009 => 1.858996389699
1010 => 1.837067724056
1011 => 1.8163452409819
1012 => 1.8594654386575
1013 => 1.9149388841053
1014 => 1.9268873329367
1015 => 1.9462483847023
1016 => 1.9258926061275
1017 => 1.9504088993053
1018 => 2.0369621872282
1019 => 2.0135747248044
1020 => 1.9803607684405
1021 => 2.0486862765894
1022 => 2.0734130123798
1023 => 2.246958193649
1024 => 2.4660661537953
1025 => 2.3753540195543
1026 => 2.3190460705687
1027 => 2.3322797742227
1028 => 2.4122905839956
1029 => 2.4379875166785
1030 => 2.3681343953825
1031 => 2.3928076987356
1101 => 2.5287600260368
1102 => 2.601694087761
1103 => 2.5026398355882
1104 => 2.229353082392
1105 => 1.9773702150717
1106 => 2.0442074184214
1107 => 2.0366301537615
1108 => 2.1826939690484
1109 => 2.0130169415604
1110 => 2.0158738675423
1111 => 2.164958127845
1112 => 2.1251850031475
1113 => 2.0607576348945
1114 => 1.9778406061595
1115 => 1.824560809646
1116 => 1.6887966193507
1117 => 1.9550614611456
1118 => 1.9435796369962
1119 => 1.9269522541169
1120 => 1.9639546954441
1121 => 2.1436280472027
1122 => 2.1394859948988
1123 => 2.1131363714349
1124 => 2.1331223285973
1125 => 2.0572539999732
1126 => 2.0768069957494
1127 => 1.9773302996981
1128 => 2.0222979208271
1129 => 2.060619402698
1130 => 2.0683130075429
1201 => 2.0856470921035
1202 => 1.9375292374076
1203 => 2.0040298056543
1204 => 2.0430926592386
1205 => 1.8666052656258
1206 => 2.0396040709172
1207 => 1.9349508350898
1208 => 1.8994299550112
1209 => 1.947254140517
1210 => 1.9286170089148
1211 => 1.9125938975724
1212 => 1.9036527261313
1213 => 1.938769529804
1214 => 1.937131288939
1215 => 1.8796733822526
1216 => 1.804721885264
1217 => 1.8298780678524
1218 => 1.8207385908775
1219 => 1.7876159473048
1220 => 1.8099366098296
1221 => 1.7116477082991
1222 => 1.5425467618284
1223 => 1.654260026769
1224 => 1.6499591875894
1225 => 1.6477905094476
1226 => 1.7317399405226
1227 => 1.7236701397676
1228 => 1.7090233723777
1229 => 1.7873469479355
1230 => 1.7587577892561
1231 => 1.846862839853
]
'min_raw' => 0.7908973892544
'max_raw' => 2.601694087761
'avg_raw' => 1.6962957385077
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.790897'
'max' => '$2.60'
'avg' => '$1.69'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.43086050665855
'max_diff' => 1.7198512836615
'year' => 2029
]
4 => [
'items' => [
101 => 1.9048945244535
102 => 1.8901758121105
103 => 1.9447548919688
104 => 1.8304576154909
105 => 1.868422585926
106 => 1.8762471137155
107 => 1.786380447171
108 => 1.724990458972
109 => 1.7208964466563
110 => 1.6144546671808
111 => 1.6713150066086
112 => 1.7213497522643
113 => 1.6973869919483
114 => 1.6898010978994
115 => 1.7285557854157
116 => 1.7315673565472
117 => 1.6629032155976
118 => 1.6771806648116
119 => 1.7367200014623
120 => 1.6756804262902
121 => 1.5570905024889
122 => 1.5276785617522
123 => 1.5237544666883
124 => 1.4439869507199
125 => 1.5296440082709
126 => 1.4922524071835
127 => 1.6103720269984
128 => 1.5429027336484
129 => 1.5399942672612
130 => 1.5355976937378
131 => 1.4669384975892
201 => 1.4819704980262
202 => 1.5319391569171
203 => 1.5497685373465
204 => 1.5479087868959
205 => 1.5316942832282
206 => 1.5391171999756
207 => 1.5152053988166
208 => 1.5067616441462
209 => 1.4801108317689
210 => 1.440941500049
211 => 1.4463882358641
212 => 1.3687835405139
213 => 1.3265003836942
214 => 1.3147969631695
215 => 1.2991466601243
216 => 1.3165647065423
217 => 1.3685636961625
218 => 1.3058418824795
219 => 1.1983097323438
220 => 1.2047725977928
221 => 1.2192927376148
222 => 1.1922345531169
223 => 1.1666262523109
224 => 1.1888905921946
225 => 1.1433278026108
226 => 1.2247987830572
227 => 1.2225952213559
228 => 1.2529625647347
301 => 1.2719518877501
302 => 1.228187646066
303 => 1.2171810576335
304 => 1.2234509106262
305 => 1.1198242069273
306 => 1.2444940522333
307 => 1.2455722022326
308 => 1.2363404273753
309 => 1.3027232712511
310 => 1.4428117771573
311 => 1.3901048461883
312 => 1.3696951294417
313 => 1.3308962429869
314 => 1.382593455538
315 => 1.3786239162162
316 => 1.3606721540001
317 => 1.3498148721988
318 => 1.36981974682
319 => 1.3473360468491
320 => 1.3432973565236
321 => 1.3188272872893
322 => 1.3100925858898
323 => 1.3036257607122
324 => 1.2965064216087
325 => 1.3122099096422
326 => 1.2766237397923
327 => 1.2337103075087
328 => 1.230142519944
329 => 1.239993495093
330 => 1.2356351719084
331 => 1.2301216539694
401 => 1.2195948467065
402 => 1.2164717678612
403 => 1.2266202590058
404 => 1.2151632041974
405 => 1.2320687126654
406 => 1.2274713497865
407 => 1.2017908544631
408 => 1.1697834491531
409 => 1.169498516108
410 => 1.1626025731366
411 => 1.1538195529506
412 => 1.1513763176631
413 => 1.1870155515899
414 => 1.2607876992258
415 => 1.246304461427
416 => 1.2567700850386
417 => 1.308250594999
418 => 1.3246147010425
419 => 1.3129998461779
420 => 1.2971007164662
421 => 1.2978001974841
422 => 1.3521323367027
423 => 1.3555209655806
424 => 1.364082937542
425 => 1.3750874911253
426 => 1.3148739692382
427 => 1.2949641460181
428 => 1.2855297672215
429 => 1.2564755320921
430 => 1.2878080337573
501 => 1.2695519268285
502 => 1.2720152993706
503 => 1.2704110247709
504 => 1.2712870671829
505 => 1.2247760102578
506 => 1.2417221948521
507 => 1.2135458761975
508 => 1.1758209484592
509 => 1.1756944812733
510 => 1.1849276038924
511 => 1.1794353812665
512 => 1.164655951398
513 => 1.1667552996538
514 => 1.1483627998943
515 => 1.1689884821316
516 => 1.1695799528959
517 => 1.1616379417461
518 => 1.1934146510283
519 => 1.2064335947486
520 => 1.2012059928754
521 => 1.2060668122654
522 => 1.2469063053454
523 => 1.2535649246695
524 => 1.2565222435295
525 => 1.2525598280267
526 => 1.2068132832288
527 => 1.2088423370199
528 => 1.193954486599
529 => 1.1813758218364
530 => 1.1818789024605
531 => 1.1883459712605
601 => 1.2165880399984
602 => 1.2760218086965
603 => 1.278277276773
604 => 1.2810109698785
605 => 1.2698916661745
606 => 1.26653797778
607 => 1.2709623584328
608 => 1.2932825570767
609 => 1.3506961678636
610 => 1.3304023632854
611 => 1.3139031842714
612 => 1.3283774124134
613 => 1.3261492184437
614 => 1.3073410189642
615 => 1.3068131354475
616 => 1.2707141873012
617 => 1.2573692281048
618 => 1.2462171813474
619 => 1.2340394374199
620 => 1.226820062618
621 => 1.2379123034609
622 => 1.2404492301812
623 => 1.216195851719
624 => 1.2128902058539
625 => 1.2326960382516
626 => 1.2239802298493
627 => 1.2329446549328
628 => 1.2350244784476
629 => 1.2346895789593
630 => 1.225589273983
701 => 1.2313895369999
702 => 1.2176701858232
703 => 1.2027524519986
704 => 1.1932358672261
705 => 1.1849313848204
706 => 1.1895391943184
707 => 1.1731131948106
708 => 1.167858186978
709 => 1.2294245383998
710 => 1.2749042641449
711 => 1.2742429709206
712 => 1.2702175184886
713 => 1.2642365127078
714 => 1.2928450092505
715 => 1.2828783811
716 => 1.2901299358191
717 => 1.2919757608419
718 => 1.2975625172591
719 => 1.2995593024802
720 => 1.2935236306853
721 => 1.2732671789463
722 => 1.2227900271384
723 => 1.1992927767113
724 => 1.1915382926928
725 => 1.191820153459
726 => 1.1840451752449
727 => 1.186335254779
728 => 1.1832487790405
729 => 1.1774037406903
730 => 1.1891782796712
731 => 1.1905351856013
801 => 1.1877868675079
802 => 1.1884341959095
803 => 1.1656792959181
804 => 1.1674093015434
805 => 1.1577764103833
806 => 1.155970359417
807 => 1.1316192493959
808 => 1.0884777282437
809 => 1.1123823188108
810 => 1.0835089348998
811 => 1.0725741469096
812 => 1.124337732547
813 => 1.1191421042473
814 => 1.1102494470837
815 => 1.0970953537466
816 => 1.0922163725731
817 => 1.0625732274604
818 => 1.0608217523072
819 => 1.0755136954572
820 => 1.0687338692124
821 => 1.0592124254436
822 => 1.0247267212864
823 => 0.9859533719894
824 => 0.98712369568409
825 => 0.99945677669165
826 => 1.0353168730637
827 => 1.0213057130252
828 => 1.0111404556577
829 => 1.0092368085193
830 => 1.0330649380118
831 => 1.0667867333911
901 => 1.0826082453005
902 => 1.0669296075048
903 => 1.0489188326029
904 => 1.0500150650173
905 => 1.0573078081494
906 => 1.0580741723387
907 => 1.0463510094152
908 => 1.0496510111093
909 => 1.0446380067774
910 => 1.0138732084458
911 => 1.0133167708002
912 => 1.0057665931402
913 => 1.0055379767613
914 => 0.99269324108158
915 => 0.99089617376853
916 => 0.96539217145674
917 => 0.98217898301159
918 => 0.97091927116776
919 => 0.9539482295216
920 => 0.95102241554503
921 => 0.95093446204387
922 => 0.96835992715901
923 => 0.98197535630612
924 => 0.97111513867599
925 => 0.96864247763808
926 => 0.99504402851414
927 => 0.99168419050968
928 => 0.98877459246645
929 => 1.0637673164788
930 => 1.0044047236678
1001 => 0.97851924490386
1002 => 0.94648104941439
1003 => 0.95691284741636
1004 => 0.95911098053038
1005 => 0.882064895697
1006 => 0.85080730867558
1007 => 0.84008088272714
1008 => 0.83390767294442
1009 => 0.8367208821607
1010 => 0.80858538769214
1011 => 0.82749290529314
1012 => 0.80312994531751
1013 => 0.79904541579366
1014 => 0.84260940622169
1015 => 0.84867108099261
1016 => 0.82281009320513
1017 => 0.83941703387831
1018 => 0.83339512633647
1019 => 0.80354757834035
1020 => 0.8024076215506
1021 => 0.7874311711582
1022 => 0.76399592630632
1023 => 0.75328539055744
1024 => 0.74770725054629
1025 => 0.75000889983067
1026 => 0.74884511552085
1027 => 0.74125063568528
1028 => 0.74928042221525
1029 => 0.72876763576804
1030 => 0.72059927892201
1031 => 0.7169098216391
1101 => 0.69870354299527
1102 => 0.72767782868647
1103 => 0.73338612797607
1104 => 0.73910567437865
1105 => 0.78889042091296
1106 => 0.78640331566634
1107 => 0.80888553582641
1108 => 0.80801191809314
1109 => 0.80159962471566
1110 => 0.77454721372717
1111 => 0.78532982258433
1112 => 0.75214262851147
1113 => 0.77700873082069
1114 => 0.76566088016002
1115 => 0.77317201109741
1116 => 0.75966632042062
1117 => 0.76714092727745
1118 => 0.73473977750157
1119 => 0.70448403973733
1120 => 0.71665983183371
1121 => 0.72989631031319
1122 => 0.7585963682487
1123 => 0.74150285051265
1124 => 0.747650325868
1125 => 0.72705731250252
1126 => 0.68456804382607
