Wrapped FRAX Preisvorhersage bis zu $0.665673 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.2230042 | $0.665673 |
| 2027 | $0.21468 | $0.563967 |
| 2028 | $0.387435 | $0.94895 |
| 2029 | $0.851084 | $2.79 |
| 2030 | $0.72381 | $2.09 |
| 2031 | $0.855768 | $1.91 |
| 2032 | $1.30 | $3.54 |
| 2033 | $3.03 | $9.43 |
| 2034 | $2.44 | $5.46 |
| 2035 | $2.88 | $6.44 |
Investitionsgewinnrechner
Wenn Sie heute einen Short über $10,000.00 in Wrapped FRAX eröffnen und ihn am Apr 06, 2026 schließen, zeigt unsere Prognose, dass Sie etwa $3,954.43 Gewinn erzielen könnten, was einer Rendite von 39.54% in den nächsten 90 Tagen entspricht.
Langfristige Wrapped FRAX Preisprognose für 2027, 2028, 2029, 2030, 2031, 2032 und 2037
[
'name' => 'Wrapped FRAX'
'name_with_ticker' => 'Wrapped FRAX <small>WFRAX</small>'
'name_lang' => 'Wrapped FRAX'
'name_lang_with_ticker' => 'Wrapped FRAX <small>WFRAX</small>'
'name_with_lang' => 'Wrapped FRAX'
'name_with_lang_with_ticker' => 'Wrapped FRAX <small>WFRAX</small>'
'image' => '/uploads/coins/wrapped-frax.png?1746077385'
'price_for_sd' => 0.6454
'ticker' => 'WFRAX'
'marketcap' => '$23.25M'
'low24h' => '$0.6429'
'high24h' => '$0.6587'
'volume24h' => '$305.64K'
'current_supply' => '36.02M'
'max_supply' => '36.02M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.6454'
'change_24h_pct' => '-1.3662%'
'ath_price' => '$4.4'
'ath_days' => 231
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '20.05.2025'
'ath_pct' => '-85.34%'
'fdv' => '$23.25M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$31.82'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.650977'
'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' => '$0.570465'
'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' => '$0.2230042'
'current_year_max_price_prediction' => '$0.665673'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.72381'
'grand_prediction_max_price' => '$2.09'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.6576850137912
107 => 0.66014057089303
108 => 0.66567306642732
109 => 0.61839849782876
110 => 0.6396233912211
111 => 0.65209102758554
112 => 0.59576179291451
113 => 0.65097757972839
114 => 0.61757555276588
115 => 0.60623840313319
116 => 0.62150238155771
117 => 0.61555399432097
118 => 0.61043992027584
119 => 0.60758617908771
120 => 0.61879436021886
121 => 0.61827148517241
122 => 0.59993272542765
123 => 0.57601056092407
124 => 0.58403962454975
125 => 0.58112259046167
126 => 0.57055088262157
127 => 0.57767493727292
128 => 0.54630420598991
129 => 0.4923324933262
130 => 0.52798785991011
131 => 0.52661516708221
201 => 0.52592299311172
202 => 0.55271701565758
203 => 0.55014138863307
204 => 0.54546660036297
205 => 0.57046502646898
206 => 0.561340264664
207 => 0.58946063048266
208 => 0.60798252212205
209 => 0.60328477128188
210 => 0.6207046998928
211 => 0.58422459795926
212 => 0.59634182449393
213 => 0.59883916808897
214 => 0.57015654977123
215 => 0.55056279306759
216 => 0.54925611288064
217 => 0.51528323894253
218 => 0.53343127398081
219 => 0.54940079379778
220 => 0.54175263309025
221 => 0.53933145389255
222 => 0.55170073332391
223 => 0.55266193227144
224 => 0.53074649440444
225 => 0.53530340790865
226 => 0.55430649474503
227 => 0.53482457887727
228 => 0.4969743986991
301 => 0.48758703069523
302 => 0.48633458275999
303 => 0.46087529621195
304 => 0.48821433951269
305 => 0.47628011447111
306 => 0.5139801883835
307 => 0.49244610835429
308 => 0.49151781720385
309 => 0.49011456897926
310 => 0.46820070933748
311 => 0.4729984519006
312 => 0.48894687889722
313 => 0.49463745732151
314 => 0.49404388337032
315 => 0.48886872290431
316 => 0.49123788486454
317 => 0.48360598871988
318 => 0.48091100734702
319 => 0.47240490482125
320 => 0.45990328397917
321 => 0.46164171103416
322 => 0.43687272891895
323 => 0.42337727287321
324 => 0.419641908507
325 => 0.41464682316489
326 => 0.42020611668781
327 => 0.43680256150468
328 => 0.41678372792335
329 => 0.38246284190606
330 => 0.38452558563565
331 => 0.38915995836191
401 => 0.38052383544596
402 => 0.37235046988087
403 => 0.37945654811361
404 => 0.36491433626384
405 => 0.39091731518772
406 => 0.39021400748033
407 => 0.39990631000972
408 => 0.40596710568742
409 => 0.39199893385623
410 => 0.38848597641464
411 => 0.39048711662838
412 => 0.35741272649009
413 => 0.39720342671455
414 => 0.39754753834243
415 => 0.39460104566824
416 => 0.41578836513772
417 => 0.46050021770899
418 => 0.44367782024158
419 => 0.43716367948254
420 => 0.4247802931378
421 => 0.44128042018944
422 => 0.44001346787395
423 => 0.43428382902593
424 => 0.43081852557308
425 => 0.43720345343696
426 => 0.43002736235188
427 => 0.4287383392072
428 => 0.42092826142148
429 => 0.41814041898787
430 => 0.41607641143724
501 => 0.41380414192918
502 => 0.41881620224967
503 => 0.40745821417199
504 => 0.39376159398761
505 => 0.39262286821876
506 => 0.39576699018434
507 => 0.39437595026692
508 => 0.39261620845481
509 => 0.38925638209831
510 => 0.38825959338967
511 => 0.39149867311962
512 => 0.38784194095459
513 => 0.3932376484566
514 => 0.39177031457417
515 => 0.3835739067859
516 => 0.37335814798289
517 => 0.37326720630126
518 => 0.37106623782435
519 => 0.36826297355119
520 => 0.36748316956039
521 => 0.37885809402531
522 => 0.40240384724486
523 => 0.39778125248574
524 => 0.40112155094177
525 => 0.41755251333054
526 => 0.42277542217766
527 => 0.41906832518935
528 => 0.41399382218798
529 => 0.4142170745665
530 => 0.43155818747873
531 => 0.43263973142002
601 => 0.43537244404037
602 => 0.43888475202201
603 => 0.41966648642628
604 => 0.41331189598521
605 => 0.41030073849498
606 => 0.40102753888967
607 => 0.41102788963994
608 => 0.40520111351547
609 => 0.40598734468568
610 => 0.40547531060465
611 => 0.40575491583649
612 => 0.39091004682516
613 => 0.39631873686954
614 => 0.38732574063808
615 => 0.37528512819534
616 => 0.37524476384045
617 => 0.37819168667789
618 => 0.37643874166108
619 => 0.37172161169318
620 => 0.3723916577409
621 => 0.36652134930734
622 => 0.3731044194701
623 => 0.37329319836701
624 => 0.37075835777209
625 => 0.38090048564644
626 => 0.38505572371175
627 => 0.38338723733063
628 => 0.38493865825941
629 => 0.39797334216775
630 => 0.40009856438794
701 => 0.40104244771385
702 => 0.39977776909771
703 => 0.38517690835315
704 => 0.38582451861482
705 => 0.38107278421081
706 => 0.37705806936485
707 => 0.37721863690428
708 => 0.3792827222115
709 => 0.38829670380513
710 => 0.40726609666568
711 => 0.4079859712583
712 => 0.40885848026477
713 => 0.40530954764756
714 => 0.4042391556115
715 => 0.40565127899869
716 => 0.41277518559382
717 => 0.43109980747827
718 => 0.42462266224396
719 => 0.4193566423457
720 => 0.42397636150525
721 => 0.42326519195119
722 => 0.41726220521921
723 => 0.41709372137521
724 => 0.40557207056558
725 => 0.40131277859655
726 => 0.39775339542476
727 => 0.39386664192121
728 => 0.39156244415915
729 => 0.39510273916083
730 => 0.39591244651525
731 => 0.38817152962031
801 => 0.3871164712512
802 => 0.39343787108691
803 => 0.39065605870475
804 => 0.39351722172543
805 => 0.39418103608882
806 => 0.39407414668737
807 => 0.39116961507129
808 => 0.393020876909
809 => 0.38864209077509
810 => 0.38388081852688
811 => 0.38084342347026
812 => 0.37819289343137
813 => 0.37966356154666
814 => 0.37442089824905
815 => 0.37274366474618
816 => 0.39239371105309
817 => 0.40690941153361
818 => 0.40669834749977
819 => 0.40541354947506
820 => 0.40350460022211
821 => 0.41263553406586
822 => 0.40945449929348
823 => 0.41176896787473
824 => 0.4123580972666
825 => 0.41414121450137
826 => 0.4147785256487
827 => 0.41285212872043
828 => 0.4063869053396
829 => 0.39027618336956
830 => 0.38277659880245
831 => 0.38030161097984
901 => 0.38039157208652
902 => 0.3779100431602
903 => 0.37864096464333
904 => 0.37765585849707
905 => 0.37579030577884
906 => 0.3795483689233
907 => 0.37998145069191
908 => 0.37910427384849
909 => 0.37931088074938
910 => 0.37204823113294
911 => 0.37260039460963
912 => 0.36952587820586
913 => 0.368949443444
914 => 0.36117733370405
915 => 0.34740791471441
916 => 0.35503750946451
917 => 0.34582203188975
918 => 0.34233199089492
919 => 0.35885330215173
920 => 0.35719502073139
921 => 0.35435676377737
922 => 0.3501583901978
923 => 0.34860117259799
924 => 0.3391400114167
925 => 0.33858099554077
926 => 0.34327020249506
927 => 0.34110629483142
928 => 0.33806734893574
929 => 0.32706059495461
930 => 0.31468535926882
1001 => 0.31505888984621
1002 => 0.31899522206842
1003 => 0.33044063889121
1004 => 0.32596871653082
1005 => 0.32272428554897
1006 => 0.3221167011533
1007 => 0.32972189192913
1008 => 0.34048483021366
1009 => 0.34553456004959
1010 => 0.34053043114476
1011 => 0.33478195730032
1012 => 0.33513184026737
1013 => 0.33745945489681
1014 => 0.33770405428367
1015 => 0.3339623887636
1016 => 0.33501564569057
1017 => 0.33341565210667
1018 => 0.32359649443566
1019 => 0.32341889701027
1020 => 0.3210091173625
1021 => 0.32093615019247
1022 => 0.3168365138639
1023 => 0.31626294640209
1024 => 0.30812286964158
1025 => 0.31348069281577
1026 => 0.30988694632887
1027 => 0.30447032269401
1028 => 0.30353649473771
1029 => 0.30350842274171
1030 => 0.30907008407983
1031 => 0.31341570156488
1101 => 0.30994946108762
1102 => 0.3091602653212
1103 => 0.3175868114021
1104 => 0.31651445660363
1105 => 0.31558580426411
1106 => 0.33952112713922
1107 => 0.32057445138703
1108 => 0.31231261932063
1109 => 0.30208703325911
1110 => 0.30541653564262
1111 => 0.3061181107154
1112 => 0.28152741953785
1113 => 0.2715509791897
1114 => 0.26812744081644
1115 => 0.2661571460809
1116 => 0.26705503413329
1117 => 0.25807506770021
1118 => 0.26410975365817
1119 => 0.2563338617848
1120 => 0.25503020820728
1121 => 0.26893446612504
1122 => 0.2708691623868
1123 => 0.26261514707112
1124 => 0.26791556110749
1125 => 0.26599355729663
1126 => 0.2564671571328