1127 => 0.68480852847246
1128 => 0.67827248016562
1129 => 0.67262438014984
1130 => 0.74346624664949
1201 => 0.73465594070607
1202 => 0.72061787124958
1203 => 0.7394083850678
1204 => 0.74437689516689
1205 => 0.74451834166451
1206 => 0.75822741549293
1207 => 0.76554395065264
1208 => 0.76683352168622
1209 => 0.78840504555937
1210 => 0.79563553582637
1211 => 0.82541690193887
1212 => 0.76492319376213
1213 => 0.76367736565122
1214 => 0.73967280613176
1215 => 0.72444873498745
1216 => 0.74071521130777
1217 => 0.75512508873213
1218 => 0.74012056119071
1219 => 0.74207983572475
1220 => 0.72193748341534
1221 => 0.72913742658019
1222 => 0.73533898757084
1223 => 0.73191485010271
1224 => 0.72678875058279
1225 => 0.75394364311141
1226 => 0.75241145765406
1227 => 0.77769871786498
1228 => 0.79741194550873
1229 => 0.83274157360726
1230 => 0.79587326491127
1231 => 0.79452963720414
]
'min_raw' => 0.67262438014984
'max_raw' => 1.9447548919688
'avg_raw' => 1.3086896360593
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.672624'
'max' => '$1.94'
'avg' => '$1.30'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.11827300910456
'max_diff' => -0.65693919579227
'year' => 2030
]
5 => [
'items' => [
101 => 0.80766381356606
102 => 0.79563352505241
103 => 0.80323625212159
104 => 0.83151665673871
105 => 0.8321141771246
106 => 0.82210494079954
107 => 0.82149587785952
108 => 0.8234182611848
109 => 0.83467772036548
110 => 0.83074331935951
111 => 0.83529630781046
112 => 0.8409898895862
113 => 0.86454095783933
114 => 0.87021904066339
115 => 0.85642424314933
116 => 0.85766975891105
117 => 0.85251012596513
118 => 0.84752598518939
119 => 0.85872960577796
120 => 0.87920444261128
121 => 0.87907706971399
122 => 0.88382683388536
123 => 0.88678589761496
124 => 0.87408342992049
125 => 0.86581459053408
126 => 0.86898538971475
127 => 0.87405556665567
128 => 0.86734119966695
129 => 0.82589701621523
130 => 0.83846853400979
131 => 0.83637601873296
201 => 0.8333960225202
202 => 0.84603678087531
203 => 0.84481754889463
204 => 0.80829681752998
205 => 0.81063475626072
206 => 0.80843899532769
207 => 0.81553394811273
208 => 0.79525037431836
209 => 0.80148946500556
210 => 0.80540256419672
211 => 0.80770740968216
212 => 0.81603409202292
213 => 0.81505705195644
214 => 0.81597335784056
215 => 0.82831962958927
216 => 0.89076283536539
217 => 0.89416148128261
218 => 0.87742530578985
219 => 0.88411107779274
220 => 0.87127585756479
221 => 0.87989222689232
222 => 0.88578732795416
223 => 0.85914849981844
224 => 0.85757112130081
225 => 0.84468292555323
226 => 0.85160831192326
227 => 0.84058952425565
228 => 0.84329314932845
301 => 0.8357335779271
302 => 0.84933930135388
303 => 0.86455261426069
304 => 0.86839609789289
305 => 0.85828554718033
306 => 0.85096484214667
307 => 0.83811209569773
308 => 0.85948649948446
309 => 0.86573702652485
310 => 0.85945366812685
311 => 0.85799767669193
312 => 0.8552385755537
313 => 0.85858303304152
314 => 0.86570298481222
315 => 0.86234534704202
316 => 0.8645631259432
317 => 0.85611123973558
318 => 0.87408763496585
319 => 0.90263847684662
320 => 0.9027302724718
321 => 0.89937261660269
322 => 0.89799873616275
323 => 0.90144389484406
324 => 0.90331275210086
325 => 0.91445376354214
326 => 0.92640851269612
327 => 0.98219611073204
328 => 0.96653117644124
329 => 1.0160292522378
330 => 1.0551758036721
331 => 1.066914142776
401 => 1.0561154231319
402 => 1.0191735865649
403 => 1.0173610438226
404 => 1.0725677440948
405 => 1.0569693226409
406 => 1.0551139400427
407 => 1.0353758039164
408 => 1.0470434869827
409 => 1.0444915935415
410 => 1.0404633049017
411 => 1.0627244314145
412 => 1.1043952729819
413 => 1.097900481537
414 => 1.093052421008
415 => 1.0718096310193
416 => 1.0846025353414
417 => 1.0800472271442
418 => 1.0996197220293
419 => 1.0880254096432
420 => 1.0568511492569
421 => 1.0618157529751
422 => 1.0610653631105
423 => 1.0765083333511
424 => 1.0718727370029
425 => 1.0601601885249
426 => 1.1042528465756
427 => 1.1013897146181
428 => 1.1054489811308
429 => 1.1072359957867
430 => 1.1340744197424
501 => 1.1450692633033
502 => 1.1475652852835
503 => 1.1580095362946
504 => 1.1473054228038
505 => 1.1901295086705
506 => 1.2186050269171
507 => 1.2516808066974
508 => 1.3000134108878
509 => 1.318186917165
510 => 1.3149040359207
511 => 1.3515492648055
512 => 1.4173999265338
513 => 1.3282143373985
514 => 1.4221269793175
515 => 1.3923953211595
516 => 1.3219020945167
517 => 1.3173631617814
518 => 1.3651019933072
519 => 1.470982126939
520 => 1.4444603543468
521 => 1.4710255070578
522 => 1.4400358453292
523 => 1.438496947423
524 => 1.4695204083578
525 => 1.5420084158329
526 => 1.5075720806539
527 => 1.4581991500388
528 => 1.4946553536771
529 => 1.4630736162233
530 => 1.391911122568
531 => 1.4444400736471
601 => 1.4093154599989
602 => 1.4195666895886
603 => 1.4933934030851
604 => 1.4845103775959
605 => 1.4960058351249
606 => 1.4757166534748
607 => 1.4567633585033
608 => 1.4213856259488
609 => 1.4109120234406
610 => 1.4138065503731
611 => 1.4109105890568
612 => 1.3911170728307
613 => 1.3868426648862
614 => 1.3797184643793
615 => 1.3819265520125
616 => 1.3685309708012
617 => 1.3938112002153
618 => 1.3985034335631
619 => 1.4169002763345
620 => 1.4188102975802
621 => 1.4700452428358
622 => 1.4418258959573
623 => 1.4607578701846
624 => 1.4590644162151
625 => 1.3234298964922
626 => 1.3421191365965
627 => 1.3711937291922
628 => 1.3580956646375
629 => 1.3395780658323
630 => 1.3246241119462
701 => 1.3019673426886
702 => 1.333856310334
703 => 1.3757869117741
704 => 1.4198737268288
705 => 1.4728411464344
706 => 1.4610194349871
707 => 1.4188835377626
708 => 1.4207737233318
709 => 1.43245810676
710 => 1.4173257685823
711 => 1.4128629466354
712 => 1.4318449835558
713 => 1.4319757024117
714 => 1.4145641185341
715 => 1.3952143293404
716 => 1.3951332530172
717 => 1.3916901449269
718 => 1.4406483666095
719 => 1.4675704383005
720 => 1.4706570104327
721 => 1.4673626874034
722 => 1.4686305415904
723 => 1.4529651812608
724 => 1.4887715495559
725 => 1.5216310139863
726 => 1.5128239755789
727 => 1.4996209730119
728 => 1.4891041455246
729 => 1.5103465452525
730 => 1.5094006546312
731 => 1.5213440152305
801 => 1.5208021954055
802 => 1.5167860924485
803 => 1.5128241190066
804 => 1.5285328958626
805 => 1.5240090204033
806 => 1.5194781181159
807 => 1.5103906999321
808 => 1.5116258309893
809 => 1.4984251081069
810 => 1.4923178496775
811 => 1.4004793362612
812 => 1.3759370845664
813 => 1.3836585765531
814 => 1.3862006922036
815 => 1.3755198728143
816 => 1.3908334241412
817 => 1.388446823388
818 => 1.3977316908041
819 => 1.3919309087446
820 => 1.3921689748637
821 => 1.4092278380436
822 => 1.4141800985983
823 => 1.4116613389105
824 => 1.4134253918578
825 => 1.4540772474677
826 => 1.4482978535732
827 => 1.4452276657543
828 => 1.4460781287621
829 => 1.4564655494561
830 => 1.4593734601182
831 => 1.4470524383074
901 => 1.4528631034204
902 => 1.4776041779882
903 => 1.4862621538634
904 => 1.5138942567928
905 => 1.5021556483469
906 => 1.5237023721844
907 => 1.5899296554414
908 => 1.6428365918866
909 => 1.59418118666
910 => 1.6913380377837
911 => 1.7669885827061
912 => 1.7640849887894
913 => 1.7508935664536
914 => 1.6647674323332
915 => 1.5855128796474
916 => 1.6518126782952
917 => 1.6519816901166
918 => 1.6462864786144
919 => 1.6109140091029
920 => 1.6450555933497
921 => 1.6477656283231
922 => 1.6462487293945
923 => 1.6191287399552
924 => 1.5777215286932
925 => 1.585812398659
926 => 1.5990654087121
927 => 1.573974695814
928 => 1.5659566927431
929 => 1.5808636859393
930 => 1.6288971240129
1001 => 1.6198166807839
1002 => 1.6195795537142
1003 => 1.6584295405552
1004 => 1.630621334329
1005 => 1.5859144504398
1006 => 1.5746253726464
1007 => 1.534556751714
1008 => 1.5622322909115
1009 => 1.5632282842974
1010 => 1.5480706743161
1011 => 1.5871444069514
1012 => 1.5867843356264
1013 => 1.623879029406
1014 => 1.6947901517819
1015 => 1.673818243571
1016 => 1.6494301960587
1017 => 1.6520818530305
1018 => 1.6811639851639
1019 => 1.6635802641956
1020 => 1.6699034928538
1021 => 1.6811544142
1022 => 1.6879423743929
1023 => 1.6511051700195
1024 => 1.642516655553
1025 => 1.6249475691133
1026 => 1.6203641224037
1027 => 1.6346737767178
1028 => 1.6309036883736
1029 => 1.56314457491
1030 => 1.5560633705449
1031 => 1.5562805409732
1101 => 1.5384745159043
1102 => 1.5113160537385
1103 => 1.5826868707627
1104 => 1.5769547953217
1105 => 1.5706270276622
1106 => 1.5714021430948
1107 => 1.6023817957835
1108 => 1.5844120327141
1109 => 1.6321875930205
1110 => 1.6223663740863
1111 => 1.6122932779453
1112 => 1.6109008692246
1113 => 1.6070235866065
1114 => 1.5937269418357
1115 => 1.5776704442704
1116 => 1.5670685537879
1117 => 1.445537905939
1118 => 1.4680932872685
1119 => 1.4940411975004
1120 => 1.5029983121327
1121 => 1.4876765477406
1122 => 1.5943319384811
1123 => 1.6138189061263
1124 => 1.5547916100255
1125 => 1.5437500129937
1126 => 1.5950558237443
1127 => 1.5641121479814
1128 => 1.5780460832827
1129 => 1.5479285366164
1130 => 1.6091250662656
1201 => 1.6086588512419
1202 => 1.5848520190221
1203 => 1.6049733905921
1204 => 1.6014768071192
1205 => 1.5745989521766
1206 => 1.6099771422085
1207 => 1.6099946893493
1208 => 1.5870811309429
1209 => 1.5603231111471
1210 => 1.5555394092038
1211 => 1.5519355323895
1212 => 1.5771597505081
1213 => 1.5997757055991
1214 => 1.6418583910528
1215 => 1.6524389780358
1216 => 1.69373571342
1217 => 1.6691455182003
1218 => 1.6800460332449
1219 => 1.6918800842977
1220 => 1.6975537635553
1221 => 1.6883088076715
1222 => 1.7524596361376
1223 => 1.7578759315908
1224 => 1.7596919686054
1225 => 1.7380606701872
1226 => 1.757274326051
1227 => 1.7482848927618
1228 => 1.771672900844
1229 => 1.7753404391443
1230 => 1.7722341646804
1231 => 1.7733982992251
]
'min_raw' => 0.79525037431836
'max_raw' => 1.7753404391443
'avg_raw' => 1.2852954067313
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.79525'
'max' => '$1.77'
'avg' => '$1.28'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.12262599416853
'max_diff' => -0.16941445282444