1127 => 0.256103318718
1128 => 0.25132330598495
1129 => 0.24384351165057
1130 => 0.24042504493008
1201 => 0.23864467778156
1202 => 0.23937929196571
1203 => 0.23900784855464
1204 => 0.23658392904342
1205 => 0.23914678478368
1206 => 0.23259974741241
1207 => 0.22999266437811
1208 => 0.22881510545538
1209 => 0.22300423295497
1210 => 0.23225191520985
1211 => 0.2340738251133
1212 => 0.23589932474207
1213 => 0.25178905268898
1214 => 0.25099524678466
1215 => 0.25817086556059
1216 => 0.25789203421007
1217 => 0.25584543149786
1218 => 0.24721115130485
1219 => 0.25065262149854
1220 => 0.24006031116558
1221 => 0.24799679027412
1222 => 0.24437491264427
1223 => 0.24677222980419
1224 => 0.24246163739329
1225 => 0.24484729721348
1226 => 0.23450586753981
1227 => 0.22484918601838
1228 => 0.22873531655871
1229 => 0.23295998488898
1230 => 0.24212014225448
1231 => 0.23666442809725
]
'min_raw' => 0.22300423295497
'max_raw' => 0.66567306642732
'avg_raw' => 0.44433864969115
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.2230042'
'max' => '$0.665673'
'avg' => '$0.444338'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.42244976704503
'max_diff' => 0.020219066427324
'year' => 2026
]
1 => [
'items' => [
101 => 0.23862650921158
102 => 0.23205386592697
103 => 0.21849262544809
104 => 0.21856938059645
105 => 0.21648327919646
106 => 0.21468058301107
107 => 0.2372910824972
108 => 0.234479109467
109 => 0.2299985984653
110 => 0.2359959404895
111 => 0.23758173291132
112 => 0.23762687819221
113 => 0.24200238411926
114 => 0.24433759241688
115 => 0.24474918300071
116 => 0.25163413611599
117 => 0.2539418815855
118 => 0.26344715857007
119 => 0.24413946630802
120 => 0.24374183709166
121 => 0.2360803353908
122 => 0.23122128988856
123 => 0.23641303839343
124 => 0.2410122188244
125 => 0.23622324474695
126 => 0.23684858366071
127 => 0.23041977723529
128 => 0.23271777302892
129 => 0.23469711657986
130 => 0.23360423941147
131 => 0.23196814939453
201 => 0.24063513847742
202 => 0.24014611298716
203 => 0.24821701247437
204 => 0.25450885578021
205 => 0.26578496378579
206 => 0.25401775724516
207 => 0.25358891346841
208 => 0.25778093017485
209 => 0.25394123980959
210 => 0.25636779157883
211 => 0.26539400878142
212 => 0.26558471852759
213 => 0.26239008456371
214 => 0.26219569079668
215 => 0.26280925519491
216 => 0.26640292103967
217 => 0.26514718377131
218 => 0.26660035472963
219 => 0.26841756726475
220 => 0.27593432879217
221 => 0.27774659454856
222 => 0.27334372831261
223 => 0.27374125783691
224 => 0.27209446500329
225 => 0.27050368376026
226 => 0.27407952767964
227 => 0.28061445272571
228 => 0.28057379929616
301 => 0.28208977488605
302 => 0.28303421511954
303 => 0.27897998626492
304 => 0.27634083235868
305 => 0.27735285190006
306 => 0.27897109318564
307 => 0.27682807806126
308 => 0.2636003959724
309 => 0.26761282973056
310 => 0.26694496455521
311 => 0.26599384333034
312 => 0.2700283765014
313 => 0.26963923593474
314 => 0.25798296516501
315 => 0.25872916180101
316 => 0.25802834385392
317 => 0.26029283001482
318 => 0.25381895012549
319 => 0.2558102719772
320 => 0.25705921037511
321 => 0.25779484468627
322 => 0.26045246024738
323 => 0.26014061973536
324 => 0.2604330758033
325 => 0.26437361809592
326 => 0.28430352878116
327 => 0.28538826984688
328 => 0.28004660811383
329 => 0.28218049661657
330 => 0.27808389732143
331 => 0.28083397187309
401 => 0.28271550303701
402 => 0.27421322550488
403 => 0.27370977580876
404 => 0.26959626839109
405 => 0.27180663427637
406 => 0.26828978322195
407 => 0.26915269545648
408 => 0.26673991762141
409 => 0.27108243734527
410 => 0.27593804915588
411 => 0.27716476845317
412 => 0.27393779811788
413 => 0.27160125892742
414 => 0.26749906581284
415 => 0.27432110438573
416 => 0.2763160763623
417 => 0.27431062564722
418 => 0.27384591889657
419 => 0.2729653004438
420 => 0.27403274626428
421 => 0.27630521131647
422 => 0.2752335587637
423 => 0.27594140415489
424 => 0.27324382745066
425 => 0.27898132838336
426 => 0.28809386066929
427 => 0.28812315895064
428 => 0.28705150062126
429 => 0.28661300112208
430 => 0.28771258760169
501 => 0.28830906815948
502 => 0.29186492920486
503 => 0.29568050977831
504 => 0.31348615944636
505 => 0.30848640427003
506 => 0.32428463591836
507 => 0.33677898600856
508 => 0.3405254952889
509 => 0.33707888303787
510 => 0.32528820870944
511 => 0.32470970197651
512 => 0.34232994731748
513 => 0.33735142095029
514 => 0.33675924108046
515 => 0.33045944776907
516 => 0.33418340586068
517 => 0.33336892159887
518 => 0.33208321834568
519 => 0.33918827097131
520 => 0.35248829521406
521 => 0.35041536170899
522 => 0.34886801300807
523 => 0.34208798142709
524 => 0.34617107481372
525 => 0.34471716346524
526 => 0.35096408929324
527 => 0.34726354881908
528 => 0.33731370371655
529 => 0.33889824934424
530 => 0.33865874846028
531 => 0.34358765968103
601 => 0.34210812287566
602 => 0.33836984515331
603 => 0.35244283717709
604 => 0.35152901535316
605 => 0.35282460577074
606 => 0.35339496474003
607 => 0.36196094699097
608 => 0.36547015583832
609 => 0.36626680768401
610 => 0.36960028467704
611 => 0.3661838677397
612 => 0.37985197135307
613 => 0.38894046270001
614 => 0.39949721308897
615 => 0.41492346279424
616 => 0.42072387538421
617 => 0.41967608276731
618 => 0.43137208923649
619 => 0.45238955287399
620 => 0.42392431308073
621 => 0.45389827970203
622 => 0.44440886793582
623 => 0.42190964334534
624 => 0.42046095853014
625 => 0.43569769464418
626 => 0.46949130886362
627 => 0.46102639178565
628 => 0.46950515443549
629 => 0.45961422742846
630 => 0.45912305953528
701 => 0.46902477418772
702 => 0.4921606701875
703 => 0.4811696732341
704 => 0.46541138399837
705 => 0.47704705954389
706 => 0.46696716055543
707 => 0.44425432694833
708 => 0.46101991882309
709 => 0.44980924499301
710 => 0.45308111560882
711 => 0.47664428453779
712 => 0.47380910171184
713 => 0.47747809081948
714 => 0.47100242107867
715 => 0.46495312442136
716 => 0.45366166298383
717 => 0.4503188179145
718 => 0.4512426600287
719 => 0.45031836010423
720 => 0.44400089120382
721 => 0.44263663439627
722 => 0.44036281328088
723 => 0.44106756552363
724 => 0.43679211659688
725 => 0.44486077207448
726 => 0.44635838563187
727 => 0.45223008021844
728 => 0.45283969902902
729 => 0.46919228487427
730 => 0.46018555538475
731 => 0.46622804712993
801 => 0.4656875497941
802 => 0.42239726976583
803 => 0.42836228840035
804 => 0.4376419854697
805 => 0.43346149451829
806 => 0.42755125839723
807 => 0.42277842584265
808 => 0.41554709647529
809 => 0.42572505369447
810 => 0.43910798513262
811 => 0.45317911225549
812 => 0.47008464951684
813 => 0.46631153040226
814 => 0.45286307499563
815 => 0.45346636288107
816 => 0.45719565120382
817 => 0.45236588398429
818 => 0.45094149134299
819 => 0.45699996152794
820 => 0.45704168288243
821 => 0.45148445199949
822 => 0.44530860683562
823 => 0.44528272981889
824 => 0.44418379782357
825 => 0.45980972498914
826 => 0.46840240497077
827 => 0.46938754188287
828 => 0.46833609740742
829 => 0.46874075665568
830 => 0.46374086550115
831 => 0.47516913400874
901 => 0.48565684332992
902 => 0.48284591319462
903 => 0.47863192932453
904 => 0.47527528819904
905 => 0.48205519522104
906 => 0.48175329663392
907 => 0.48556524233828
908 => 0.48539231046226
909 => 0.48411049649642
910 => 0.48284595897223
911 => 0.48785970731879
912 => 0.48641582831331
913 => 0.48496970656493
914 => 0.4820692880084
915 => 0.48246350306108
916 => 0.47825024679472
917 => 0.47630100166042
918 => 0.44698903173348
919 => 0.43915591557275
920 => 0.4416203733747
921 => 0.44243173687272
922 => 0.43902275468116
923 => 0.44391035944818
924 => 0.4431486314225
925 => 0.44611206957445
926 => 0.44426064207464
927 => 0.44433662530503
928 => 0.44978127881602
929 => 0.45136188489347
930 => 0.45055797588543
1001 => 0.45112100619827
1002 => 0.46409580211762
1003 => 0.4622512010485
1004 => 0.4612712934948
1005 => 0.46154273458398
1006 => 0.46485807312414
1007 => 0.46578618690461
1008 => 0.46185370359936
1009 => 0.46370828545953
1010 => 0.47160485963865
1011 => 0.47436821369395
1012 => 0.48318751335328
1013 => 0.47944091810745
1014 => 0.48631795583002
1015 => 0.50745562523428
1016 => 0.52434185816988
1017 => 0.50881258050921
1018 => 0.53982199684663
1019 => 0.5639672755019
1020 => 0.56304053949104
1021 => 0.55883025166714
1022 => 0.53134149385357
1023 => 0.50604592907923
1024 => 0.52720674311938
1025 => 0.52726068638613
1026 => 0.52544295369348
1027 => 0.51415317205404
1028 => 0.52505009376445
1029 => 0.52591505183802
1030 => 0.52543090532773
1031 => 0.51677505621507
1101 => 0.50355917448834
1102 => 0.50614152614339
1103 => 0.51037147083291
1104 => 0.50236330307674
1105 => 0.49980420824665
1106 => 0.5045620524235
1107 => 0.51989281769752
1108 => 0.51699462532754
1109 => 0.51691894181225
1110 => 0.52931863779584
1111 => 0.52044313149346
1112 => 0.50617409786759
1113 => 0.50257097869163
1114 => 0.48978233296887
1115 => 0.49861549612118
1116 => 0.49893338593765
1117 => 0.49409555275187
1118 => 0.5065666613678
1119 => 0.50645173790641
1120 => 0.51829119945767
1121 => 0.54092380324501
1122 => 0.5342302286223
1123 => 0.52644632959494
1124 => 0.52729265524332
1125 => 0.53657475869639
1126 => 0.53096258705885
1127 => 0.53298076310916
1128 => 0.53657170394523
1129 => 0.53873820770967
1130 => 0.52698092869222
1201 => 0.52423974453759
1202 => 0.51863224378211
1203 => 0.51716935150396
1204 => 0.52173654386496
1205 => 0.52053325003912
1206 => 0.49890666852951
1207 => 0.49664657043259
1208 => 0.49671588441454
1209 => 0.49103276028803
1210 => 0.48236463188903
1211 => 0.50514395577455
1212 => 0.50331445727011
1213 => 0.50129483251315
1214 => 0.50154222502206
1215 => 0.51142995745784
1216 => 0.50569457330263
1217 => 0.52094303209024
1218 => 0.51780840737413
1219 => 0.51459339136208
1220 => 0.51414897821743
1221 => 0.51291147134507
1222 => 0.50866759982371
1223 => 0.50354286994453
1224 => 0.5001590793818
1225 => 0.4613703124208
1226 => 0.46856928194489
1227 => 0.47685104017562
1228 => 0.47970986992981
1229 => 0.47481964381028
1230 => 0.50886069575719
1231 => 0.51508032397563
]
'min_raw' => 0.21468058301107
'max_raw' => 0.5639672755019
'avg_raw' => 0.38932392925648
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.21468'
'max' => '$0.563967'
'avg' => '$0.389323'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0083236499438976
'max_diff' => -0.10170579092543
'year' => 2027
]
2 => [
'items' => [
101 => 0.49624066440567
102 => 0.49271653331836
103 => 0.50909173720457
104 => 0.49921548747392
105 => 0.5036627621229
106 => 0.49405018686098
107 => 0.51358219766978
108 => 0.51343339647249
109 => 0.50583500311739
110 => 0.51225711314957
111 => 0.51114111349111
112 => 0.50256254610723
113 => 0.51385415355717
114 => 0.51385975405359
115 => 0.50654646565262
116 => 0.49800614588499
117 => 0.49647933842389
118 => 0.49532909409967
119 => 0.50337987253041
120 => 0.51059817529727
121 => 0.5240296471774
122 => 0.52740663833196
123 => 0.54058725962726
124 => 0.53273884139871
125 => 0.5362179435454
126 => 0.53999500107467
127 => 0.54180586135089
128 => 0.53885516170691
129 => 0.55933009193867
130 => 0.56105880338588
131 => 0.56163842538084
201 => 0.55473439410758
202 => 0.56086678978687
203 => 0.55799764493213
204 => 0.56546236277277
205 => 0.56663292584448
206 => 0.56564150056673
207 => 0.56601305576177
208 => 0.54854131483417
209 => 0.54763531289629
210 => 0.53528191218644
211 => 0.54031601428744
212 => 0.53090500170042
213 => 0.53388933073594
214 => 0.53520479453906
215 => 0.53451767090022
216 => 0.54060063486712
217 => 0.53542887282782
218 => 0.52177974248971
219 => 0.50812689345516
220 => 0.5079554930569
221 => 0.5043609388989
222 => 0.50176273461811
223 => 0.50226324093884
224 => 0.50402709049516
225 => 0.50166021647539
226 => 0.50216530905107
227 => 0.51055321122151
228 => 0.51223534518201
229 => 0.50651879673206
301 => 0.48356602981151
302 => 0.47793336323655
303 => 0.48198201227
304 => 0.4800470187984
305 => 0.38743541030398
306 => 0.40919313399234
307 => 0.3962654333992
308 => 0.40222311260742
309 => 0.38902727791366
310 => 0.39532502188248
311 => 0.39416205852822
312 => 0.42914783436126
313 => 0.42860157959299
314 => 0.4288630428434
315 => 0.41638272066233
316 => 0.43626421277444
317 => 0.4460585507042
318 => 0.44424587942127
319 => 0.44470208973071
320 => 0.43686288511738
321 => 0.42893894347971
322 => 0.42015007271765
323 => 0.43647870825629
324 => 0.4346632427235
325 => 0.43882726747184
326 => 0.44941755481362
327 => 0.45097701485329
328 => 0.45307294496108
329 => 0.4523217032159
330 => 0.47021932939528
331 => 0.46805180877261
401 => 0.47327490983499
402 => 0.46253059467205
403 => 0.45037238220544
404 => 0.45268326091343
405 => 0.45246070471094
406 => 0.44962730881509
407 => 0.44706944569001
408 => 0.44281132426022
409 => 0.45628465054748
410 => 0.4557376581054
411 => 0.46459282993352
412 => 0.46302759229835
413 => 0.45257455229206
414 => 0.45294788466085
415 => 0.45545872425832
416 => 0.46414876877345
417 => 0.46672856564889
418 => 0.46553350094906
419 => 0.46836213045078
420 => 0.47059776387642
421 => 0.46864289158862
422 => 0.49631976072304
423 => 0.48482639503385
424 => 0.49042818150044
425 => 0.49176417456508
426 => 0.48834205642291
427 => 0.48908419131108
428 => 0.49020832344701
429 => 0.49703383364873
430 => 0.51494594739534
501 => 0.52287910064183
502 => 0.54674638359879
503 => 0.52222036269954
504 => 0.52076509011814
505 => 0.52506430850158
506 => 0.53907693020579
507 => 0.55043284395843
508 => 0.55420025568856
509 => 0.55469818134188
510 => 0.5617660962004
511 => 0.5658172931885
512 => 0.56090786543196
513 => 0.55674763944681
514 => 0.54184622635426
515 => 0.54357110549492
516 => 0.55545381229376
517 => 0.57223883553504
518 => 0.58664213166009
519 => 0.58159859936265
520 => 0.62007719061321
521 => 0.62389218576476
522 => 0.62336507678837
523 => 0.63205620349099
524 => 0.61480608690347
525 => 0.60743132785704
526 => 0.55764712752537
527 => 0.57163445714743
528 => 0.59196586220015
529 => 0.58927492450257
530 => 0.57450971469327
531 => 0.58663093092442
601 => 0.58262327777292
602 => 0.57946227545466
603 => 0.59394343986509
604 => 0.57802080474237
605 => 0.59180702173462
606 => 0.57412605584191
607 => 0.58162163779335
608 => 0.57736678295721
609 => 0.58012019549158
610 => 0.56402380207706
611 => 0.57270902524568
612 => 0.56366246823888
613 => 0.56365817899296
614 => 0.56345847574563
615 => 0.57410170994555
616 => 0.57444878543071
617 => 0.56658341927593
618 => 0.56544989713292
619 => 0.56964112259865
620 => 0.56473429526197
621 => 0.5670301688896
622 => 0.5648038349353
623 => 0.56430264026843
624 => 0.56030903589149
625 => 0.55858848131947
626 => 0.55926315510039
627 => 0.55696014566794
628 => 0.5555724991814
629 => 0.5631824379329
630 => 0.55911675464203
701 => 0.56255931365847
702 => 0.55863608317365
703 => 0.5450364570431
704 => 0.53721516824199
705 => 0.51152673516739
706 => 0.51881194292094
707 => 0.52364204319864
708 => 0.52204569508568
709 => 0.52547526853704
710 => 0.52568581649311
711 => 0.52457082720371
712 => 0.52327981244556
713 => 0.52265141785888
714 => 0.52733495627393
715 => 0.53005390796452
716 => 0.52412680837992
717 => 0.52273817187618
718 => 0.52873079680035
719 => 0.53238629454226
720 => 0.55937643602182
721 => 0.557376919164
722 => 0.56239531409175
723 => 0.56183031983643
724 => 0.56709039721372
725 => 0.57568840065102
726 => 0.55820625562342
727 => 0.56124055151312
728 => 0.56049661223309
729 => 0.56861874622109
730 => 0.56864410263684
731 => 0.56377447758035
801 => 0.56641438032412
802 => 0.56494085903449
803 => 0.5676037111632
804 => 0.55735021439732
805 => 0.56983786666158
806 => 0.57691756080887
807 => 0.57701586236898
808 => 0.58037158120687
809 => 0.5837811858963
810 => 0.59032562518367
811 => 0.58359866503657
812 => 0.57149751858832
813 => 0.57237118227542
814 => 0.56527628454045
815 => 0.56539555105317
816 => 0.56475889706117
817 => 0.56666954361624
818 => 0.55776949387118
819 => 0.55985831775718
820 => 0.55693395208465
821 => 0.56123419451326
822 => 0.55660784451561
823 => 0.56049625348304
824 => 0.56217436189059
825 => 0.56836661804152
826 => 0.55569324324735
827 => 0.52985137412998
828 => 0.53528364832083
829 => 0.52724888809664
830 => 0.52799253574588
831 => 0.52949482234798
901 => 0.52462541995297
902 => 0.52555434847743
903 => 0.52552116061377
904 => 0.52523516553425
905 => 0.52396844590606
906 => 0.52213145183235
907 => 0.52944947082506
908 => 0.53069294485289
909 => 0.53345703358289
910 => 0.54168108674409
911 => 0.54085930989676
912 => 0.54219966202995
913 => 0.53927368084895
914 => 0.52812826362095
915 => 0.52873351339865
916 => 0.52118603897226
917 => 0.53326402769277
918 => 0.53040380054209
919 => 0.52855979349117
920 => 0.52805663908272
921 => 0.536301078081
922 => 0.53876794344503
923 => 0.53723075849534
924 => 0.53407794731668
925 => 0.54013227682466
926 => 0.54175215998934
927 => 0.54211479209092
928 => 0.55284190317651
929 => 0.54271431843726
930 => 0.54515212874354
1001 => 0.56417122884944
1002 => 0.54692352950979
1003 => 0.5560600205196
1004 => 0.55561283682867
1005 => 0.56028675646729
1006 => 0.55522943899681
1007 => 0.555292130508
1008 => 0.55944225450835
1009 => 0.55361415382867
1010 => 0.55217103413961
1011 => 0.550177374625
1012 => 0.55453045723858
1013 => 0.55713993339242
1014 => 0.57817039474338
1015 => 0.59175703188164
1016 => 0.59116720013127
1017 => 0.59655715821096
1018 => 0.5941289327297
1019 => 0.5862875521172
1020 => 0.59967183266824
1021 => 0.59543648627981
1022 => 0.59578564309012
1023 => 0.5957726474562
1024 => 0.5985887825441
1025 => 0.59659329273934
1026 => 0.59265997750131
1027 => 0.59527109571645
1028 => 0.60302518332356
1029 => 0.6270941091805
1030 => 0.64056339896089
1031 => 0.62628324102318
1101 => 0.63613350274968
1102 => 0.6302268557209
1103 => 0.62915344224824
1104 => 0.63534013454111
1105 => 0.64153765581985
1106 => 0.64114290050702
1107 => 0.63664381830489
1108 => 0.63410240092889
1109 => 0.65334686473722
1110 => 0.66752585785032
1111 => 0.66655894557718
1112 => 0.67082658189409
1113 => 0.68335649411356
1114 => 0.68450207225693
1115 => 0.68435775574168
1116 => 0.68151832078461
1117 => 0.69385564657938
1118 => 0.70414766081198
1119 => 0.68086107363121
1120 => 0.68972830118584
1121 => 0.69370908531934
1122 => 0.69955405747275
1123 => 0.70941550522663
1124 => 0.72012765310718
1125 => 0.72164246827021
1126 => 0.72056763442146
1127 => 0.71350268493625
1128 => 0.72522404496965
1129 => 0.7320901427775
1130 => 0.73617874689422
1201 => 0.74654676665536
1202 => 0.69373366928693
1203 => 0.65634993398829
1204 => 0.65051192389373
1205 => 0.66238374698943
1206 => 0.66551425206376
1207 => 0.66425234939362
1208 => 0.62217355653449
1209 => 0.65029038775773
1210 => 0.68054173402363
1211 => 0.68170381143619
1212 => 0.69684826790271
1213 => 0.70177992372046
1214 => 0.7139731962053
1215 => 0.7132105036915
1216 => 0.71617937150422
1217 => 0.7154968802077
1218 => 0.73808234988942
1219 => 0.76299747692306
1220 => 0.76213474529914
1221 => 0.75855290100565
1222 => 0.76387255057669
1223 => 0.78958763174269
1224 => 0.7872201991447
1225 => 0.78951995825622
1226 => 0.81983948818939
1227 => 0.85925919000536
1228 => 0.84094478083849
1229 => 0.88068177890133
1230 => 0.90569411281413
1231 => 0.94895035799272
]
'min_raw' => 0.38743541030398
'max_raw' => 0.94895035799272
'avg_raw' => 0.66819288414835
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.387435'
'max' => '$0.94895'
'avg' => '$0.668192'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.17275482729291
'max_diff' => 0.38498308249082
'year' => 2028
]
3 => [
'items' => [