'year' => 2031
]
6 => [
'items' => [
101 => 1.7186568841109
102 => 1.7158182529532
103 => 1.6771133156987
104 => 1.6928858637224
105 => 1.66339984119
106 => 1.6727501626747
107 => 1.676871695292
108 => 1.6747188405477
109 => 1.6937776199227
110 => 1.6775737640025
111 => 1.6348091240687
112 => 1.5920328329373
113 => 1.5914958114469
114 => 1.5802335690563
115 => 1.5720930305904
116 => 1.5736611871001
117 => 1.5791875751779
118 => 1.5717718268689
119 => 1.5733543527586
120 => 1.5996348268426
121 => 1.6049051884964
122 => 1.5869944403336
123 => 1.5150802019515
124 => 1.4974322674694
125 => 1.5101172528014
126 => 1.5040546468304
127 => 1.2138894866443
128 => 1.2820594869494
129 => 1.2415551876026
130 => 1.2602214322548
131 => 1.2188770311592
201 => 1.2386087464077
202 => 1.2349650190882
203 => 1.3445803622818
204 => 1.3428688694688
205 => 1.3436880705082
206 => 1.3045854704809
207 => 1.3668769740756
208 => 1.3975640086764
209 => 1.3918846552808
210 => 1.3933140261736
211 => 1.3687526985027
212 => 1.3439258778484
213 => 1.3163891129225
214 => 1.3675490185079
215 => 1.3618609103355
216 => 1.3749073839662
217 => 1.4080882397239
218 => 1.4129742467761
219 => 1.4195410898031
220 => 1.4171873440377
221 => 1.4732631173852
222 => 1.466471971233
223 => 1.4828366795138
224 => 1.4491732329867
225 => 1.4110798478776
226 => 1.4183201550203
227 => 1.4176228552196
228 => 1.4087454284331
229 => 1.4007312844668
301 => 1.387389992734
302 => 1.4296038139162
303 => 1.4278900098677
304 => 1.4556345053338
305 => 1.4507303962645
306 => 1.4179795556608
307 => 1.4191492583401
308 => 1.4270160709983
309 => 1.4542431994302
310 => 1.462326064913
311 => 1.4585817595749
312 => 1.46744425258
313 => 1.4744488056982
314 => 1.4683239166076
315 => 1.5550394298828
316 => 1.5190291029865
317 => 1.5365802857575
318 => 1.5407661394308
319 => 1.5300441632657
320 => 1.5323693759707
321 => 1.5358914396363
322 => 1.5572767205231
323 => 1.6133978854511
324 => 1.6382535673679
325 => 1.7130331127726
326 => 1.6361896489925
327 => 1.6316300758617
328 => 1.645100130115
329 => 1.6890036394863
330 => 1.7245833101849
331 => 1.736387139596
401 => 1.7379472105127
402 => 1.7600919791917
403 => 1.7727849476231
404 => 1.7574030218089
405 => 1.7443684502361
406 => 1.6976802327729
407 => 1.7030845210721
408 => 1.7403147082784
409 => 1.7929045405544
410 => 1.8380320876868
411 => 1.8222299935348
412 => 1.9427888173741
413 => 1.9547417323191
414 => 1.9530902259578
415 => 1.9803207450348
416 => 1.9262737100657
417 => 1.9031675555044
418 => 1.7471866725588
419 => 1.791010938289
420 => 1.8547120822367
421 => 1.8462809969681
422 => 1.8000195234969
423 => 1.8379969942108
424 => 1.8254404547274
425 => 1.8155365910656
426 => 1.8609081104588
427 => 1.8110202611267
428 => 1.8542144127774
429 => 1.7988174664991
430 => 1.8223021761698
501 => 1.8089711191332
502 => 1.8175979468288
503 => 1.7671656883952
504 => 1.7943777108721
505 => 1.7660335787953
506 => 1.7660201399862
507 => 1.7653944416996
508 => 1.7987411873908
509 => 1.7998286235706
510 => 1.7751853281207
511 => 1.7716338442457
512 => 1.7847655415395
513 => 1.7693917632055
514 => 1.7765850573266
515 => 1.7696096407565
516 => 1.7680393275618
517 => 1.7555268048598
518 => 1.7501360660408
519 => 1.752249913634
520 => 1.7450342620354
521 => 1.7406865709458
522 => 1.7645295765121
523 => 1.7517912204621
524 => 1.7625772407537
525 => 1.7502852093272
526 => 1.7076756730196
527 => 1.6831704781015
528 => 1.6026850139227
529 => 1.6255105917219
530 => 1.6406439734176
531 => 1.6356423908574
601 => 1.6463877255521
602 => 1.6470474018324
603 => 1.6435539839874
604 => 1.6395090536575
605 => 1.6375402052716
606 => 1.652214388093
607 => 1.6607332451312
608 => 1.6421628107292
609 => 1.6378120177769
610 => 1.656587752259
611 => 1.6680409394467
612 => 1.7526048386509
613 => 1.7463400718601
614 => 1.7620634071067
615 => 1.7602932008522
616 => 1.7767737611144
617 => 1.8037125119386
618 => 1.7489384993197
619 => 1.7584453739675
620 => 1.7561145078497
621 => 1.7815622929383
622 => 1.7816417381457
623 => 1.7663845197739
624 => 1.7746557053733
625 => 1.7700389564798
626 => 1.7783820457214
627 => 1.7462564020801
628 => 1.7853819682863
629 => 1.8075636431294
630 => 1.8078716357061
701 => 1.818385573537
702 => 1.8290683432995
703 => 1.8495729895854
704 => 1.8284964798435
705 => 1.7905818905747
706 => 1.7933192014565
707 => 1.7710898916406
708 => 1.7714635703547
709 => 1.7694688440933
710 => 1.7754551677597
711 => 1.7475700634847
712 => 1.7541146417221
713 => 1.7449521938648
714 => 1.7584254565952
715 => 1.7439304531074
716 => 1.7561133838354
717 => 1.7613711328671
718 => 1.7807723399853
719 => 1.7410648790414
720 => 1.6600986782179
721 => 1.6771187552513
722 => 1.6519447244207
723 => 1.6542746768183
724 => 1.6589815514708
725 => 1.6437250307286
726 => 1.646635494098
727 => 1.6465315118658
728 => 1.6456354491647
729 => 1.6416666388849
730 => 1.635911078774
731 => 1.658839458788
801 => 1.6627354373411
802 => 1.6713957150552
803 => 1.6971628272099
804 => 1.6945880850753
805 => 1.6987875963218
806 => 1.6896200868499
807 => 1.6546999312897
808 => 1.6565962637425
809 => 1.6329489676688
810 => 1.6707910005283
811 => 1.6618295076567
812 => 1.6560519749045
813 => 1.6544755215645
814 => 1.6803065054063
815 => 1.6880355406228
816 => 1.6832193245521
817 => 1.6733411248797
818 => 1.6923101884783
819 => 1.6973855096568
820 => 1.698521686898
821 => 1.7321312306376
822 => 1.7004000870376
823 => 1.7080380886825
824 => 1.7676275971528
825 => 1.7135881357604
826 => 1.7422140436837
827 => 1.7408129544529
828 => 1.7554570002986
829 => 1.7396117152659
830 => 1.7398081365643
831 => 1.7528110572017
901 => 1.7345508002556
902 => 1.7300293038411
903 => 1.7237828889282
904 => 1.7374217073701
905 => 1.7455975621953
906 => 1.8114889475831
907 => 1.8540577875558
908 => 1.8522097619453
909 => 1.8690972566667
910 => 1.8614892856229
911 => 1.8369211402415
912 => 1.8788559686415
913 => 1.865586034308
914 => 1.8666799915715
915 => 1.8666392744275
916 => 1.8754626206815
917 => 1.8692104712127
918 => 1.8568868428398
919 => 1.8650678424734
920 => 1.8893624866243
921 => 1.9647738075194
922 => 2.0069749817594
923 => 1.9622332438408
924 => 1.9930954955413
925 => 1.9745891418657
926 => 1.9712259868865
927 => 1.9906097616569
928 => 2.010027465159
929 => 2.008790641391
930 => 1.9946943857585
1001 => 1.986731768631
1002 => 2.0470273731931
1003 => 2.0914521475256
1004 => 2.0884226757436
1005 => 2.1017937789524
1006 => 2.1410517515261
1007 => 2.1446410085413
1008 => 2.1441888446555
1009 => 2.1352924966431
1010 => 2.1739470689338
1011 => 2.2061933932012
1012 => 2.1332332491184
1013 => 2.1610155168667
1014 => 2.1734878719477
1015 => 2.1918009895876
1016 => 2.222698288681
1017 => 2.2562609506002
1018 => 2.2610070789915
1019 => 2.2576394737747
1020 => 2.2355039960262
1021 => 2.2722286611841
1022 => 2.2937411087342
1023 => 2.3065512789467
1024 => 2.3390357391965
1025 => 2.1735648969666
1026 => 2.0564364104018
1027 => 2.0381451058689
1028 => 2.0753411929067
1029 => 2.0851495044253
1030 => 2.0811957863507
1031 => 1.949357025866
1101 => 2.0374510020796
1102 => 2.1322327133336
1103 => 2.1358736648735
1104 => 2.1833233713194
1105 => 2.1987749407674
1106 => 2.2369781738315
1107 => 2.2345885512017
1108 => 2.2438904305066
1109 => 2.2417520895405
1110 => 2.312515534152
1111 => 2.3905781220316
1112 => 2.3878750628372
1113 => 2.3766526422349
1114 => 2.3933198505364
1115 => 2.4738888069235
1116 => 2.4664713085106
1117 => 2.4736767763977
1118 => 2.5686721166455
1119 => 2.6921795718973
1120 => 2.6347979589871
1121 => 2.7592995478879
1122 => 2.8376666985553
1123 => 2.97319458232
1124 => 2.9562258237838
1125 => 3.0089858343838
1126 => 2.9258482045171
1127 => 2.7349474014561
1128 => 2.7047366186327
1129 => 2.7652193709039
1130 => 2.9139103155419
1201 => 2.7605365639111
1202 => 2.7915638741116
1203 => 2.7826280066866
1204 => 2.7821518522865
1205 => 2.800324729078
1206 => 2.7739640234584
1207 => 2.6665657665636
1208 => 2.7157857547966
1209 => 2.6967795536018
1210 => 2.7178683508335
1211 => 2.8316758918115
1212 => 2.7813588651122
1213 => 2.7283539649079
1214 => 2.7948338724931
1215 => 2.8794856398239
1216 => 2.8741882843582
1217 => 2.8639092006319
1218 => 2.9218518574016
1219 => 3.0175561507797
1220 => 3.0434246367088
1221 => 3.0625202241637
1222 => 3.0651531830512
1223 => 3.0922742959667
1224 => 2.9464372364196
1225 => 3.1778843952822
1226 => 3.217848926019
1227 => 3.2103372506006
1228 => 3.25475614455
1229 => 3.2416869791515
1230 => 3.2227518089783
1231 => 3.2931652040579
]
'min_raw' => 1.2138894866443
'max_raw' => 3.2931652040579
'avg_raw' => 2.2535273453511
'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' => 0.41863911232595
'max_diff' => 1.5178247649136
'year' => 2032
]
7 => [
'items' => [
101 => 3.2124419286671
102 => 3.0978654020277
103 => 3.0350064534466
104 => 3.117784187625
105 => 3.1683336613429
106 => 3.20174364792
107 => 3.2118534896714
108 => 2.9577581522073
109 => 2.8208148580877
110 => 2.9085939395603
111 => 3.0156904771455
112 => 2.9458423097458
113 => 2.9485802256678
114 => 2.8489950947313
115 => 3.0245015515184
116 => 2.9989317370062
117 => 3.1315879799278
118 => 3.0999285029217
119 => 3.2081045193387
120 => 3.179618148843
121 => 3.297863480119
122 => 3.3450347441296
123 => 3.4242426380243
124 => 3.4825082872074
125 => 3.5167229908519
126 => 3.5146688683812
127 => 3.6502445699187
128 => 3.5703003153763
129 => 3.4698714902569
130 => 3.4680550496594
131 => 3.5200685612762
201 => 3.6290746124149
202 => 3.6573382955017
203 => 3.6731338385446
204 => 3.6489424145275
205 => 3.5621686558781
206 => 3.5247001868462
207 => 3.5566244080274
208 => 3.5175838288024
209 => 3.5849788213966
210 => 3.6775265410222
211 => 3.6584158028929
212 => 3.7223001352172
213 => 3.7884136983452
214 => 3.8829590629641
215 => 3.9076767222802
216 => 3.9485340732013
217 => 3.9905897082397
218 => 4.0040968447829
219 => 4.0298861594622
220 => 4.0297502370439
221 => 4.107468072651
222 => 4.1931932520467
223 => 4.2255525227261
224 => 4.2999608813528
225 => 4.1725391747844
226 => 4.2691900029316
227 => 4.3563714692475
228 => 4.2524301310357
301 => 4.3956890505349
302 => 4.4012514697473
303 => 4.4852373958472
304 => 4.4001015699884
305 => 4.3495481883566
306 => 4.4954939069171
307 => 4.5661124428814
308 => 4.5448415651363
309 => 4.3829691352228
310 => 4.288752437978
311 => 4.0421691682447
312 => 4.3342577028483
313 => 4.4765255077143
314 => 4.3826006959775
315 => 4.4299709077375
316 => 4.6884074232574
317 => 4.7868033158422
318 => 4.7663376580237
319 => 4.7697960173017
320 => 4.8228886549286
321 => 5.0583306488161
322 => 4.917248348576
323 => 5.0251004808566
324 => 5.0823048629285
325 => 5.1354394810316
326 => 5.0049576523388
327 => 4.8352027103681
328 => 4.7814341944182
329 => 4.373261724506
330 => 4.3520145748439
331 => 4.340087905884
401 => 4.2648919451528
402 => 4.2058085179252
403 => 4.1588231829668
404 => 4.0355196330273
405 => 4.0771309615182
406 => 3.8806108383655
407 => 4.0063374489131
408 => 3.6926865872171
409 => 3.9539043450232
410 => 3.8117353955633
411 => 3.907198021504
412 => 3.9068649613952
413 => 3.7310880005854
414 => 3.6297035179618
415 => 3.6943096562326
416 => 3.7635725649006
417 => 3.7748102388036
418 => 3.8646114078384
419 => 3.8896729838464
420 => 3.8137352385292
421 => 3.686186870264
422 => 3.7158134471435
423 => 3.629103136327
424 => 3.477146651885
425 => 3.5862844519169
426 => 3.6235488952981
427 => 3.6400069964038
428 => 3.4905752462752
429 => 3.4436205460637
430 => 3.4186222576592
501 => 3.666897107806
502 => 3.6804981645458
503 => 3.6109132352692
504 => 3.9254437139132
505 => 3.8542557795999
506 => 3.9337901436952
507 => 3.7131251458228
508 => 3.7215548459063
509 => 3.6170884996001
510 => 3.6755826730878
511 => 3.6342408766219
512 => 3.6708569219207
513 => 3.6928044284991
514 => 3.7972536329059
515 => 3.9550969871584
516 => 3.7816524048416
517 => 3.7060801165539
518 => 3.7529647391729
519 => 3.8778246675905
520 => 4.0669938506054
521 => 3.955001886876
522 => 4.0047020186322
523 => 4.015559286416
524 => 3.9329805585298
525 => 4.0700386460916
526 => 4.1434891886739
527 => 4.2188342469151
528 => 4.2842542498654
529 => 4.1887397737803
530 => 4.2909539546537
531 => 4.2085873681015
601 => 4.134696025063
602 => 4.1348080877294
603 => 4.0884549688611
604 => 3.9986399601849
605 => 3.9820766945755
606 => 4.0682408939852
607 => 4.1373364221317
608 => 4.1430274607751
609 => 4.1812822954135
610 => 4.2039211124963
611 => 4.4258122958875
612 => 4.5150587654275
613 => 4.6241876590319
614 => 4.6666995132583
615 => 4.7946449531363
616 => 4.6913186192142
617 => 4.6689633169171
618 => 4.3586095304073
619 => 4.409429945562
620 => 4.4907983336652
621 => 4.3599512651573
622 => 4.442943613282
623 => 4.4593280608201
624 => 4.3555051318387
625 => 4.4109614441316
626 => 4.2636859203322
627 => 3.9583071911197
628 => 4.0703786199144
629 => 4.1529009143423
630 => 4.0351314252681
701 => 4.2462286761249
702 => 4.1229100201061
703 => 4.0838239264876
704 => 3.9313351400833
705 => 4.0033039774345
706 => 4.1006428604464
707 => 4.0404987476048
708 => 4.1653068124352
709 => 4.3420683173302
710 => 4.4680390920479
711 => 4.4777095639454
712 => 4.3967187951883
713 => 4.5265070189977
714 => 4.5274523845152
715 => 4.3810507378577
716 => 4.2913805444478
717 => 4.2710072878373
718 => 4.3219036772624
719 => 4.3837012900163
720 => 4.4811389013637
721 => 4.5400184092123
722 => 4.6935449384033
723 => 4.7350848152519
724 => 4.7807245458047
725 => 4.841713300595
726 => 4.9149459379164
727 => 4.7547170965935
728 => 4.7610832871632
729 => 4.6118804086426
730 => 4.4524357350861
731 => 4.5734343672563
801 => 4.7316239830453
802 => 4.6953351103993
803 => 4.6912518709123
804 => 4.6981187471333
805 => 4.670758122242
806 => 4.5470070298908
807 => 4.4848600060348
808 => 4.5650455222057
809 => 4.6076605554038
810 => 4.6737527554727
811 => 4.6656054967771
812 => 4.8358519063703
813 => 4.902004513154
814 => 4.8850798455091
815 => 4.8881943916706
816 => 5.0079605263922
817 => 5.1411650999868
818 => 5.2659287610497
819 => 5.3928437158069
820 => 5.2398427842721
821 => 5.1621583470244
822 => 5.2423088567073
823 => 5.1997798680694
824 => 5.4441640517003
825 => 5.4610846823421
826 => 5.7054511942148
827 => 5.937384112605
828 => 5.791711202074
829 => 5.9290741954528
830 => 6.0776434721611
831 => 6.3642577114279
901 => 6.2677361188533
902 => 6.1938020916274
903 => 6.1239347931456
904 => 6.269317550165
905 => 6.4563501445243
906 => 6.4966351739734
907 => 6.5619123117466
908 => 6.4932813830867
909 => 6.5759397772087
910 => 6.8677602303982
911 => 6.788907767976
912 => 6.6769245951706
913 => 6.9072888162294
914 => 6.9906567323124
915 => 7.5757764274991
916 => 8.3145142127614
917 => 8.008671918849
918 => 7.8188257375484
919 => 7.8634440933657
920 => 8.1332061246913
921 => 8.2198451273342
922 => 7.9843304518956
923 => 8.0675182167856
924 => 8.5258909801701
925 => 8.7717932613669
926 => 8.4378249344191
927 => 7.5164195657463
928 => 6.6668417356939
929 => 6.8921880332121
930 => 6.8666407563833
1001 => 7.3591051074731
1002 => 6.7870271628255
1003 => 6.7966594882376
1004 => 7.2993074805792
1005 => 7.1652096137906
1006 => 6.9479882435503
1007 => 6.6684276920882
1008 => 6.1516341564894
1009 => 5.6938957101556
1010 => 6.5916262142846
1011 => 6.5529144425296
1012 => 6.4968540602652
1013 => 6.6216103746277
1014 => 7.2273916244748
1015 => 7.2134264059433
1016 => 7.1245868107628
1017 => 7.1919708607109
1018 => 6.9361754937973
1019 => 7.0020997842032
1020 => 6.666707158225
1021 => 6.8183186324005
1022 => 6.9475221840489
1023 => 6.9734617099336
1024 => 7.0319047862568
1025 => 6.5325150978912
1026 => 6.7567264066564
1027 => 6.8884295447974
1028 => 6.2933899752753
1029 => 6.876667525706
1030 => 6.5238218344585
1031 => 6.4040607072847
1101 => 6.5653032876955
1102 => 6.5024668972959
1103 => 6.4484438587069
1104 => 6.4182980749407
1105 => 6.5366968303002
1106 => 6.5311733868455
1107 => 6.3374500428692
1108 => 6.0847458378258
1109 => 6.1695616637712
1110 => 6.1387472790526
1111 => 6.0270719736979
1112 => 6.1023276457792
1113 => 5.7709397519571
1114 => 5.2008041046802
1115 => 5.5774531769985
1116 => 5.5629525974296
1117 => 5.555640747662
1118 => 5.8386821156935
1119 => 5.8114742190327
1120 => 5.7620916201727
1121 => 6.0261650235435
1122 => 5.9297746790247
1123 => 6.2268270084103
1124 => 6.4224848846837
1125 => 6.3728597183915
1126 => 6.5568768967233
1127 => 6.171515649097
1128 => 6.2995171975488
1129 => 6.3258981392822
1130 => 6.022906398737
1201 => 5.8159257674121
1202 => 5.8021225190547
1203 => 5.4432466280254
1204 => 5.6349552322683
1205 => 5.8036508705609
1206 => 5.7228587511291
1207 => 5.6972823797129
1208 => 5.8279465144401
1209 => 5.8381002367711
1210 => 5.6065942915824
1211 => 5.6547317084269
1212 => 5.8554727388484
1213 => 5.6496735495088
1214 => 5.2498393417286
1215 => 5.1506749300587
1216 => 5.1374445695792
1217 => 4.8685028203017
1218 => 5.1573015702195
1219 => 5.0312331765551
1220 => 5.4294817216098
1221 => 5.2020042885243
1222 => 5.1921981910374
1223 => 5.1773748364442
1224 => 4.9458855629973
1225 => 4.9965670019714
1226 => 5.1650398241222
1227 => 5.2251528250479
1228 => 5.21888254656
1229 => 5.1642142153837
1230 => 5.1892410974491
1231 => 5.1086207903727
]
'min_raw' => 2.8208148580877
'max_raw' => 8.7717932613669
'avg_raw' => 5.7963040597273
'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' => 1.6069253714433
'max_diff' => 5.478628057309
'year' => 2033
]
8 => [
'items' => [
101 => 5.0801520819775
102 => 4.990297007347
103 => 4.858234870738
104 => 4.8765989208177
105 => 4.6149492722576
106 => 4.4723886569242
107 => 4.4329297575186
108 => 4.3801636681325
109 => 4.4388898277199
110 => 4.6142080516778
111 => 4.4027370777485
112 => 4.040184925911
113 => 4.0619749279952
114 => 4.1109305931689
115 => 4.019702034992
116 => 3.9333618609101
117 => 4.0084276372745
118 => 3.8548095111004
119 => 4.1294946097977
120 => 4.1220651476741
121 => 4.2244507660559
122 => 4.2884745943944
123 => 4.1409203980346
124 => 4.1038109166791
125 => 4.1249501637911
126 => 3.7755654972848
127 => 4.1958985849047
128 => 4.1995336429012
129 => 4.1684080694279
130 => 4.3922224622574
131 => 4.8645406405874
201 => 4.6868355429449
202 => 4.6180227579728
203 => 4.4872096034388
204 => 4.6615103649387
205 => 4.648126785971
206 => 4.5876011663073
207 => 4.5509950826832
208 => 4.6184429141643
209 => 4.5426375499506
210 => 4.5290208235457
211 => 4.4465182766766
212 => 4.417068621071
213 => 4.3952652684852
214 => 4.3712619196414
215 => 4.4242073259289
216 => 4.3042260697331
217 => 4.1595404366685
218 => 4.1475113917994
219 => 4.1807246422874
220 => 4.1660302513821
221 => 4.1474410407091
222 => 4.1119491750639
223 => 4.1014194966907
224 => 4.1356358431299
225 => 4.097007582937
226 => 4.1540056850418
227 => 4.1385053551182
228 => 4.0519217721804
301 => 3.9440065704918
302 => 3.943045898837
303 => 3.9197957456496
304 => 3.8901831798815
305 => 3.8819456415286
306 => 4.0021058069646
307 => 4.250833753326
308 => 4.2020025058999
309 => 4.2372880865928
310 => 4.4108582201788
311 => 4.4660309462098
312 => 4.4268706521107
313 => 4.373265626246
314 => 4.3756239753339
315 => 4.5588085760584
316 => 4.5702335749067
317 => 4.5991008611523
318 => 4.6362034818719
319 => 4.4331893888555
320 => 4.3660620298096
321 => 4.3342533630096
322 => 4.2362949807687
323 => 4.3419346976985
324 => 4.2803829585872
325 => 4.2886883911002
326 => 4.2832794672805
327 => 4.2862331054359
328 => 4.1294178297145
329 => 4.1865530742191
330 => 4.0915546486673
331 => 3.9643624209271
401 => 3.9639360279804
402 => 3.9950661455267
403 => 3.9765487334886
404 => 3.9267188538201
405 => 3.9337969530366
406 => 3.8717853559739
407 => 3.9413262836762
408 => 3.9433204686533
409 => 3.916543423568
410 => 4.0236808174921
411 => 4.0675750951985
412 => 4.0499498705035
413 => 4.0663384624487
414 => 4.2040316646903
415 => 4.2264816646313
416 => 4.2364524716414
417 => 4.2230929111267
418 => 4.0688552414187
419 => 4.0756963379395
420 => 4.0255009108089
421 => 3.9830910643475
422 => 3.9847872357956