101 => 0.94353446305486
102 => 0.96037380187389
103 => 0.93383888078471
104 => 0.8729093383716
105 => 0.86326700505581
106 => 0.8825712005368
107 => 0.93002868145095
108 => 0.88107659557597
109 => 0.89097953879315
110 => 0.8881274904804
111 => 0.88797551694623
112 => 0.89377572862415
113 => 0.88536221906664
114 => 0.85108406756786
115 => 0.86679354239733
116 => 0.86072735973473
117 => 0.86745824166276
118 => 0.9037820354015
119 => 0.88772242033851
120 => 0.87080492044684
121 => 0.89202321960476
122 => 0.91904140583142
123 => 0.91735065629371
124 => 0.91406989551206
125 => 0.93256337226318
126 => 0.96310917777574
127 => 0.9713655862628
128 => 0.97746029821311
129 => 0.97830065602006
130 => 0.98695686371106
131 => 0.94041025331133
201 => 1.0142809194174
202 => 1.027036342818
203 => 1.0246388518768
204 => 1.0388159681563
205 => 1.0346447009081
206 => 1.0286011891174
207 => 1.0510749339794
208 => 1.0253105990328
209 => 0.98874136921559
210 => 0.96867876648053
211 => 0.99509882016605
212 => 1.011232625019
213 => 1.0218960437241
214 => 1.0251227877812
215 => 0.94402353417545
216 => 0.90031553445275
217 => 0.92833186116177
218 => 0.96251371333034
219 => 0.94022037139664
220 => 0.94109422819357
221 => 0.90930978118331
222 => 0.9653259316191
223 => 0.95716484967059
224 => 0.99950455725618
225 => 0.98939984624349
226 => 1.0239262341616
227 => 1.0148342791175
228 => 1.0525744761811
301 => 1.0676300625649
302 => 1.0929107353181
303 => 1.1115073011062
304 => 1.1224275602326
305 => 1.1217719488355
306 => 1.1650434559458
307 => 1.1395277599942
308 => 1.1074740322911
309 => 1.1068942814852
310 => 1.1234953612674
311 => 1.1582866702072
312 => 1.1673075504223
313 => 1.1723489918114
314 => 1.1646278488301
315 => 1.136932389601
316 => 1.1249736307251
317 => 1.135162839766
318 => 1.1227023126777
319 => 1.1442126782385
320 => 1.1737510045197
321 => 1.1676514569499
322 => 1.1880413299806
323 => 1.2091427034903
324 => 1.2393186153311
325 => 1.2472077160971
326 => 1.2602480996676
327 => 1.2736709379045
328 => 1.2779819917906
329 => 1.2862131313005
330 => 1.2861697491323
331 => 1.3109748420651
401 => 1.3383356277198
402 => 1.3486636909008
403 => 1.3724125026928
404 => 1.3317434947566
405 => 1.3625914044481
406 => 1.390416991163
407 => 1.3572421795672
408 => 1.4029659286123
409 => 1.4047412781755
410 => 1.4315469487874
411 => 1.4043742662771
412 => 1.3882392141408
413 => 1.4348205050859
414 => 1.4573597244773
415 => 1.4505707281664
416 => 1.398906131026
417 => 1.3688351194915
418 => 1.2901334820407
419 => 1.3833589712588
420 => 1.4287663876322
421 => 1.3987885367872
422 => 1.413907621046
423 => 1.4963924423824
424 => 1.5277973218506
425 => 1.5212653264579
426 => 1.5223691261534
427 => 1.5393146290756
428 => 1.6144603210914
429 => 1.569431280572
430 => 1.6038542948431
501 => 1.6221121374911
502 => 1.6390710392632
503 => 1.5974253364269
504 => 1.5432448889338
505 => 1.5260836668723
506 => 1.3958078303195
507 => 1.3890264072677
508 => 1.3852197890105
509 => 1.361219599356
510 => 1.3423620244928
511 => 1.3273657808246
512 => 1.2880111591821
513 => 1.3012921887194
514 => 1.2385691357691
515 => 1.2786971222782
516 => 1.1785896152684
517 => 1.2619621218168
518 => 1.2165862569852
519 => 1.2470549298396
520 => 1.2469486275104
521 => 1.1908461406838
522 => 1.1584873971113
523 => 1.1791076479368
524 => 1.2012141936594
525 => 1.2048009063275
526 => 1.2334626198967
527 => 1.2414614880724
528 => 1.2172245440686
529 => 1.1765151096958
530 => 1.1859709828172
531 => 1.1582957741443
601 => 1.1097960354565
602 => 1.1446293945063
603 => 1.1565230348005
604 => 1.1617759439202
605 => 1.1140820211534
606 => 1.0990955551346
607 => 1.0911168863748
608 => 1.1703584231812
609 => 1.1746994534451
610 => 1.1524901288551
611 => 1.2528783819764
612 => 1.2301574285101
613 => 1.2555423003007
614 => 1.1851129614432
615 => 1.1878034570333
616 => 1.1544610793379
617 => 1.1731305829088
618 => 1.1599355795311
619 => 1.1716222715159
620 => 1.1786272265056
621 => 1.2119641330449
622 => 1.2623427757397
623 => 1.2069847108958
624 => 1.1828644093012
625 => 1.1978285087528
626 => 1.2376798775382
627 => 1.2980567412021
628 => 1.2623124227155
629 => 1.278175144282
630 => 1.2816404432609
701 => 1.2552839061354
702 => 1.2990285443205
703 => 1.3224716513047
704 => 1.3465194282031
705 => 1.3673994390805
706 => 1.3369142172879
707 => 1.3695377744909
708 => 1.3432489462184
709 => 1.3196651495689
710 => 1.3197009164534
711 => 1.3049064563109
712 => 1.2762403255627
713 => 1.2709538512354
714 => 1.2984547582942
715 => 1.3205078814097
716 => 1.3223242822568
717 => 1.334534024344
718 => 1.3417596239408
719 => 1.412580322716
720 => 1.4410649936229
721 => 1.4758955100207
722 => 1.4894639590979
723 => 1.5303001262623
724 => 1.4973216047257
725 => 1.4901864941467
726 => 1.3911313100144
727 => 1.4073515908669
728 => 1.433321825536
729 => 1.3915595496187
730 => 1.4180481013374
731 => 1.4232775025509
801 => 1.3901404834635
802 => 1.4078403971242
803 => 1.3608346741002
804 => 1.2633673720498
805 => 1.2991370532902
806 => 1.3254755786277
807 => 1.2878872554543
808 => 1.3552628698736
809 => 1.3159034268449
810 => 1.3034283729912
811 => 1.2547587402303
812 => 1.2777289334275
813 => 1.3087964486282
814 => 1.2896003362204
815 => 1.3294351517773
816 => 1.3858518741629
817 => 1.4260577902089
818 => 1.4291443012041
819 => 1.4032945907737
820 => 1.444718916709
821 => 1.4450206476995
822 => 1.3982938388211
823 => 1.369673928559
824 => 1.3631714247307
825 => 1.3794159541849
826 => 1.3991398118478
827 => 1.4302388380333
828 => 1.4490313282334
829 => 1.4980321759087
830 => 1.5112904003252
831 => 1.5258571693165
901 => 1.5453228649141
902 => 1.5686964233808
903 => 1.517556408113
904 => 1.5195882962565
905 => 1.4719674221207
906 => 1.4210776885826
907 => 1.4596966528432
908 => 1.5101858113485
909 => 1.4986035426018
910 => 1.4973003007635
911 => 1.4994919920464
912 => 1.4907593396529
913 => 1.4512618765245
914 => 1.4314264978086
915 => 1.4570191968969
916 => 1.4706205774624
917 => 1.4917151325543
918 => 1.4891147833872
919 => 1.5434520919142
920 => 1.5645659269329
921 => 1.5591641044232
922 => 1.5601581697671
923 => 1.5983837595402
924 => 1.6408984770601
925 => 1.6807191203285
926 => 1.7212263889975
927 => 1.6723932955914
928 => 1.6475988623662
929 => 1.6731803884827
930 => 1.6596064706392
1001 => 1.7376062288533
1002 => 1.7430067628784
1003 => 1.8210008808221
1004 => 1.8950265861175
1005 => 1.8485323669297
1006 => 1.8923743214781
1007 => 1.9397929698093
1008 => 2.0312712358385
1009 => 2.000464574084
1010 => 1.9768671539821
1011 => 1.9545677060076
1012 => 2.0009693173048
1013 => 2.0606642489547
1014 => 2.0735219654812
1015 => 2.0943563782798
1016 => 2.0724515407328
1017 => 2.0988335048194
1018 => 2.1919734308674
1019 => 2.1668062006804
1020 => 2.1310646879806
1021 => 2.204589714342
1022 => 2.2311981355609
1023 => 2.4179499706132
1024 => 2.6537318767004
1025 => 2.5561166193528
1026 => 2.4955236790925
1027 => 2.5097644573375
1028 => 2.5958640277193
1029 => 2.6235164770622
1030 => 2.5483475873773
1031 => 2.5748985099918
1101 => 2.7211967040267
1102 => 2.7996809913184
1103 => 2.6930887873302
1104 => 2.3990051240349
1105 => 2.1278465558184
1106 => 2.1997700185389
1107 => 2.1916161299113
1108 => 2.3487952883304
1109 => 2.1662059705638
1110 => 2.1692803063986
1111 => 2.3297097633582
1112 => 2.2869099346985
1113 => 2.2175796936578
1114 => 2.1283527433034
1115 => 1.9634084730794
1116 => 1.8173127331307
1117 => 2.1038401230096
1118 => 2.0914845409418
1119 => 2.0735918271129
1120 => 2.1134101255452
1121 => 2.3067564801115
1122 => 2.3022992208376
1123 => 2.2739444114512
1124 => 2.295451284463
1125 => 2.2138094348346
1126 => 2.2348503984342
1127 => 2.1278036029158
1128 => 2.1761932251592
1129 => 2.2174309420983
1130 => 2.2257100243087
1201 => 2.2443632192691
1202 => 2.084973710634
1203 => 2.156534920581
1204 => 2.1985704270463
1205 => 2.0086524795714
1206 => 2.1948163598575
1207 => 2.0821990938983
1208 => 2.0439751023772
1209 => 2.0954386713324
1210 => 2.0753832684606
1211 => 2.0581408107642
1212 => 2.0485192231066
1213 => 2.0863083883205
1214 => 2.0845454785954
1215 => 2.0227150697446
1216 => 1.9420598219286
1217 => 1.9691303705139
1218 => 1.9592953864251
1219 => 1.9236521353492
1220 => 1.9476713829918
1221 => 1.8419027722366
1222 => 1.6599333748063
1223 => 1.7801479326222
1224 => 1.7755198029145
1225 => 1.773186090047
1226 => 1.8635240077592
1227 => 1.8548401014216
1228 => 1.8390787263856
1229 => 1.9233626653364
1230 => 1.8925978938404
1231 => 1.9874076704993
]
'min_raw' => 0.85108406756786
'max_raw' => 2.7996809913184
'avg_raw' => 1.8253825294431
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.851084'
'max' => '$2.79'
'avg' => '$1.82'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.46364865726388
'max_diff' => 1.8507306333257
'year' => 2029
]
4 => [
'items' => [
101 => 2.0498555213187
102 => 2.0340167263745
103 => 2.0927492319068
104 => 1.9697540212785
105 => 2.0106080965379
106 => 2.0190280648275
107 => 1.9223226146128
108 => 1.8562608958941
109 => 1.8518553324143
110 => 1.7373134160216
111 => 1.7985007832085
112 => 1.8523431342277
113 => 1.8265568264248
114 => 1.8183936517184
115 => 1.8600975409167
116 => 1.8633382902771
117 => 1.7894488614215
118 => 1.8048128134545
119 => 1.8688830474765
120 => 1.8031984079444
121 => 1.6755838828585
122 => 1.6439337162283
123 => 1.6397110005716
124 => 1.5538732384642
125 => 1.6460487317037
126 => 1.605811658755
127 => 1.7329200900858
128 => 1.6603164358058
129 => 1.6571866373809
130 => 1.65245548802
131 => 1.578571380261
201 => 1.5947473042802
202 => 1.6485185393829
203 => 1.6677047218439
204 => 1.6657034458255
205 => 1.6482550309961
206 => 1.6562428259547
207 => 1.630511355261
208 => 1.6214250374048
209 => 1.5927461188621
210 => 1.5505960313577