423 => 4.0065914097709
424 => 4.1018115163191
425 => 4.3021966170179
426 => 4.3098010851098
427 => 4.3190179222752
428 => 4.2815284135123
429 => 4.2702212189432
430 => 4.2851383272144
501 => 4.3603924352888
502 => 4.5539664325472
503 => 4.4855444535435
504 => 4.429916319562
505 => 4.478717190301
506 => 4.4712046787646
507 => 4.4077915210729
508 => 4.4060117249406
509 => 4.2843016009174
510 => 4.2393081392714
511 => 4.2017082350178
512 => 4.1606501211432
513 => 4.136309494958
514 => 4.1737077593953
515 => 4.1822611849554
516 => 4.1004892261533
517 => 4.0893440103263
518 => 4.1561207570545
519 => 4.1267348005075
520 => 4.1569589855527
521 => 4.1639712557415
522 => 4.1628421187348
523 => 4.1321598051441
524 => 4.151715796867
525 => 4.1054600465206
526 => 4.0551638654079
527 => 4.0230780354208
528 => 3.9950788931893
529 => 4.010614444619
530 => 3.9552330404516
531 => 3.937515414651
601 => 4.1450906668951
602 => 4.2984287375378
603 => 4.2961991412621
604 => 4.2826270473395
605 => 4.2624616687691
606 => 4.358917212244
607 => 4.3253140295869
608 => 4.3497631526098
609 => 4.3559864805456
610 => 4.3748226198609
611 => 4.3815549206452
612 => 4.3612052317914
613 => 4.2929091904931
614 => 4.1227219489705
615 => 4.0434993286301
616 => 4.0173545443606
617 => 4.0183048576128
618 => 3.9920909757325
619 => 3.99981213877
620 => 3.9894058703266
621 => 3.9696989154414
622 => 4.0093975956876
623 => 4.0139724987671
624 => 4.0047063524338
625 => 4.0068888653347
626 => 3.9301691313174
627 => 3.9360019660682
628 => 3.9035240009748
629 => 3.8974347740475
630 => 3.8153333064712
701 => 3.6698786558618
702 => 3.750474651924
703 => 3.6531260221929
704 => 3.6162586210413
705 => 3.7907831640358
706 => 3.7732657404765
707 => 3.7432835259839
708 => 3.6989335819083
709 => 3.6824837562421
710 => 3.5825398228766
711 => 3.5766346021132
712 => 3.6261695142024
713 => 3.6033108566655
714 => 3.5712086442331
715 => 3.454937684952
716 => 3.3242106307285
717 => 3.3281564587745
718 => 3.3697383024597
719 => 3.49064312105
720 => 3.4434035167522
721 => 3.4091306418221
722 => 3.4027123625865
723 => 3.4830505647974
724 => 3.5967459522995
725 => 3.6500892843246
726 => 3.5972276623488
727 => 3.5365030772949
728 => 3.5401991014165
729 => 3.5647870940495
730 => 3.5673709444197
731 => 3.5278454821379
801 => 3.5389716682485
802 => 3.5220699741467
803 => 3.4183443086418
804 => 3.4164682402705
805 => 3.3910122891533
806 => 3.3902414930703
807 => 3.3469345699354
808 => 3.3408756320222
809 => 3.2548871075954
810 => 3.3114850147704
811 => 3.2735221101609
812 => 3.2163030583706
813 => 3.2064384722748
814 => 3.2061419309049
815 => 3.2648931031477
816 => 3.3107984731161
817 => 3.2741824911399
818 => 3.2658457418149
819 => 3.354860413891
820 => 3.3435324854826
821 => 3.3337225725382
822 => 3.5865657773706
823 => 3.3864206511444
824 => 3.2991459522254
825 => 3.1911269392972
826 => 3.2262984745858
827 => 3.2337096338484
828 => 2.9739433796468
829 => 2.8685562426691
830 => 2.8323913486888
831 => 2.8115779409066
901 => 2.8210628721913
902 => 2.726202088233
903 => 2.7899501039055
904 => 2.7078086833801
905 => 2.6940374069178
906 => 2.8409164421865
907 => 2.8613538018893
908 => 2.7741616760073
909 => 2.8301531359465
910 => 2.809849854233
911 => 2.7092167622749
912 => 2.705373318369
913 => 2.6548791702486
914 => 2.5758656060339
915 => 2.5397542869709
916 => 2.52094719847
917 => 2.5287073697283
918 => 2.5247835896749
919 => 2.4991782706796
920 => 2.5262512565872
921 => 2.4570909649235
922 => 2.4295507795206
923 => 2.4171115167016
924 => 2.3557277771321
925 => 2.45341660426
926 => 2.4726625338556
927 => 2.4919463838779
928 => 2.6597991326783
929 => 2.6514136836952
930 => 2.7272140586234
1001 => 2.7242685954416
1002 => 2.7026491006275
1003 => 2.6114400082407
1004 => 2.6477943268203
1005 => 2.5359013849478
1006 => 2.6197391849792
1007 => 2.5814791141951
1008 => 2.6068034165609
1009 => 2.5612680375069
1010 => 2.5864691963851
1011 => 2.4772264577397
1012 => 2.3752171254794
1013 => 2.416268658619
1014 => 2.460896369954
1015 => 2.5576606190576
1016 => 2.5000286305792
1017 => 2.5207552729428
1018 => 2.4513244906228
1019 => 2.3080689547741
1020 => 2.3088797655495
1021 => 2.2868430223507
1022 => 2.2678000588097
1023 => 2.5066483577345
1024 => 2.4769437961304
1025 => 2.4296134648511
1026 => 2.492966994101
1027 => 2.5097186727904
1028 => 2.5101955695326
1029 => 2.556416669082
1030 => 2.5810848781972
1031 => 2.5854327569719
1101 => 2.6581626557859
1102 => 2.6825407585378
1103 => 2.7829507136547
1104 => 2.578991953001
1105 => 2.5747915565441
1106 => 2.4938585081794
1107 => 2.4425294894057
1108 => 2.4973730500087
1109 => 2.5459569578105
1110 => 2.4953681456219
1111 => 2.5019739765056
1112 => 2.4340626294003
1113 => 2.4583377404646
1114 => 2.4792467363237
1115 => 2.4677020177843
1116 => 2.45041901536
1117 => 2.5419736314143
1118 => 2.5368077611711
1119 => 2.6220655244724
1120 => 2.6885300478068
1121 => 2.8076463555769
1122 => 2.6833422787453
1123 => 2.6788121441216
1124 => 2.7230949367247
1125 => 2.682533979073
1126 => 2.7081671041922
1127 => 2.8035164628336
1128 => 2.8055310445322
1129 => 2.7717842054397
1130 => 2.769730707214
1201 => 2.7762121568117
1202 => 2.8141742095497
1203 => 2.800909101867
1204 => 2.8162598203088
1205 => 2.8354561287789
1206 => 2.9148601996774
1207 => 2.9340042523498
1208 => 2.8874941294092
1209 => 2.891693472759
1210 => 2.8742974100477
1211 => 2.8574930314407
1212 => 2.8952668204669
1213 => 2.9642991623579
1214 => 2.9638697157418
1215 => 2.9798838772635
1216 => 2.9898605672231
1217 => 2.9470333105332
1218 => 2.91915434123
1219 => 2.9298449120457
1220 => 2.9469393675905
1221 => 2.9243014105059
1222 => 2.7845694524579
1223 => 2.8269552024176
1224 => 2.8199001410671
1225 => 2.8098528757791
1226 => 2.8524720751229
1227 => 2.8483613493759
1228 => 2.725229153784
1229 => 2.7331116774444
1230 => 2.7257085161555
1231 => 2.7496296448241
]
'min_raw' => 2.2678000588097
'max_raw' => 5.0801520819775
'avg_raw' => 3.6739760703936
'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' => -0.55301479927792
'max_diff' => -3.6916411793894
'year' => 2034
]
9 => [
'items' => [
101 => 2.6812421596225
102 => 2.7022776894737
103 => 2.7154709766006
104 => 2.7232419240739
105 => 2.7513159149362
106 => 2.7480217561373
107 => 2.7511111454
108 => 2.79273746259
109 => 3.0032690905096
110 => 3.0147278625054
111 => 2.9583006783491
112 => 2.9808422254425
113 => 2.9375673843175
114 => 2.966618075081
115 => 2.9864938198938
116 => 2.8966791509706
117 => 2.8913609091694
118 => 2.8479074573813
119 => 2.8712568810429
120 => 2.8341062691144
121 => 2.8432217298084
122 => 2.8177341070363
123 => 2.863606753491
124 => 2.9148995001159
125 => 2.9278580735253
126 => 2.8937696459018
127 => 2.8690873777655
128 => 2.8257534457628
129 => 2.897818740443
130 => 2.9188928287575
131 => 2.8977080472286
201 => 2.8927990704517
202 => 2.8834965683298
203 => 2.8947726402526
204 => 2.9187780547467
205 => 2.9074575445817
206 => 2.9149349409874
207 => 2.8864388165465
208 => 2.9470474881372
209 => 3.0433086448944
210 => 3.0436181402536
211 => 3.0322975690669
212 => 3.0276654352423
213 => 3.0392810282697
214 => 3.0455820109904
215 => 3.0831447089053
216 => 3.1234509803319
217 => 3.3115427620757
218 => 3.2587273424234
219 => 3.4256135608167
220 => 3.5575988921025
221 => 3.5971755219361
222 => 3.5607668847135
223 => 3.4362149035311
224 => 3.4301037891277
225 => 3.6162370335043
226 => 3.5636458665252
227 => 3.5573903145568
228 => 3.4908418105343
301 => 3.5301802186041
302 => 3.5215763316996
303 => 3.5079946753043
304 => 3.5830496175643
305 => 3.7235457692742
306 => 3.7016481264656
307 => 3.6853025519115
308 => 3.6136810023404
309 => 3.6568131724344
310 => 3.6414546328062
311 => 3.707444665819
312 => 3.6683536321204
313 => 3.5632474367105
314 => 3.5799859447641
315 => 3.577455952945
316 => 3.6295230053048
317 => 3.6138937685701
318 => 3.5744040936323
319 => 3.7230655687015
320 => 3.7134123194091
321 => 3.7270984198657
322 => 3.7331234645435
323 => 3.8236110847091
324 => 3.8606809674101
325 => 3.8690964797828
326 => 3.9043100012612
327 => 3.8682203352897
328 => 4.0126047306713
329 => 4.1086119285371
330 => 4.2201292293434
331 => 4.383085978846
401 => 4.4443592240932
402 => 4.4332907607749
403 => 4.5568427084481
404 => 4.7788628120115
405 => 4.4781673715027
406 => 4.794800400504
407 => 4.6945580392263
408 => 4.45688520392
409 => 4.4415818753049
410 => 4.6025366788127
411 => 4.9595189416673
412 => 4.8700989336815
413 => 4.9596652007665
414 => 4.8551813926195
415 => 4.8499928908863
416 => 4.954590655417
417 => 5.1989890335704
418 => 5.0828845252459
419 => 4.9164202425694
420 => 5.0393348784267
421 => 4.9328548456346
422 => 4.6929255298694
423 => 4.8700305558866
424 => 4.7516054686497
425 => 4.7861682049293
426 => 5.0350801238992
427 => 5.0051303832695
428 => 5.0438881209156
429 => 4.9754817284368
430 => 4.9115793711635
501 => 4.7923008758617
502 => 4.7569883937616
503 => 4.7667474934041
504 => 4.7569835576365
505 => 4.6902483357411
506 => 4.6758368709267
507 => 4.6518171315219
508 => 4.659261853141
509 => 4.6140977158375
510 => 4.6993317743162
511 => 4.7151519666498
512 => 4.77717820648
513 => 4.7836179764634
514 => 4.9563601715023
515 => 4.8612166732895
516 => 4.925047146185
517 => 4.9193375478935
518 => 4.4620362949481
519 => 4.5250483728009
520 => 4.6230753916605
521 => 4.5789143525367
522 => 4.5164809753074
523 => 4.4660626757289
524 => 4.3896737963316
525 => 4.4971896771648
526 => 4.6385616274213
527 => 4.7872034024211
528 => 4.9657867556885
529 => 4.9259290301786
530 => 4.7838649108518
531 => 4.7902378034669
601 => 4.8296325179726
602 => 4.7786127833004
603 => 4.7635660675221
604 => 4.8275653302827
605 => 4.8280060580319
606 => 4.7693016873507
607 => 4.704062522125
608 => 4.7037891676406
609 => 4.6921804883242
610 => 4.857246550881
611 => 4.948016195226
612 => 4.9584227886675
613 => 4.947315748572
614 => 4.9515904074821
615 => 4.8987735514104
616 => 5.0194972220382
617 => 5.1302852005398
618 => 5.1005916556614
619 => 5.0560768107026
620 => 5.0206185925675