211 => 1.5564572595467
212 => 1.4729469070302
213 => 1.4274460347493
214 => 1.4148519929938
215 => 1.3980107140171
216 => 1.4167542602671
217 => 1.472710332694
218 => 1.4052154376042
219 => 1.2895001741892
220 => 1.2964548586897
221 => 1.3120799698978
222 => 1.2829626785319
223 => 1.255405605883
224 => 1.2793642447752
225 => 1.2303341622189
226 => 1.3180050211308
227 => 1.3156337700919
228 => 1.3483120447647
301 => 1.3687464405433
302 => 1.3216517739879
303 => 1.3098075927067
304 => 1.3165545766525
305 => 1.205041961121
306 => 1.3391990850258
307 => 1.3403592814043
308 => 1.3304249756357
309 => 1.4018595024785
310 => 1.5526086351044
311 => 1.4958907475407
312 => 1.4739278671688
313 => 1.4321764155271
314 => 1.4878077458838
315 => 1.4835361276963
316 => 1.4642182502896
317 => 1.4525347377586
318 => 1.474061967833
319 => 1.449867275721
320 => 1.445521244192
321 => 1.4191890216552
322 => 1.4097896162494
323 => 1.402830670688
324 => 1.3951695553968
325 => 1.4120680666982
326 => 1.3737738169049
327 => 1.3275947056858
328 => 1.3237554122528
329 => 1.3343560389754
330 => 1.3296660507745
331 => 1.3237329583937
401 => 1.3124050692572
402 => 1.3090443265324
403 => 1.3199651099873
404 => 1.307636182188
405 => 1.3258281867473
406 => 1.3208809681167
407 => 1.2932462070036
408 => 1.2588030629578
409 => 1.2584964467288
410 => 1.2510757278422
411 => 1.2416243266276
412 => 1.2389951630284
413 => 1.2773465150338
414 => 1.3567326659255
415 => 1.3411472649559
416 => 1.3524093144125
417 => 1.4078074512795
418 => 1.4254168531094
419 => 1.412918116792
420 => 1.3958090756324
421 => 1.3965617866136
422 => 1.455028559515
423 => 1.458675060424
424 => 1.4678885918155
425 => 1.4797305833971
426 => 1.4149348591646
427 => 1.3935099138292
428 => 1.3833575861186
429 => 1.3520923462152
430 => 1.3858092269719
501 => 1.3661638444557
502 => 1.368814677739
503 => 1.3670883190857
504 => 1.3680310276463
505 => 1.317980515339
506 => 1.3362162914463
507 => 1.3058957767809
508 => 1.2653000112815
509 => 1.2651639200409
510 => 1.2750996761349
511 => 1.269189499624
512 => 1.2532853665977
513 => 1.2555444736287
514 => 1.2357523188931
515 => 1.2579475995621
516 => 1.2585840807932
517 => 1.2500376887505
518 => 1.2842325809796
519 => 1.2982422562263
520 => 1.2926168379023
521 => 1.2978475618805
522 => 1.34179490873
523 => 1.3489602438237
524 => 1.3521426123568
525 => 1.3478786601054
526 => 1.2986508387056
527 => 1.3008343019175
528 => 1.2848134976189
529 => 1.2712776062173
530 => 1.271818970887
531 => 1.2787781786101
601 => 1.3091694468891
602 => 1.3731260793192
603 => 1.3755531867682
604 => 1.3784949118002
605 => 1.3665294377027
606 => 1.3629205362208
607 => 1.367681608812
608 => 1.3917003572727
609 => 1.4534830993404
610 => 1.4316449519631
611 => 1.4138901982143
612 => 1.4294659038992
613 => 1.4270681460954
614 => 1.4068286572134
615 => 1.4062606021702
616 => 1.3674145520496
617 => 1.3530540518017
618 => 1.3410533429298
619 => 1.3279488821281
620 => 1.3201801184994
621 => 1.3321164702731
622 => 1.3348464551505
623 => 1.3087474133856
624 => 1.3051902104323
625 => 1.3265032513245
626 => 1.3171241766581
627 => 1.3267707875423
628 => 1.3290088840146
629 => 1.3286484989348
630 => 1.3188556678032
701 => 1.3250973263401
702 => 1.3103339431725
703 => 1.2942809813662
704 => 1.2840401918687
705 => 1.2751037447885
706 => 1.2800622050179
707 => 1.262386199679
708 => 1.2567312898234
709 => 1.3229827928696
710 => 1.3719234904934
711 => 1.3712118733673
712 => 1.3668800871253
713 => 1.3604439314404
714 => 1.391229512396
715 => 1.3805044315682
716 => 1.3883078239809
717 => 1.3902941148573
718 => 1.3963060191076
719 => 1.3984547581365
720 => 1.3919597763961
721 => 1.3701618243801
722 => 1.3158434004435
723 => 1.2905580274712
724 => 1.2822134332291
725 => 1.2825167433812
726 => 1.2741500953513
727 => 1.2766144481629
728 => 1.2732930940129
729 => 1.2670032527747
730 => 1.2796738250458
731 => 1.2811339904655
801 => 1.2781765274953
802 => 1.2788731170865
803 => 1.2543865868427
804 => 1.2562482445552
805 => 1.245882297844
806 => 1.243938807799
807 => 1.2177345971794
808 => 1.1713100397057
809 => 1.1970337510869
810 => 1.1659631250395
811 => 1.1541962081586
812 => 1.209898962542
813 => 1.2043079509558
814 => 1.1947385694746
815 => 1.18058345983
816 => 1.1753331919708
817 => 1.1434342264909
818 => 1.1415494654359
819 => 1.1573594540723
820 => 1.1500636883051
821 => 1.1398176700454
822 => 1.102707630531
823 => 1.060983659405
824 => 1.0622430438258
825 => 1.0755146627389
826 => 1.1141036846504
827 => 1.0990262861927
828 => 1.0880874606184
829 => 1.0860389474083
830 => 1.1116803790864
831 => 1.1479683769571
901 => 1.1649938936598
902 => 1.14812212368
903 => 1.1287407427679
904 => 1.1299203976193
905 => 1.1377681128514
906 => 1.1385927967615
907 => 1.1259775102259
908 => 1.1295286394912
909 => 1.1241341494151
910 => 1.0910281737756
911 => 1.0904293916564
912 => 1.0823046513285
913 => 1.0820586374204
914 => 1.0682364273111
915 => 1.0663026045684
916 => 1.0388577674484
917 => 1.0569220423514
918 => 1.0448054751635
919 => 1.0265429504019
920 => 1.0233944842495
921 => 1.0232998375551
922 => 1.0420513670593
923 => 1.0567029198115
924 => 1.0450162480372
925 => 1.0423554194109
926 => 1.0707661078453
927 => 1.0671505887728
928 => 1.0640195725737
929 => 1.144719184758
930 => 1.0808391446448
1001 => 1.0529838010103
1002 => 1.0185075236762
1003 => 1.0297331734207
1004 => 1.0320985827609
1005 => 0.94918935058863
1006 => 0.91555308542201
1007 => 0.90401038677273
1008 => 0.89736740051028
1009 => 0.90039469276745
1010 => 0.87011810897709
1011 => 0.89046447401269
1012 => 0.86424751166616
1013 => 0.85985215261139
1014 => 0.9067313289454
1015 => 0.91325429246811
1016 => 0.88542530355434
1017 => 0.90329601954104
1018 => 0.89681584950273
1019 => 0.86469692623834
1020 => 0.86347021962045
1021 => 0.84735407296113
1022 => 0.82213542414021
1023 => 0.81060982492237
1024 => 0.80460719277987
1025 => 0.80708399579083
1026 => 0.80583164839707
1027 => 0.79765923453233
1028 => 0.80630008159351
1029 => 0.78422628799672
1030 => 0.77543632552584
1031 => 0.77146610340333
1101 => 0.75187434106602
1102 => 0.78305354744093
1103 => 0.78919624388208
1104 => 0.79535104333279
1105 => 0.84892437049119
1106 => 0.84624799846301
1107 => 0.87044109815174
1108 => 0.86950099878609
1109 => 0.86260073485264
1110 => 0.8334896563557
1111 => 0.8450928133895
1112 => 0.80938009957044
1113 => 0.83613849299217
1114 => 0.82392707969171
1115 => 0.83200980187171
1116 => 0.8174763386024
1117 => 0.82551975724763
1118 => 0.79065290508729
1119 => 0.75809472912981
1120 => 0.77119708956751
1121 => 0.78544085379995
1122 => 0.81632496389951
1123 => 0.79793064271258
1124 => 0.80454593617769
1125 => 0.78238581045633
1126 => 0.73666314136619
1127 => 0.73692192670777
1128 => 0.72988849019075
1129 => 0.72381057414149
1130 => 0.80004345177364
1201 => 0.79056268837663
1202 => 0.77545633271512
1203 => 0.79567679007076
1204 => 0.8010233999374
1205 => 0.80117561040386
1206 => 0.81592793412498
1207 => 0.82380125193945
1208 => 0.82518895832916
1209 => 0.84840205844941
1210 => 0.85618278342152
1211 => 0.88823048841223
1212 => 0.8231332559307
1213 => 0.82179262126617
1214 => 0.79596133337274
1215 => 0.77957872221422
1216 => 0.7970830647747
1217 => 0.81258952270224
1218 => 0.79644316224463
1219 => 0.79855153605212
1220 => 0.7768763663439
1221 => 0.78462421960306
1222 => 0.79129771457839
1223 => 0.78761300290292
1224 => 0.78209681118267
1225 => 0.81131816998549
1226 => 0.80966938640241
1227 => 0.83688098751574
1228 => 0.85809437650384
1229 => 0.89611256191738
1230 => 0.85643860350552
1231 => 0.85499272677129
]
'min_raw' => 0.72381057414149
'max_raw' => 2.0927492319068
'avg_raw' => 1.4082799030242
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.72381'
'max' => '$2.09'
'avg' => '$1.40'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.12727349342636
'max_diff' => -0.70693175941158
'year' => 2030
]
5 => [
'items' => [
101 => 0.86912640377431
102 => 0.85618061962921
103 => 0.86436190833563
104 => 0.89479442982454
105 => 0.89543742104867
106 => 0.88466648959723
107 => 0.88401107743955
108 => 0.88607975264588
109 => 0.89819604794323
110 => 0.89396224207019
111 => 0.89886170941332
112 => 0.90498856834921
113 => 0.93033185464244
114 => 0.93644203516844
115 => 0.92159746425563
116 => 0.92293776280145
117 => 0.91738548578747
118 => 0.9120220557618
119 => 0.92407826319346
120 => 0.94611121924016
121 => 0.94597415336411
122 => 0.95108537090748
123 => 0.95426961709339
124 => 0.9406005014528
125 => 0.93170240979809
126 => 0.93511450433879
127 => 0.94057051781512
128 => 0.93334519270273
129 => 0.88874713901289
130 => 0.90227533956769
131 => 0.90002358550016
201 => 0.89681681388535
202 => 0.91041952415368
203 => 0.90910750956426
204 => 0.86980757884926
205 => 0.87232343290532
206 => 0.86996057626718
207 => 0.87759544946001
208 => 0.85576831142128
209 => 0.86248219207397
210 => 0.86669307508062
211 => 0.86917331752106
212 => 0.87813365393411
213 => 0.87708226187585
214 => 0.87806829792754
215 => 0.89135411138698
216 => 0.95854919672418
217 => 0.96220647696148
218 => 0.94419669148559
219 => 0.9513912455559
220 => 0.93757927501692
221 => 0.9468513433719
222 => 0.95319505705537
223 => 0.92452903474575
224 => 0.92283161894552
225 => 0.90896264149094
226 => 0.91641504439599
227 => 0.90455773552732
228 => 0.90746710437263
301 => 0.89933225544691
302 => 0.91397336388095
303 => 0.93034439810843
304 => 0.93448036786603
305 => 0.92360041208073
306 => 0.91572260706815
307 => 0.90189177657635
308 => 0.92489275592437
309 => 0.93161894322788
310 => 0.92485742612589
311 => 0.92329063487129
312 => 0.92032156827496
313 => 0.92392053638539
314 => 0.9315823109673
315 => 0.92796915956523
316 => 0.93035570972183
317 => 0.9212606415247
318 => 0.94060502649885
319 => 0.97132856531756
320 => 0.97142734651866
321 => 0.96781417564036
322 => 0.96633574396381
323 => 0.97004307655049
324 => 0.97205415239602
325 => 0.98404298617282
326 => 0.99690748247152
327 => 1.0569404734781
328 => 1.0400834498294
329 => 1.093348290829
330 => 1.1354738644858
331 => 1.1481054820974
401 => 1.1364849882583
402 => 1.0967319065614
403 => 1.0947814307212
404 => 1.1541893180946
405 => 1.137403868858
406 => 1.1354072930821
407 => 1.1141671000953
408 => 1.1267226847996
409 => 1.1239765942454
410 => 1.1196417559624
411 => 1.1435969369486
412 => 1.1884388972611
413 => 1.1814498572211
414 => 1.1762328630436
415 => 1.1533735132016
416 => 1.1671399476271
417 => 1.1622379840068
418 => 1.1832999305824
419 => 1.1708233000103
420 => 1.1372767025711
421 => 1.1426191087843
422 => 1.1418116148326
423 => 1.1584297831389
424 => 1.1534414215017
425 => 1.1408375571626
426 => 1.1882856323157
427 => 1.1852046182353
428 => 1.1895727917834
429 => 1.1914957968695
430 => 1.2203766040864
501 => 1.2322081467203
502 => 1.2348941140386
503 => 1.2461331644565
504 => 1.2346144762256
505 => 1.2806974418346
506 => 1.311339924949
507 => 1.3469327459342
508 => 1.3989434238419
509 => 1.4184999198608
510 => 1.4149672138984
511 => 1.4544011162983
512 => 1.5252629623446
513 => 1.4292904190021
514 => 1.5303497401813
515 => 1.4983555258819
516 => 1.4224978193294
517 => 1.4176134773311
518 => 1.4689851969345
519 => 1.5829227266701
520 => 1.5543826677401
521 => 1.5829694079823
522 => 1.5496214570157
523 => 1.5479654501716
524 => 1.5813497724379
525 => 1.6593540610979
526 => 1.6222971475025
527 => 1.5691669751357
528 => 1.6083974676143
529 => 1.5744123844186
530 => 1.4978344801529
531 => 1.5543608436949
601 => 1.5165632741725
602 => 1.5275946143885
603 => 1.6070394835604
604 => 1.5974804667166
605 => 1.6098507196536
606 => 1.5880175470056
607 => 1.5676219209771
608 => 1.5295519703958
609 => 1.5182813348546
610 => 1.5213961330432
611 => 1.5182797913153
612 => 1.496980003846
613 => 1.4923803167699
614 => 1.4847139701263
615 => 1.487090091517
616 => 1.4726751169581
617 => 1.4998791522364
618 => 1.5049284609052
619 => 1.5247252891524
620 => 1.5267806615345
621 => 1.5819145464129
622 => 1.5515477291091
623 => 1.5719204119013
624 => 1.5700980873973
625 => 1.4241418858511
626 => 1.4442533626417
627 => 1.4755405091988
628 => 1.4614456920835
629 => 1.4415189183619
630 => 1.4254269801756
701 => 1.4010460483382
702 => 1.435361741705
703 => 1.4804832294151
704 => 1.5279250169246
705 => 1.5849232161082
706 => 1.5722018815826
707 => 1.526859475238
708 => 1.528893502464
709 => 1.5414670584147
710 => 1.5251831610305
711 => 1.5203807217924
712 => 1.5408072770099
713 => 1.5409479434694
714 => 1.5222113515541
715 => 1.5013890584004
716 => 1.5013018122318
717 => 1.4975966862846
718 => 1.5502805906907
719 => 1.5792514111705
720 => 1.5825728690497
721 => 1.5790278505913
722 => 1.5803921874992
723 => 1.5635347053904
724 => 1.60206591056
725 => 1.6374259547648
726 => 1.6279487075608
727 => 1.6137409667318
728 => 1.602423816824
729 => 1.6252827467067
730 => 1.6242648745423
731 => 1.6371171156261
801 => 1.6365340637324
802 => 1.6322123384532
803 => 1.6279488619032
804 => 1.6448530645023
805 => 1.639984925627
806 => 1.6351092251873
807 => 1.6253302615232
808 => 1.6266593850965
809 => 1.6124540974344
810 => 1.6058820813721
811 => 1.507054728267
812 => 1.4806448302404
813 => 1.4889539217827
814 => 1.4916894904638
815 => 1.4801958689974
816 => 1.4966747697111
817 => 1.4941065504904
818 => 1.5040979891203
819 => 1.4978557720422
820 => 1.4981119548084
821 => 1.5164689842543
822 => 1.5217981079988
823 => 1.519087672651
824 => 1.5209859686603
825 => 1.5647313989737
826 => 1.5585121976833
827 => 1.555208370951
828 => 1.5561235535346
829 => 1.5673014488923
830 => 1.570430649302
831 => 1.5571720072811
901 => 1.5634248595054
902 => 1.5900487106715
903 => 1.5993655518002
904 => 1.6291004363455
905 => 1.6164685288952
906 => 1.6396549417163
907 => 1.7109220698977
908 => 1.7678551831992
909 => 1.7154971393468
910 => 1.8200475515367
911 => 1.9014550442924
912 => 1.8983304891292
913 => 1.884135209778
914 => 1.7914549436058
915 => 1.7061691808891
916 => 1.7775143428264
917 => 1.7776962163164
918 => 1.7715676036331
919 => 1.7335033166083
920 => 1.7702430489538
921 => 1.7731593154882
922 => 1.7715269817268
923 => 1.7423431821113
924 => 1.6977849141663
925 => 1.7064914930653
926 => 1.7207530469114
927 => 1.693752950209
928 => 1.6851247833191
929 => 1.7011661871434
930 => 1.7528549326246
1001 => 1.7430834747039
1002 => 1.742828302448
1003 => 1.7846347431758
1004 => 1.7547103540093
1005 => 1.7066013109076
1006 => 1.6944531430441
1007 => 1.6513353311151
1008 => 1.6811169573948
1009 => 1.6821887451054
1010 => 1.6658776527528
1011 => 1.7079248661564
1012 => 1.7075373936826
1013 => 1.7474549649075
1014 => 1.8237623687345
1015 => 1.8011945145636
1016 => 1.7749505555383
1017 => 1.7778040015504
1018 => 1.8090992613982
1019 => 1.7901774328929
1020 => 1.7969818543511
1021 => 1.8090889620914
1022 => 1.8163934807937
1023 => 1.7767529937193
1024 => 1.7675108999586
1025 => 1.7486048196583
1026 => 1.7436725762067
1027 => 1.759071184123
1028 => 1.7550141949779
1029 => 1.6820986654985
1030 => 1.6744785869697
1031 => 1.6747122838992
1101 => 1.6555512341237
1102 => 1.626326034037
1103 => 1.7031281149187
1104 => 1.6969598329794
1105 => 1.6901505271056
1106 => 1.6909846282218
1107 => 1.7243218084685
1108 => 1.7049845603575
1109 => 1.7563958037733
1110 => 1.7458271976904
1111 => 1.7349875467405
1112 => 1.7334891767954
1113 => 1.7293168359753
1114 => 1.7150083268434
1115 => 1.6977299422585
1116 => 1.6863212561275
1117 => 1.5555422201733
1118 => 1.5798140485398
1119 => 1.6077365746286
1120 => 1.6173753187419
1121 => 1.6008875799552
1122 => 1.7156593632646
1123 => 1.7366292740437
1124 => 1.6731100464605
1125 => 1.6612281924527
1126 => 1.7164383356353
1127 => 1.6831398701306
1128 => 1.6981341671085
1129 => 1.6657246984843
1130 => 1.7315782366077
1201 => 1.731076542982
1202 => 1.7054580292824
1203 => 1.7271106216333
1204 => 1.7233479508682
1205 => 1.694424711997
1206 => 1.7324951548693
1207 => 1.732514037334
1208 => 1.7078567748927
1209 => 1.67906249053
1210 => 1.6739147525766
1211 => 1.67003662353
1212 => 1.6971803850967
1213 => 1.721517396841
1214 => 1.7668025420402
1215 => 1.7781883034918
1216 => 1.8226276884305
1217 => 1.7961661984139
1218 => 1.8078962342046
1219 => 1.8206308473703
1220 => 1.8267362892218
1221 => 1.8167877993608
1222 => 1.8858204561512
1223 => 1.8916489274902
1224 => 1.8936031635142
1225 => 1.8703257400523
1226 => 1.8910015402352
1227 => 1.8813280180402
1228 => 1.9064958354098
1229 => 1.9104424705322
1230 => 1.9070998109892
1231 => 1.9083525352704
]
'min_raw' => 0.85576831142128
'max_raw' => 1.9104424705322
'avg_raw' => 1.3831053909768
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.855768'
'max' => '$1.91'
'avg' => '$1.38'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.13195773727979
'max_diff' => -0.18230676137461
'year' => 2031
]
6 => [
'items' => [
101 => 1.849445340895
102 => 1.8463906921064
103 => 1.8047403391263
104 => 1.8217131658295
105 => 1.7899832798365
106 => 1.800045153539
107 => 1.8044803315939
108 => 1.8021636462721
109 => 1.8226727839855
110 => 1.8052358271891
111 => 1.7592168313023
112 => 1.7131852975709
113 => 1.7126074091613
114 => 1.7004881188539
115 => 1.6917280917204
116 => 1.693415583725
117 => 1.6993625256521
118 => 1.6913824446446
119 => 1.693085399528
120 => 1.7213657973202
121 => 1.7270372294109
122 => 1.7077634871952
123 => 1.6303766310116
124 => 1.6113857023939
125 => 1.6250360052778
126 => 1.6185120396914
127 => 1.3062655357164
128 => 1.3796232202075
129 => 1.3360365750745
130 => 1.3561233064769
131 => 1.3116326285031
201 => 1.3328659119884
202 => 1.328944899844
203 => 1.446901885694
204 => 1.4450601496044
205 => 1.445941691208
206 => 1.4038634136263
207 => 1.4708952523637
208 => 1.5039175465127
209 => 1.4978059987256
210 => 1.4993441436355
211 => 1.4729137179659
212 => 1.4461975955025
213 => 1.4165653041089
214 => 1.4716184388563
215 => 1.4654974700608
216 => 1.4795367702227
217 => 1.5152426633858
218 => 1.5205004917876
219 => 1.5275670664792
220 => 1.5250342024853
221 => 1.5853772987214
222 => 1.5780693516106
223 => 1.5956794015077
224 => 1.5594541927917
225 => 1.5184619306012
226 => 1.5262532195056
227 => 1.5255028557306
228 => 1.5159498636463
229 => 1.5073258495358
301 => 1.4929692958427
302 => 1.5383955560978
303 => 1.5365513328896
304 => 1.5664071629564
305 => 1.561129854988
306 => 1.5258867007989
307 => 1.5271454169455
308 => 1.5356108879496
309 => 1.5649099797519
310 => 1.5736079450331
311 => 1.5695787009609
312 => 1.5791156228145
313 => 1.586653216996
314 => 1.5800622285929
315 => 1.6733767252169
316 => 1.6346260403546
317 => 1.6535128545309
318 => 1.6580172484244
319 => 1.6464793381834
320 => 1.6489814977731
321 => 1.6527715877538
322 => 1.6757842719408
323 => 1.7361762140213
324 => 1.762923394067
325 => 1.8433936049168
326 => 1.7607024131029
327 => 1.7557958599908
328 => 1.7702909749324
329 => 1.8175355073382
330 => 1.8558227633998
331 => 1.8685248550802
401 => 1.8702036461845
402 => 1.894033614596
403 => 1.9076925080869
404 => 1.8911400296405
405 => 1.8771135372738
406 => 1.8268723826488
407 => 1.8326879330988
408 => 1.8727513086952
409 => 1.9293431864461
410 => 1.9779049049377
411 => 1.9609002836687
412 => 2.0906335405594
413 => 2.1034960630673
414 => 2.1017188783518
415 => 2.1310216188248
416 => 2.0728616463853
417 => 2.047997131371
418 => 1.8801462241309
419 => 1.9273054825159
420 => 1.9958542341445
421 => 1.9867815498218
422 => 1.9369996140757
423 => 1.9778671408754
424 => 1.9643550584697
425 => 1.9536975184595
426 => 2.0025217753119
427 => 1.9488374993128
428 => 1.9953186924251
429 => 1.9357060814722