621 => 5.0922388263472
622 => 5.0890496900777
623 => 5.1293175641969
624 => 5.1274907808283
625 => 5.1139502093134
626 => 5.1005921392379
627 => 5.1535553771595
628 => 5.1383028152017
629 => 5.1230265618022
630 => 5.0923876969322
701 => 5.0965520275257
702 => 5.0520448686825
703 => 5.0314538204926
704 => 4.7218138605494
705 => 4.639067945475
706 => 4.6651014948058
707 => 4.6736724152063
708 => 4.6376612869242
709 => 4.6892919943809
710 => 4.6812454033142
711 => 4.7125499820564
712 => 4.6929922403451
713 => 4.693794896887
714 => 4.7513100451097
715 => 4.7680069373256
716 => 4.7595147631841
717 => 4.7654623908581
718 => 4.9025229602689
719 => 4.883037330249
720 => 4.8726859776639
721 => 4.8755533730724
722 => 4.9105752871685
723 => 4.9203795109899
724 => 4.8788383257284
725 => 4.8984293888444
726 => 4.9818456491165
727 => 5.0110366192603
728 => 5.1042001834987
729 => 5.0646226455599
730 => 5.1372689293222
731 => 5.3605588386645
801 => 5.5389382687336
802 => 5.3748931730003
803 => 5.7024642798388
804 => 5.9575253737969
805 => 5.9477357041843
806 => 5.9032599027833
807 => 5.612879628462
808 => 5.3456673707055
809 => 5.5692017707506
810 => 5.5697716059066
811 => 5.5505698026998
812 => 5.431309052115
813 => 5.5464197870922
814 => 5.5555568592139
815 => 5.5504425285693
816 => 5.4590055907175
817 => 5.3193982869888
818 => 5.3466772199647
819 => 5.3913606686544
820 => 5.3067655783409
821 => 5.2797323211884
822 => 5.3299922895224
823 => 5.491940379575
824 => 5.4613250312519
825 => 5.4605255407809
826 => 5.591510983835
827 => 5.4977536750361
828 => 5.3470212946688
829 => 5.3089593807102
830 => 5.1738652277347
831 => 5.2671752403837
901 => 5.2705333016224
902 => 5.2194283612997
903 => 5.3511681789206
904 => 5.3499541733088
905 => 5.4750215232557
906 => 5.7141033232025
907 => 5.6433950704574
908 => 5.5611690655508
909 => 5.570109312164
910 => 5.6681617511014
911 => 5.6088770082004
912 => 5.6301962150955
913 => 5.6681294819284
914 => 5.6910155636387
915 => 5.5668163572026
916 => 5.5378595810476
917 => 5.4786241794818
918 => 5.4631707688944
919 => 5.5114167674826
920 => 5.4987056514109
921 => 5.2702510695783
922 => 5.2463762946675
923 => 5.2471084999287
924 => 5.1870742432318
925 => 5.0955075918966
926 => 5.336139284445
927 => 5.3168131918949
928 => 5.2954786814405
929 => 5.2980920372381
930 => 5.4025420992086
1001 => 5.3419557884112
1002 => 5.5030344255672
1003 => 5.469921500235
1004 => 5.4359593533145
1005 => 5.4312647500978
1006 => 5.4181922210476
1007 => 5.3733616548607
1008 => 5.3192260522907
1009 => 5.2834810383284
1010 => 4.8737319741069
1011 => 4.9497790170258
1012 => 5.0372642079978
1013 => 5.0674637453465
1014 => 5.0158053469672
1015 => 5.3754014432904
1016 => 5.4411031152428
1017 => 5.2420884652849
1018 => 5.2048609499923
1019 => 5.3778420729953
1020 => 5.2735133097422
1021 => 5.3204925454469
1022 => 5.2189491341214
1023 => 5.425277506439
1024 => 5.4237056299365
1025 => 5.3434392329673
1026 => 5.4112798420451
1027 => 5.3994908667425
1028 => 5.3088703022517
1029 => 5.4281503399703
1030 => 5.4282095013809
1031 => 5.35095483944
1101 => 5.2607383075132
1102 => 5.244609722424
1103 => 5.2324590001299
1104 => 5.3175042126154
1105 => 5.3937554842004
1106 => 5.5356401963268
1107 => 5.571313384053
1108 => 5.7105482106469
1109 => 5.6276406506309
1110 => 5.6643924981533
1111 => 5.7042918275052
1112 => 5.7234210332457
1113 => 5.6922510190213
1114 => 5.9085400160627
1115 => 5.9268014343366
1116 => 5.9329243299232
1117 => 5.8599928970571
1118 => 5.9247730792566
1119 => 5.8944645772996
1120 => 5.9733188794473
1121 => 5.9856842408863
1122 => 5.975211219658
1123 => 5.9791361805527
1124 => 5.7945716775716
1125 => 5.7850010344367
1126 => 5.6545046361906
1127 => 5.7076828830566
1128 => 5.6082686994404
1129 => 5.6397939611447
1130 => 5.6536899961202
1201 => 5.646431496042
1202 => 5.7106895013464
1203 => 5.6560570697945
1204 => 5.5118731005257
1205 => 5.3676498484309
1206 => 5.3658392429825
1207 => 5.3278678064578
1208 => 5.3004214126659
1209 => 5.3057085618234
1210 => 5.3243411650679
1211 => 5.2993384518931
1212 => 5.3046740484187
1213 => 5.3932805016369
1214 => 5.4110498939175
1215 => 5.3506625559983
1216 => 5.1081986804014
1217 => 5.0486974371553
1218 => 5.0914657508396
1219 => 5.0710252515307
1220 => 4.0927131552789
1221 => 4.3225530707848
1222 => 4.1859899976172
1223 => 4.2489245446977
1224 => 4.10952900983
1225 => 4.1760558654148
1226 => 4.16377078436
1227 => 4.533346567036
1228 => 4.5275761495244
1229 => 4.5303381430235
1230 => 4.3985009969751
1231 => 4.6085211503988
]
'min_raw' => 2.6812421596225
'max_raw' => 5.9856842408863
'avg_raw' => 4.3334632002544
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$2.68'
'max' => '$5.98'
'avg' => '$4.33'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.4134421008127
'max_diff' => 0.90553215890884
'year' => 2035
]
10 => [
'items' => [
101 => 4.7119846300558
102 => 4.6928362935626
103 => 4.6976555173232
104 => 4.6148452862637
105 => 4.5311399270744
106 => 4.438297801571
107 => 4.6107869951228
108 => 4.5916091412885
109 => 4.6355962380102
110 => 4.7474678098108
111 => 4.7639413237171
112 => 4.7860818934652
113 => 4.7781460752836
114 => 4.9672094602104
115 => 4.9443126368154
116 => 4.9994873933317
117 => 4.8859887330588
118 => 4.7575542255683
119 => 4.7819654266018
120 => 4.7796144316398
121 => 4.749683567427
122 => 4.722663321515
123 => 4.6776822249787
124 => 4.8200090703694
125 => 4.8142308603659
126 => 4.9077733638886
127 => 4.8912388177676
128 => 4.7808170720815
129 => 4.7847608063308
130 => 4.8112843144514
131 => 4.9030824788967
201 => 4.9303344241997
202 => 4.9177102373331
203 => 4.9475907512593
204 => 4.9712070911399
205 => 4.9505565999448
206 => 5.242924007236
207 => 5.1215126759441
208 => 5.1806877140412
209 => 5.1948006119477
210 => 5.1586507207223
211 => 5.1664903376986
212 => 5.1783652212498
213 => 5.2504671888324
214 => 5.4396836146414
215 => 5.5234862815925
216 => 5.7756107398656
217 => 5.5165276366917
218 => 5.5011547175418
219 => 5.546569945906
220 => 5.6945936929966
221 => 5.81455303685
222 => 5.8543504718267
223 => 5.8596103598429
224 => 5.9342729935427
225 => 5.9770682228037
226 => 5.9252069859893
227 => 5.8812600178869
228 => 5.7238474330427
229 => 5.7420683683587
301 => 5.8675925438535
302 => 6.0449028350769
303 => 6.1970535109383
304 => 6.143775647238
305 => 6.5502481389605
306 => 6.5905482262236
307 => 6.5849800572216
308 => 6.676789653464
309 => 6.4945663016221
310 => 6.4166622882985
311 => 5.89076185121
312 => 6.0385184228318
313 => 6.2532912771233
314 => 6.2248652845009
315 => 6.0688914968196
316 => 6.1969351908338
317 => 6.1545999412962
318 => 6.1212083734947
319 => 6.274181618867
320 => 6.1059812517856
321 => 6.2516133497951
322 => 6.0648386777268
323 => 6.1440190160316
324 => 6.0990724264878
325 => 6.1281583783695
326 => 5.9581224979927
327 => 6.0498697316563
328 => 5.9543055114354
329 => 5.9542602015522
330 => 5.9521506160942
331 => 6.0645814973875
401 => 6.06824786439
402 => 5.9851612732406
403 => 5.9731871973995
404 => 6.0174616316513
405 => 5.9656278646352
406 => 5.9898805579842
407 => 5.9663624540101
408 => 5.9610680334385
409 => 5.9188811895524
410 => 5.9007059372548
411 => 5.9078329219992
412 => 5.883504848854
413 => 5.8688463047992
414 => 5.9492346627314
415 => 5.9062864059453
416 => 5.9426522264143
417 => 5.9012087842575
418 => 5.7575477576939
419 => 5.6749267821293
420 => 5.4035644203349
421 => 5.4805224495158
422 => 5.5315457024816
423 => 5.5146825176808
424 => 5.5509111638192
425 => 5.5531353084552
426 => 5.5413570062883
427 => 5.527719241273
428 => 5.5210811314792
429 => 5.5705561633805
430 => 5.5992780846523
501 => 5.5366665685198
502 => 5.5219975663182
503 => 5.5853012660047
504 => 5.6239164862441
505 => 5.9090295764738
506 => 5.8879074778465
507 => 5.9409198003987
508 => 5.9349514264197
509 => 5.9905167859796
510 => 6.0813426651871
511 => 5.8966682574431
512 => 5.9287213490669
513 => 5.9208626712147
514 => 6.0066616553488
515 => 6.006929510412
516 => 5.9554887334465
517 => 5.9833756131708
518 => 5.9678099219452
519 => 5.9959392298191
520 => 5.8876253793418
521 => 6.0195399574656
522 => 6.0943270228741
523 => 6.0953654413499
524 => 6.1308139168067
525 => 6.166831620908
526 => 6.2359644674497
527 => 6.1649035433399
528 => 6.0370718585079
529 => 6.046300893259
530 => 5.9713532232138
531 => 5.9726131070877
601 => 5.9658877482301
602 => 5.986071056423
603 => 5.8920544804842
604 => 5.9141199829394
605 => 5.8832281502867
606 => 5.9286541962558
607 => 5.8797832799875
608 => 5.9208588815223
609 => 5.938585749467
610 => 6.0039982738149
611 => 5.870121796956
612 => 5.597138598
613 => 5.6545229760219
614 => 5.5696469734819
615 => 5.5775025706627
616 => 5.5933721271769
617 => 5.5419337023184
618 => 5.5517465327704
619 => 5.5513959494148
620 => 5.548374811457
621 => 5.534993690505
622 => 5.5155884177507
623 => 5.5928930517761
624 => 5.6060286154767
625 => 5.6352273464311
626 => 5.7221029640628
627 => 5.7134220411932
628 => 5.7275809865615
629 => 5.6966720883217
630 => 5.5789363458031
701 => 5.5853299630657
702 => 5.5056014533515
703 => 5.6331885091835
704 => 5.6029742102957
705 => 5.583494855247
706 => 5.578179732747
707 => 5.6652706982312
708 => 5.6913296800877
709 => 5.6750914713479
710 => 5.6417864314785
711 => 5.705741953779
712 => 5.7228537534797
713 => 5.7266844543738
714 => 5.8400013776352
715 => 5.7330176115902
716 => 5.7587696674044
717 => 5.9596798556185
718 => 5.7774820386191
719 => 5.8739962857799
720 => 5.8692724156173
721 => 5.9186458386006
722 => 5.8652223538304
723 => 5.8658846019516
724 => 5.9097248567155
725 => 5.8481591255312
726 => 5.8329145846892
727 => 5.8118543606994
728 => 5.8578385893082
729 => 5.8854040546715
730 => 6.1075614608959
731 => 6.2510852769254
801 => 6.2448545295545
802 => 6.3017918970548
803 => 6.2761410915094
804 => 6.1933078740626
805 => 6.3346940758096
806 => 6.2899535657269
807 => 6.2936419190184
808 => 6.2935046383247
809 => 6.3232531662464
810 => 6.3021736078013
811 => 6.2606236343338
812 => 6.2882064457776