430 => 1.9609779593463
501 => 1.9466324192017
502 => 1.9559157417985
503 => 1.9016456275871
504 => 1.9309284638831
505 => 1.9004273653242
506 => 1.9004129038321
507 => 1.8997395903909
508 => 1.9356239975828
509 => 1.9367941868131
510 => 1.9102755556799
511 => 1.9064538066348
512 => 1.9205848159145
513 => 1.9040411049651
514 => 1.9117818031934
515 => 1.9042755628289
516 => 1.9025857500172
517 => 1.8891210340358
518 => 1.883320064171
519 => 1.8855947739276
520 => 1.8778300168351
521 => 1.8731514698233
522 => 1.898808909633
523 => 1.8851011745608
524 => 1.8967080026366
525 => 1.8834805571458
526 => 1.8376284681511
527 => 1.8112584468932
528 => 1.724648101273
529 => 1.7492106878511
530 => 1.7654957081642
531 => 1.7601135090479
601 => 1.7716765553843
602 => 1.7723864325182
603 => 1.7686271682829
604 => 1.76427442189
605 => 1.7621557456679
606 => 1.7779466224285
607 => 1.7871137578844
608 => 1.7671301278181
609 => 1.7624482428942
610 => 1.7826527962178
611 => 1.7949775620733
612 => 1.8859767084632
613 => 1.8792351977752
614 => 1.8961550666473
615 => 1.8942501490688
616 => 1.9119848671932
617 => 1.9409736360755
618 => 1.8820313635506
619 => 1.8922617039905
620 => 1.8897534607677
621 => 1.9171378025775
622 => 1.9172232935035
623 => 1.9008050126392
624 => 1.909705629052
625 => 1.904737549146
626 => 1.9137155410123
627 => 1.8791451607899
628 => 1.9212481522589
629 => 1.9451178353649
630 => 1.945449265938
701 => 1.9567633062888
702 => 1.9682590265502
703 => 1.9903240605257
704 => 1.9676436447284
705 => 1.9268437846031
706 => 1.9297894027214
707 => 1.905868459658
708 => 1.9062705750326
709 => 1.9041240516488
710 => 1.9105659299063
711 => 1.8805587908092
712 => 1.8876014063778
713 => 1.8777417033402
714 => 1.8922402709216
715 => 1.8766422089031
716 => 1.8897522512168
717 => 1.8954101108747
718 => 1.916287734817
719 => 1.8735585668717
720 => 1.7864309009209
721 => 1.8047461926246
722 => 1.7776564375597
723 => 1.7801636975289
724 => 1.7852287616942
725 => 1.7688112315486
726 => 1.7719431789245
727 => 1.7718312837251
728 => 1.7708670313469
729 => 1.766596197681
730 => 1.7604026439066
731 => 1.7850758558683
801 => 1.7892683153697
802 => 1.7985876335054
803 => 1.8263156029235
804 => 1.8235449249081
805 => 1.8280640157055
806 => 1.8181988658683
807 => 1.7806213135359
808 => 1.7826619554186
809 => 1.7572151184422
810 => 1.7979369006717
811 => 1.7882934451385
812 => 1.7820762466218
813 => 1.7803798264046
814 => 1.8081765280956
815 => 1.8164937369015
816 => 1.8113110105208
817 => 1.8006810875097
818 => 1.8210936821456
819 => 1.826555231332
820 => 1.8277778707806
821 => 1.8639450747487
822 => 1.8297992157149
823 => 1.838018463365
824 => 1.9021426872432
825 => 1.8439908647237
826 => 1.8747951820527
827 => 1.8732874710174
828 => 1.8890459174016
829 => 1.8719948184593
830 => 1.8722061872662
831 => 1.8861986200858
901 => 1.8665487717393
902 => 1.8616831929522
903 => 1.8549614307058
904 => 1.86963815266
905 => 1.8784361837005
906 => 1.9493418524452
907 => 1.9951501481456
908 => 1.9931614892184
909 => 2.011334109199
910 => 2.0031471774556
911 => 1.9767094152529
912 => 2.0218354515913
913 => 2.0075556855403
914 => 2.0087328921036
915 => 2.0086890764165
916 => 2.0181838724817
917 => 2.0114559392842
918 => 1.9981944923439
919 => 2.0069980597087
920 => 2.0331415074492
921 => 2.1142915714146
922 => 2.159704222305
923 => 2.1115576728092
924 => 2.1447685179434
925 => 2.124853845097
926 => 2.1212347566306
927 => 2.142093621637
928 => 2.1629889973254
929 => 2.1616580522273
930 => 2.1464890824669
1001 => 2.1379205163476
1002 => 2.202804569683
1003 => 2.2506100349095
1004 => 2.2473500226729
1005 => 2.2617386564722
1006 => 2.3039841303307
1007 => 2.3078465270228
1008 => 2.3073599538158
1009 => 2.297786600615
1010 => 2.3393827558967
1011 => 2.3740830004473
1012 => 2.2955706459498
1013 => 2.3254671227402
1014 => 2.3388886143758
1015 => 2.358595346074
1016 => 2.3918439056805
1017 => 2.427960660158
1018 => 2.4330679652412
1019 => 2.4294440878776
1020 => 2.4056241174292
1021 => 2.4451435011411
1022 => 2.4682930292759
1023 => 2.4820780435126
1024 => 2.5170345460093
1025 => 2.3389715009389
1026 => 2.2129296273306
1027 => 2.1932463686999
1028 => 2.2332730491313
1029 => 2.2438277655542
1030 => 2.2395731725986
1031 => 2.0977015846266
1101 => 2.1924994441502
1102 => 2.2944939701672
1103 => 2.2984119952973
1104 => 2.3494725876264
1105 => 2.3661000095331
1106 => 2.4072104790229
1107 => 2.4046390079631
1108 => 2.4146487530734
1109 => 2.4123476860172
1110 => 2.4884961739163
1111 => 2.5724992642288
1112 => 2.5695905043247
1113 => 2.5575140662129
1114 => 2.5754496361477
1115 => 2.6621498276685
1116 => 2.6541678633755
1117 => 2.661921661784
1118 => 2.7641460737957
1119 => 2.897052350664
1120 => 2.8353040414866
1121 => 2.9692801048041
1122 => 3.0536109348965
1123 => 3.1994523855707
1124 => 3.181192317662
1125 => 3.2379673241755
1126 => 3.1485029851143
1127 => 2.9430747789037
1128 => 2.9105649789232
1129 => 2.9756504217633
1130 => 3.1356566320409
1201 => 2.9706112567879
1202 => 3.003999721246
1203 => 2.9943838412359
1204 => 2.993871451855
1205 => 3.013427270485
1206 => 2.9850605355993
1207 => 2.8694893545971
1208 => 2.9224549457852
1209 => 2.9020023874109
1210 => 2.9246960257664
1211 => 3.0471642324028
1212 => 2.9930181189715
1213 => 2.9359795869446
1214 => 3.0075185639698
1215 => 3.0986122651825
1216 => 3.0929117850718
1217 => 3.081850471041
1218 => 3.1442025190807
1219 => 3.2471898350064
1220 => 3.2750268926646
1221 => 3.2955756395242
1222 => 3.2984089645422
1223 => 3.3275939731296
1224 => 3.1706588263863
1225 => 3.4197189346483
1226 => 3.4627247351985
1227 => 3.4546414271029
1228 => 3.5024405644537
1229 => 3.488376845698
1230 => 3.4680007237509
1231 => 3.54377252362
]
'min_raw' => 1.3062655357164
'max_raw' => 3.54377252362
'avg_raw' => 2.4250190296682
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$1.30'
'max' => '$3.54'
'avg' => '$2.42'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.45049722429513
'max_diff' => 1.6333300530878
'year' => 2032
]
7 => [
'items' => [
101 => 3.456906269539
102 => 3.3336105580283
103 => 3.2659680921809
104 => 3.3550451477708
105 => 3.4094413972588
106 => 3.4453938579191
107 => 3.4562730507918
108 => 3.1828412550909
109 => 3.0354766824308
110 => 3.1299356839677
111 => 3.2451821850547
112 => 3.1700186262538
113 => 3.1729648954554
114 => 3.0658014132411
115 => 3.2546637753581
116 => 3.2271481177801
117 => 3.3698993979689
118 => 3.3358306593013
119 => 3.4522387867225
120 => 3.4215846255113
121 => 3.5488283348478
122 => 3.5995892954881
123 => 3.6848248487157
124 => 3.7475244686411
125 => 3.7843428847139
126 => 3.7821324451153
127 => 3.9280253524577
128 => 3.8419974021078
129 => 3.7339260212372
130 => 3.7319713509181
131 => 3.7879430504543
201 => 3.9052443775963
202 => 3.9356589050593
203 => 3.952656476685
204 => 3.9266241040506
205 => 3.8332469296245
206 => 3.7929271391403
207 => 3.8272807688096
208 => 3.7852692317651
209 => 3.8577929310593
210 => 3.9573834604165
211 => 3.9368184099278
212 => 4.0055642904266
213 => 4.0767090444653
214 => 4.1784492380515
215 => 4.2050478920834
216 => 4.2490144557418
217 => 4.2942704920102
218 => 4.3088055111752
219 => 4.3365573727128
220 => 4.3364111067038
221 => 4.4200432093631
222 => 4.5122920084669
223 => 4.547113794564
224 => 4.6271845716098
225 => 4.4900661719336
226 => 4.5940720531906
227 => 4.6878879615205
228 => 4.5760367680337
301 => 4.7301975802696
302 => 4.7361832952728
303 => 4.8265604852531
304 => 4.7349458890335
305 => 4.6805454342425
306 => 4.8375975088658
307 => 4.913590060682
308 => 4.890700485627
309 => 4.7165096892612
310 => 4.6151231743816
311 => 4.3497751089434
312 => 4.6640913546383
313 => 4.8171856291857
314 => 4.716113212075
315 => 4.7670882602342
316 => 5.0451915942762
317 => 5.1510753380219
318 => 5.129052259506
319 => 5.1327737972445
320 => 5.1899067434438
321 => 5.4432656905798
322 => 5.2914471366415
323 => 5.4075067325946
324 => 5.4690643238041
325 => 5.5262424451614
326 => 5.3858310504388
327 => 5.2031578889578
328 => 5.1452976306191
329 => 4.706063552113
330 => 4.6831995108298
331 => 4.6703652316062
401 => 4.5894469165462
402 => 4.525867286301
403 => 4.4753064037697
404 => 4.3426195492499
405 => 4.3873974675868
406 => 4.175922315381
407 => 4.3112166235431
408 => 3.9736971743765
409 => 4.254793401087
410 => 4.1018055047656
411 => 4.2045327625492
412 => 4.2041743568242
413 => 4.015020905538
414 => 3.9059211423679
415 => 3.9754437576862
416 => 4.0499775200195
417 => 4.0620703721963
418 => 4.1587053405917
419 => 4.1856740831091
420 => 4.1039575342311
421 => 3.9667028340012
422 => 3.9985839704182
423 => 3.9052750721559
424 => 3.7417548170263
425 => 3.8591979190502
426 => 3.8992981576898
427 => 3.9170087075333
428 => 3.7562053170415
429 => 3.7056774005375
430 => 3.6787767617611
501 => 3.9459451355712
502 => 3.960581222187
503 => 3.8857009337264
504 => 4.2241669380088
505 => 4.1475616570707
506 => 4.233148524628
507 => 3.9956910914506
508 => 4.0047622851768
509 => 3.8923461308864
510 => 3.9552916656389
511 => 3.9108037905051
512 => 3.9502062884708
513 => 3.9738239832888
514 => 4.0862216911945
515 => 4.2560768023644
516 => 4.0694332217666
517 => 3.9881099409148
518 => 4.0385624469758
519 => 4.1729241191696
520 => 4.3764889303906
521 => 4.2559744650241
522 => 4.3094567382854
523 => 4.3211402357323
524 => 4.2322773306591
525 => 4.3797654324534
526 => 4.4588055043961
527 => 4.5398842631711
528 => 4.6102826776401
529 => 4.5074996239562
530 => 4.61749222477
531 => 4.5288576048219
601 => 4.4493431878499
602 => 4.4494637783983
603 => 4.3995832231115
604 => 4.3029333618888
605 => 4.2851096446044
606 => 4.3778308728051
607 => 4.452184517089
608 => 4.4583086393621
609 => 4.4994746372659
610 => 4.5238362507818
611 => 4.7626131812456