813 => 6.3701175347302
814 => 6.6243720681783
815 => 6.7666562735204
816 => 6.6158063803594
817 => 6.7198606167013
818 => 6.6574651532115
819 => 6.6461260413912
820 => 6.7114797913616
821 => 6.7769479344198
822 => 6.7727778967336
823 => 6.7252513866996
824 => 6.698404867122
825 => 6.9016957076078
826 => 7.0514769359086
827 => 7.0412628602845
828 => 7.0863444682936
829 => 7.21870546373
830 => 7.2308068943507
831 => 7.2292823922406
901 => 7.1992877337935
902 => 7.3296143230478
903 => 7.4383350566819
904 => 7.1923448369921
905 => 7.2860146924015
906 => 7.3280661083491
907 => 7.389810063053
908 => 7.4939824641269
909 => 7.6071413220578
910 => 7.623143225293
911 => 7.6117891091861
912 => 7.5371578005072
913 => 7.6609775731213
914 => 7.7335082919876
915 => 7.7766986752365
916 => 7.8862223009612
917 => 7.328325803578
918 => 6.9334189334751
919 => 6.8717485231842
920 => 6.9971577275798
921 => 7.0302271346593
922 => 7.0168968981311
923 => 6.5723933124684
924 => 6.8694083037978
925 => 7.1889714607384
926 => 7.2012471830584
927 => 7.3612271811734
928 => 7.4133232263613
929 => 7.5421280939015
930 => 7.5340713143671
1001 => 7.5654332498801
1002 => 7.5582236840187
1003 => 7.7968075780721
1004 => 8.0600010432643
1005 => 8.0508874904686
1006 => 8.0130503158835
1007 => 8.0692449723394
1008 => 8.3408888339435
1009 => 8.3158802201711
1010 => 8.3401739582223
1011 => 8.6604573802307
1012 => 9.0768713886271
1013 => 8.883405274444
1014 => 9.3031710738465
1015 => 9.5673913937414
1016 => 10.024333116109
1017 => 9.9671217619829
1018 => 10.145005821307
1019 => 9.8647014977278
1020 => 9.221066111939
1021 => 9.1192083484006
1022 => 9.3231301704538
1023 => 9.8244520715712
1024 => 9.3073417597345
1025 => 9.4119525023331
1026 => 9.3818246014272
1027 => 9.3802192136232
1028 => 9.4414903365156
1029 => 9.3526133770733
1030 => 8.9905126556457
1031 => 9.156461282403
1101 => 9.0923805481044
1102 => 9.1634829003439
1103 => 9.5471929705399
1104 => 9.3775456020007
1105 => 9.1988358802777
1106 => 9.4229775301803
1107 => 9.7083868739336
1108 => 9.6905264701314
1109 => 9.6558698216856
1110 => 9.8512275344118
1111 => 10.173901241396
1112 => 10.261118647786
1113 => 10.325500754102
1114 => 10.334377958818
1115 => 10.425818684549
1116 => 9.9341188562672
1117 => 10.714459111497
1118 => 10.849202317111
1119 => 10.823876178989
1120 => 10.973637581168
1121 => 10.929573977567
1122 => 10.865732729316
1123 => 11.103136406933
1124 => 10.830972248034
1125 => 10.444669488992
1126 => 10.232736155179
1127 => 10.511827065318
1128 => 10.68225814521
1129 => 10.794902247565
1130 => 10.828988284877
1201 => 9.9722881142468
1202 => 9.5105742370468
1203 => 9.8065275387716
1204 => 10.167610992482
1205 => 9.9321130194503
1206 => 9.9413440941365
1207 => 9.6055858723723
1208 => 10.197318144899
1209 => 10.111107730044
1210 => 10.558367514817
1211 => 10.451625377697
1212 => 10.816348369655
1213 => 10.720304582674
1214 => 11.118976972697
1215 => 11.278018182701
1216 => 11.545073127085
1217 => 11.741519831284
1218 => 11.856877093416
1219 => 11.849951476092
1220 => 12.307054419418
1221 => 12.037516783699
1222 => 11.698913988092
1223 => 11.692789731798
1224 => 11.868156917681
1225 => 12.235678429655
1226 => 12.330971410489
1227 => 12.384227186668
1228 => 12.302664111604
1229 => 12.010100325967
1230 => 11.883772766661
1231 => 11.991407507251
]
'min_raw' => 4.438297801571
'max_raw' => 12.384227186668
'avg_raw' => 8.4112624941196
'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' => 1.7570556419486
'max_diff' => 6.398542945782
'year' => 2036
]
11 => [
'items' => [
101 => 11.859779468668
102 => 12.087006391567
103 => 12.39903748976
104 => 12.334604301888
105 => 12.549994788581
106 => 12.772901282569
107 => 13.091667580328
108 => 13.175004894444
109 => 13.312758305644
110 => 13.454551815406
111 => 13.5000920693
112 => 13.587042544294
113 => 13.58658427237
114 => 13.848615381206
115 => 14.137643808679
116 => 14.246745349027
117 => 14.497618325163
118 => 14.068007145168
119 => 14.393872160212
120 => 14.687810560711
121 => 14.337365081978
122 => 14.820372531087
123 => 14.839126615818
124 => 15.122291029374
125 => 14.835249648497
126 => 14.664805392801
127 => 15.156871572533
128 => 15.394966896965
129 => 15.323250647562
130 => 14.777486448537
131 => 14.459828275776
201 => 13.628455565976
202 => 14.613252453362
203 => 15.092918290289
204 => 14.776244229898
205 => 14.935956206129
206 => 15.807292961666
207 => 16.139041583297
208 => 16.070040189096
209 => 16.081700288856
210 => 16.260705823425
211 => 17.054514943852
212 => 16.578846118541
213 => 16.94247711252
214 => 17.135345680558
215 => 17.314492755233
216 => 16.874564159845
217 => 16.302223521079
218 => 16.120939215556
219 => 14.744757235555
220 => 14.673120987041
221 => 14.632909389949
222 => 14.37938095833
223 => 14.180177058359
224 => 14.021762721135
225 => 13.606036193735
226 => 13.746331692952
227 => 13.083750377146
228 => 13.507646422559
301 => 12.450150643947
302 => 13.330864552032
303 => 12.851532013009
304 => 13.173390921355
305 => 13.172267985945
306 => 12.579623690219
307 => 12.237798828615
308 => 12.455622934452
309 => 12.689147666808
310 => 12.727036268961
311 => 13.02980718008
312 => 13.114304033334
313 => 12.858274623193
314 => 12.428236394444
315 => 12.528124466855
316 => 12.235774600016
317 => 11.723442703457
318 => 12.091408416022
319 => 12.217048088603
320 => 12.272537725548
321 => 11.768718146998
322 => 11.610407096963
323 => 11.526123622282
324 => 12.363199613548
325 => 12.409056525942
326 => 12.174446078622
327 => 13.234907547186
328 => 12.994892456466
329 => 13.263048117926
330 => 12.519060671261
331 => 12.547481993635
401 => 12.195266413456
402 => 12.392483603303
403 => 12.253096850126
404 => 12.376550403301
405 => 12.450547954057
406 => 12.802705739125
407 => 13.334885628258
408 => 12.750105109463
409 => 12.495307863212
410 => 12.653382641752
411 => 13.074356607854
412 => 13.712153715759
413 => 13.334564991016
414 => 13.502132455185
415 => 13.538738491548
416 => 13.260318545017
417 => 13.722419456322
418 => 13.970063088791
419 => 14.224094213075
420 => 14.444662320501
421 => 14.122628595772
422 => 14.467250842953
423 => 14.189546145741
424 => 13.940416323758
425 => 13.940794150862
426 => 13.784511374326
427 => 13.48169380189
428 => 13.425849595478
429 => 13.71635820958
430 => 13.949318606822
501 => 13.968506340944
502 => 14.097485186794
503 => 14.17381353918
504 => 14.921935155932
505 => 15.222835858975
506 => 15.590771542899
507 => 15.734103227506
508 => 16.16548021092
509 => 15.817108262087
510 => 15.741735799595
511 => 14.695356340168
512 => 14.86670091803
513 => 15.141040119479
514 => 14.699880092555
515 => 14.979694588598
516 => 15.034935897398
517 => 14.684889643652
518 => 14.871864472383
519 => 14.375314761445
520 => 13.345709055043
521 => 13.723565701801
522 => 14.001795378988
523 => 13.604727324171
524 => 14.316456443774
525 => 13.900678985173
526 => 13.768897491634
527 => 13.254770901845
528 => 13.497418861678
529 => 13.825603701737
530 => 13.622823626164
531 => 14.04362273056
601 => 14.639586485408
602 => 15.064305747367
603 => 15.09691041854
604 => 14.823844387081
605 => 15.261434445179
606 => 15.264621811024
607 => 14.771018437882
608 => 14.468689120227
609 => 14.39999926315
610 => 14.571599993569
611 => 14.77995495954
612 => 15.108472669075
613 => 15.306989040622
614 => 15.82461445267
615 => 15.964669047687
616 => 16.11854658571
617 => 16.324174430584
618 => 16.571083380252
619 => 16.030860654912
620 => 16.052324710891
621 => 15.549276788946
622 => 15.011697939979
623 => 15.419653276195
624 => 15.953000610274
625 => 15.83065014254
626 => 15.816883215527
627 => 15.840035368136
628 => 15.747787111057
629 => 15.33055166317
630 => 15.121018633273
701 => 15.391369699417
702 => 15.535049259131
703 => 15.757883726073
704 => 15.730414674558
705 => 16.304412330726
706 => 16.527450463125
707 => 16.470387764517
708 => 16.480888674351
709 => 16.88468855937
710 => 17.33379707929
711 => 17.754446473285
712 => 18.182349104168
713 => 17.666495781314
714 => 17.404577277379
715 => 17.674810316705
716 => 17.531420862233
717 => 18.355379199704
718 => 18.412428287273
719 => 19.236327043177
720 => 20.018305070569
721 => 19.527158682156
722 => 19.99028760471
723 => 20.491199293908
724 => 21.457539212363
725 => 21.132109924076
726 => 20.882836189375
727 => 20.647273714564
728 => 21.137441830155
729 => 21.768035280236
730 => 21.903859069635
731 => 22.123945497141
801 => 21.892551529506
802 => 22.171240076313
803 => 23.155133108495
804 => 22.889276526135
805 => 22.511717440606
806 => 23.288406495423
807 => 23.569487245058
808 => 25.542259149133
809 => 28.03296516917
810 => 27.001796522017
811 => 26.361716867125
812 => 26.512150768917
813 => 27.421672291715
814 => 27.713781738067
815 => 26.919727566717
816 => 27.200200924028
817 => 28.745636698343
818 => 29.574713407747
819 => 28.448715876518
820 => 25.342133345569
821 => 22.477722375918
822 => 23.237493151177
823 => 23.151358723694
824 => 24.811736666157
825 => 22.882935934571
826 => 22.915411992205
827 => 24.610124792147
828 => 24.158004471855
829 => 23.425627456178
830 => 22.483069538629
831 => 20.740664051985
901 => 19.197366921893
902 => 22.224127994107
903 => 22.093608552865
904 => 21.904597060049
905 => 22.325221684131
906 => 24.367655462286
907 => 24.320570752987
908 => 24.021041855253
909 => 24.248231884258
910 => 23.385799945646
911 => 23.608068293437
912 => 22.477268638586
913 => 22.988437308943
914 => 23.42405610403
915 => 23.51151302659
916 => 23.708557938779
917 => 22.02483073818
918 => 22.780774819615
919 => 23.224821145077
920 => 21.218603692097
921 => 23.185164676513
922 => 21.995520793572
923 => 21.591737791851
924 => 22.135378409303
925 => 21.923521131974
926 => 21.741378685604
927 => 21.639740070924
928 => 22.038929740956
929 => 22.020307065714
930 => 21.367155286166
1001 => 20.515145415618
1002 => 20.801107894444
1003 => 20.697215044974
1004 => 20.32069395605
1005 => 20.574423708655
1006 => 19.45712628787
1007 => 17.534874147476
1008 => 18.804772791596
1009 => 18.755883075181
1010 => 18.731230663193
1011 => 19.685524396828
1012 => 19.593791073642
1013 => 19.427294193802
1014 => 20.317636110283
1015 => 19.992649333979
1016 => 20.994182002034
1017 => 21.653856192287
1018 => 21.486541479414
1019 => 22.106968243829
1020 => 20.807695892394
1021 => 21.239262049781
1022 => 21.328207236694
1023 => 20.306649429238
1024 => 19.6087997798
1025 => 19.562261164251
1026 => 18.352286041731
1027 => 18.998644985603
1028 => 19.56741410806
1029 => 19.29501783667
1030 => 19.208785314755
1031 => 19.649328567667
1101 => 19.683562551416
1102 => 18.903024093983
1103 => 19.065322755722
1104 => 19.742135155079
1105 => 19.04826881978
1106 => 17.700199872716
1107 => 17.365860135333
1108 => 17.321253051262
1109 => 16.41449716666
1110 => 17.388202315292
1111 => 16.963153924239
1112 => 18.305876698716
1113 => 17.538920651101
1114 => 17.505858708784
1115 => 17.455880733839
1116 => 16.675398486348
1117 => 16.846274496314
1118 => 17.414292378593
1119 => 17.616967558169
1120 => 17.595826876471
1121 => 17.411508781089
1122 => 17.495888661293
1123 => 17.224071667255
1124 => 17.128087429279
1125 => 16.825134771681
1126 => 16.37987805782
1127 => 16.441793734801
1128 => 15.559623676885
1129 => 15.078970609024
1130 => 14.945932174746
1201 => 14.76802762037
1202 => 14.966026967549
1203 => 15.55712459995
1204 => 14.844135446916
1205 => 13.621765554413
1206 => 13.695232067769
1207 => 13.860289510877
1208 => 13.552706057609
1209 => 13.261604132614
1210 => 13.514693638552
1211 => 12.996759400881
1212 => 13.92287938904
1213 => 13.897830438781
1214 => 14.243030699491
1215 => 14.458891506736
1216 => 13.961402231804
1217 => 13.836285024512
1218 => 13.907557472045
1219 => 12.729582675661
1220 => 14.146765027291
1221 => 14.159020879117
1222 => 14.054078835034
1223 => 14.80868468668
1224 => 16.401138401122
1225 => 15.801993257447
1226 => 15.569986148558
1227 => 15.128940464964
1228 => 15.716607651652
1229 => 15.67148398075
1230 => 15.46741762829
1231 => 15.343997661597
]
'min_raw' => 11.526123622282
'max_raw' => 29.574713407747
'avg_raw' => 20.550418515014
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$11.52'
'max' => '$29.57'
'avg' => '$20.55'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 7.087825820711
'max_diff' => 17.190486221078
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.36179184989698
]
1 => [
'year' => 2028
'avg' => 0.62093984334768
]
2 => [
'year' => 2029
'avg' => 1.6962957385077
]
3 => [
'year' => 2030
'avg' => 1.3086896360593
]
4 => [
'year' => 2031
'avg' => 1.2852954067313
]
5 => [
'year' => 2032
'avg' => 2.2535273453511
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.36179184989698
'min' => '$0.361791'
'max_raw' => 2.2535273453511
'max' => '$2.25'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 2.2535273453511
]
1 => [
'year' => 2033
'avg' => 5.7963040597273
]
2 => [
'year' => 2034
'avg' => 3.6739760703936
]
3 => [
'year' => 2035
'avg' => 4.3334632002544
]
4 => [
'year' => 2036
'avg' => 8.4112624941196
]
5 => [
'year' => 2037
'avg' => 20.550418515014
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 2.2535273453511
'min' => '$2.25'
'max_raw' => 20.550418515014
'max' => '$20.55'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 20.550418515014
]
]
]
]
'prediction_2025_max_price' => '$0.618598'
'last_price' => 0.599809
'sma_50day_nextmonth' => '$0.58047'
'sma_200day_nextmonth' => '$0.984882'
'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' => '$0.583583'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.584375'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.585078'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.6265038'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.692268'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.842564'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$1.00'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.589578'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.58857'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.596915'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.624528'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.7019043'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.806046'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$1.02'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.883078'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.859044'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$6.06'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$13.32'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.605222'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.631846'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.709316'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.843742'
'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' => '42.17'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 57.82
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0.05
'momentum_10_action' => 'BUY'
'vwma_10' => '0.588612'
'vwma_10_action' => 'BUY'
'hma_9' => '0.585042'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 27.2
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -41.11
'cci_20_action' => 'NEUTRAL'
'adx_14' => 23.3
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.070888'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -72.8
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 50.73
'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' => 1767681728
'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 $0.207233 am unteren Ende und $0.618598 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 $0.361791 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 | $0.199498 | $0.361791 | $0.524084 |
| 2028 | $0.360036 | $0.620939 | $0.881842 |
| 2029 | $0.790897 | $1.69 | $2.60 |
| 2030 | $0.672624 | $1.30 | $1.94 |
| 2031 | $0.79525 | $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 | $29.57 |
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 $0.984882 erreichen. Der kurzfristige 50-Tage-SMA für Manifold Finance wird voraussichtlich bis zum 04.02.2026 $0.58047 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 42.17, 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 | $0.583583 | BUY |
| SMA 5 | $0.584375 | BUY |
| SMA 10 | $0.585078 | BUY |
| SMA 21 | $0.6265038 | SELL |
| SMA 50 | $0.692268 | SELL |
| SMA 100 | $0.842564 | SELL |
| SMA 200 | $1.00 | SELL |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | $0.589578 | BUY |
| EMA 5 | $0.58857 | BUY |
| EMA 10 | $0.596915 | BUY |
| EMA 21 | $0.624528 | SELL |
| EMA 50 | $0.7019043 | SELL |
| EMA 100 | $0.806046 | SELL |
| EMA 200 | $1.02 | SELL |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | $0.883078 | SELL |
| SMA 50 | $0.859044 | SELL |
| SMA 100 | $6.06 | SELL |
| SMA 200 | $13.32 | SELL |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | $0.843742 | 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) | 42.17 | NEUTRAL |
| Stoch RSI (14) | 57.82 | NEUTRAL |
| Stochastic Fast (14) | 27.2 | NEUTRAL |
| Commodity Channel Index (20) | -41.11 | NEUTRAL |
| Average Directional Index (14) | 23.3 | NEUTRAL |
| Awesome Oscillator (5, 34) | -0.070888 | NEUTRAL |
| Momentum (10) | -0.05 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Prozentbereich (14) | -72.8 | NEUTRAL |
| Ultimate Oscillator (7, 14, 28) | 50.73 | NEUTRAL |
| VWMA (10) | 0.588612 | BUY |
| Hull Moving Average (9) | 0.585042 | 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 | $0.842831 | $1.18 | $1.66 | $2.33 | $3.28 | $4.61 |
| Amazon.com aktie | $1.25 | $2.61 | $5.44 | $11.36 | $23.72 | $49.49 |
| Apple aktie | $0.850783 | $1.20 | $1.71 | $2.42 | $3.44 | $4.88 |
| Netflix aktie | $0.9464045 | $1.49 | $2.35 | $3.71 | $5.86 | $9.25 |
| Google aktie | $0.776749 | $1.00 | $1.30 | $1.68 | $2.18 | $2.82 |
| Tesla aktie | $1.35 | $3.08 | $6.98 | $15.84 | $35.90 | $81.40 |
| Kodak aktie | $0.449792 | $0.337296 | $0.252936 | $0.189675 | $0.142236 | $0.106662 |
| Nokia aktie | $0.397348 | $0.263226 | $0.174376 | $0.115517 | $0.076525 | $0.050694 |
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 $0.5998 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 | $0.615399 | $0.631396 | $0.6478082 | $0.664646 |
| Wenn die Wachstumsrate von Manifold Finance 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.63099 | $0.663793 | $0.6983021 | $0.7346043 |
| Wenn die Wachstumsrate von Manifold Finance 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.677763 | $0.76585 | $0.865384 | $0.977855 |
| Wenn die Wachstumsrate von Manifold Finance 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.755718 | $0.952154 | $1.19 | $1.51 |
| Wenn die Wachstumsrate von Manifold Finance 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.911628 | $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 | $27.96 | $100.66 |
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 3.5669% 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 $0.618598 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 $0.604941 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 $0.530123 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 $0.207233 bis $0.618598 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 $0.672624 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 $0.618598 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.618598 und $0.207233 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 $0.524084 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $0.524084 und $0.199498 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 $0.881842 erreichen wird. Der Preis wird voraussichtlich zwischen $0.881842 und $0.360036 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 $0.790897.
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 $0.672624 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 $0.79525 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 $29.57 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $29.57 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