612 => 4.8586512379445
613 => 4.9760847557686
614 => 5.0218317291515
615 => 5.1595137178363
616 => 5.0483243299889
617 => 5.0242678065141
618 => 4.6902963374
619 => 4.744984146758
620 => 4.8325446061289
621 => 4.6917401771245
622 => 4.7810481786158
623 => 4.7986794699123
624 => 4.6869556965064
625 => 4.7466321911817
626 => 4.5881491141716
627 => 4.2595313003589
628 => 4.3801312780205
629 => 4.468933455093
630 => 4.3422017991811
701 => 4.5693633872108
702 => 4.4366602770508
703 => 4.3945997620028
704 => 4.2305066971441
705 => 4.3079523072361
706 => 4.4126986037999
707 => 4.3479775705875
708 => 4.4822834324152
709 => 4.6724963508284
710 => 4.8080534038647
711 => 4.8184597911782
712 => 4.7313056876931
713 => 4.8709706947381
714 => 4.8719880018387
715 => 4.7144453033436
716 => 4.6179512777167
717 => 4.5960276320692
718 => 4.6507971972807
719 => 4.7172975604671
720 => 4.8221500985161
721 => 4.8855102912756
722 => 5.0507200703427
723 => 5.0954210996227
724 => 5.1445339782962
725 => 5.2101639300548
726 => 5.2889695143152
727 => 5.1165473823578
728 => 5.1233980350955
729 => 4.9628409331637
730 => 4.791262643532
731 => 4.9214691778267
801 => 5.0916969007677
802 => 5.0526464730401
803 => 5.0482525021929
804 => 5.055641942372
805 => 5.0261991951331
806 => 4.893030740571
807 => 4.8261543763685
808 => 4.9124419481698
809 => 4.9582999523642
810 => 5.0294217176315
811 => 5.020654458864
812 => 5.2038564882726
813 => 5.275043257159
814 => 5.2568306354243
815 => 5.2601821961347
816 => 5.3890624408802
817 => 5.5324037792812
818 => 5.6666618582492
819 => 5.8032349426941
820 => 5.6385907588576
821 => 5.5549945961469
822 => 5.6412444974937
823 => 5.5954790857838
824 => 5.8584607163716
825 => 5.8766689938904
826 => 6.1396316079131
827 => 6.3892144416262
828 => 6.2324559355119
829 => 6.3802721462195
830 => 6.5401474297323
831 => 6.8485727904583
901 => 6.7447059795008
902 => 6.6651456301078
903 => 6.5899614843642
904 => 6.7464077565095
905 => 6.9476733863343
906 => 6.9910240753004
907 => 7.0612687526631
908 => 6.9874150635267
909 => 7.0763636973745
910 => 7.3903914608674
911 => 7.3055383871719
912 => 7.1850333817119
913 => 7.4329281414426
914 => 7.5226402913227
915 => 8.1522871417985
916 => 8.9472422999383
917 => 8.6181256445115
918 => 8.4138323159599
919 => 8.461846094072
920 => 8.7521368068944
921 => 8.8453689704862
922 => 8.5919318107895
923 => 8.6814501001105
924 => 9.1747046755129
925 => 9.4393199297148
926 => 9.0799368719385
927 => 8.0884132688726
928 => 7.1741832244441
929 => 7.416678200542
930 => 7.3891867957477
1001 => 7.9191273022561
1002 => 7.303514669427
1003 => 7.3138800073373
1004 => 7.8547791223035
1005 => 7.710476511789
1006 => 7.4767247636373
1007 => 7.1758898708908
1008 => 6.6197687477892
1009 => 6.1271967604734
1010 => 7.0932438601536
1011 => 7.0515861525728
1012 => 6.9912596186693
1013 => 7.1255097918587
1014 => 7.7773905252902
1015 => 7.7623625644526
1016 => 7.6667623449367
1017 => 7.7392742688578
1018 => 7.4640130727839
1019 => 7.5349541505931
1020 => 7.1740384057341
1021 => 7.3371873955833
1022 => 7.476223237369
1023 => 7.5041367410683
1024 => 7.5670272902017
1025 => 7.0296344336185
1026 => 7.270908049199
1027 => 7.412633694072
1028 => 6.7723120745127
1029 => 7.3999765944443
1030 => 7.0202796195766
1031 => 6.8914047634493
1101 => 7.0649177792535
1102 => 6.9972995882476
1103 => 6.9391654382942
1104 => 6.9067255837487
1105 => 7.0341343926226
1106 => 7.0281906194022
1107 => 6.8197250791004
1108 => 6.5477902799192
1109 => 6.6390605244799
1110 => 6.6059011889679
1111 => 6.4857274794329
1112 => 6.5667100498305
1113 => 6.2101037941407
1114 => 5.5965812660067
1115 => 6.0018930407953
1116 => 5.9862889783603
1117 => 5.9784207024927
1118 => 6.2830012992517
1119 => 6.2537229027432
1120 => 6.2005823263855
1121 => 6.4847515110748
1122 => 6.3810259360483
1123 => 6.7006837174608
1124 => 6.9112310064681
1125 => 6.8578294034846
1126 => 7.0558501464594
1127 => 6.6411632065746
1128 => 6.778905573652
1129 => 6.807294084604
1130 => 6.4812449074462
1201 => 6.2585132105041
1202 => 6.2436595456453
1203 => 5.8574734774662
1204 => 6.0637709579024
1205 => 6.2453042035165
1206 => 6.1583638664163
1207 => 6.1308411529591
1208 => 6.2714487270638
1209 => 6.2823751397942
1210 => 6.0332517716124
1211 => 6.0850524085684
1212 => 6.3010696758146
1213 => 6.079609327677
1214 => 5.6493480465883
1215 => 5.5426373000507
1216 => 5.5284001193933
1217 => 5.2389921114472
1218 => 5.5497682223916
1219 => 5.4141061216824
1220 => 5.8426610723412
1221 => 5.5978727829112
1222 => 5.587320449006
1223 => 5.5713690486175
1224 => 5.3222636208841
1225 => 5.3768018780819
1226 => 5.5580953514185
1227 => 5.6227829051222
1228 => 5.6160354633014
1229 => 5.5572069144949
1230 => 5.5841383228876
1231 => 5.49738287293
]
'min_raw' => 3.0354766824308
'max_raw' => 9.4393199297148
'avg_raw' => 6.2373983060728
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$3.03'
'max' => '$9.43'
'avg' => '$6.23'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 1.7292111467144
'max_diff' => 5.8955474060948
'year' => 2033
]
8 => [
'items' => [
101 => 5.4667477178914
102 => 5.3700547417263
103 => 5.2279427788802
104 => 5.2477043189373
105 => 4.9661433349212
106 => 4.8127339672568
107 => 4.7702722761903
108 => 4.7134907282999
109 => 4.7766859031144
110 => 4.9653457080298
111 => 4.7377819568915
112 => 4.347639867306
113 => 4.3710880716599
114 => 4.4237692250087
115 => 4.3255982442639
116 => 4.2326876498549
117 => 4.3134658736188
118 => 4.1481575271091
119 => 4.4437459489144
120 => 4.4357511104815
121 => 4.5459281950651
122 => 4.6148241871166
123 => 4.4560412307802
124 => 4.4161077466564
125 => 4.438855674089
126 => 4.0628831052626
127 => 4.5152032150586
128 => 4.5191148981512
129 => 4.4856206926614
130 => 4.7264671873111
131 => 5.2347284129276
201 => 5.0435000950902
202 => 4.9694507105171
203 => 4.8286827763138
204 => 5.0162476906668
205 => 5.001845631713
206 => 4.9367140593051
207 => 4.8973222810899
208 => 4.9699028402692
209 => 4.8883287465941
210 => 4.8736757978638
211 => 4.784894871124
212 => 4.7532041195527
213 => 4.7297415487344
214 => 4.7039115636481
215 => 4.7608860743172
216 => 4.63177433752
217 => 4.4760782399221
218 => 4.4631337940619
219 => 4.4988745471691
220 => 4.4830619245053
221 => 4.4630580893082
222 => 4.4248653201965
223 => 4.4135343414604
224 => 4.4503545253432
225 => 4.4087866844896
226 => 4.4701222979865
227 => 4.4534424049696
228 => 4.3602698784795
301 => 4.2441424135854
302 => 4.2431086355622
303 => 4.218089163738
304 => 4.1862231046671
305 => 4.1773586960302
306 => 4.3066629569222
307 => 4.5743189072176
308 => 4.5217716397105
309 => 4.559742425745
310 => 4.7465211119662
311 => 4.8058924396848
312 => 4.7637520775571
313 => 4.7060677507723
314 => 4.7086055683979
315 => 4.9057303752547
316 => 4.9180248076602
317 => 4.9490888720146
318 => 4.9890149734134
319 => 4.7705516652707
320 => 4.6983159662305
321 => 4.6640866845412
322 => 4.5586737453375
323 => 4.6723525628463
324 => 4.6061167840962
325 => 4.615054253586
326 => 4.609233714856
327 => 4.6124121225857
328 => 4.4436633259264
329 => 4.5051465182534
330 => 4.4029187861485
331 => 4.2660473284614
401 => 4.2655884873419
402 => 4.2990875827052
403 => 4.2791610099634
404 => 4.2255391150743
405 => 4.2331558521551
406 => 4.1664252206199
407 => 4.2412581590205
408 => 4.2434040999287
409 => 4.2145893424668
410 => 4.3298798090284
411 => 4.3771144072468
412 => 4.3581479166134
413 => 4.3757836677032
414 => 4.5239552159121
415 => 4.5481136434481
416 => 4.5588432211434
417 => 4.5444670084283
418 => 4.3784919716021
419 => 4.3858536702657
420 => 4.331838410036
421 => 4.2862012071298
422 => 4.2880264559105
423 => 4.3114899106253
424 => 4.4139561934786
425 => 4.6295904450261
426 => 4.6377736072457
427 => 4.6476918385756
428 => 4.6073494072533
429 => 4.5951817439414
430 => 4.6112340325902
501 => 4.6922149199611
502 => 4.9005197483755
503 => 4.8268909098021
504 => 4.7670295179408
505 => 4.8195440971185
506 => 4.811459889277
507 => 4.7432210394353
508 => 4.7413058021968
509 => 4.6103336320704
510 => 4.5619162028667
511 => 4.5214549750424
512 => 4.4772723705253
513 => 4.4510794415532
514 => 4.4913236849276
515 => 4.5005280195432
516 => 4.4125332780561
517 => 4.4005399199432
518 => 4.47239832534
519 => 4.4407761202762
520 => 4.4733003423772
521 => 4.4808462408923
522 => 4.4796311774346
523 => 4.4466139635609
524 => 4.4676581510965
525 => 4.4178823740006
526 => 4.3637586924887
527 => 4.3292311557087
528 => 4.2991013004549
529 => 4.3158190953072
530 => 4.2562232092077
531 => 4.2371572858162
601 => 4.4605288538686
602 => 4.625535832838
603 => 4.6231365660138
604 => 4.6085316462631
605 => 4.5868316980134
606 => 4.690627433586
607 => 4.6544670747737
608 => 4.6807767571087
609 => 4.6874736754769
610 => 4.7077432303945
611 => 4.7149878540504
612 => 4.6930895696475
613 => 4.6195962525413
614 => 4.4364578938476
615 => 4.3512064935031
616 => 4.3230721114151
617 => 4.3240947427692
618 => 4.2958860047956
619 => 4.3041947423558
620 => 4.2929965649495
621 => 4.271789926072
622 => 4.3145096451152
623 => 4.3194326947733
624 => 4.3094614018859
625 => 4.311810002327
626 => 4.2292519560149
627 => 4.2355286649694
628 => 4.2005791519053
629 => 4.1940265395285
630 => 4.1056772139049
701 => 3.9491535771231
702 => 4.0358828660173
703 => 3.9311260810166
704 => 3.8914530992126
705 => 4.0792588246585
706 => 4.0604083387437
707 => 4.0281445009668
708 => 3.9804195605218
709 => 3.9627179158724
710 => 3.8551683266423
711 => 3.8488137231558
712 => 3.9021182036615
713 => 3.8775200200033
714 => 3.8429748540866
715 => 3.7178557649235
716 => 3.5771804831975
717 => 3.5814265856995
718 => 3.6261727754599
719 => 3.7562783570341
720 => 3.7054438554636
721 => 3.6685628413156
722 => 3.6616561360049
723 => 3.7481080131354
724 => 3.8704555315034
725 => 3.9278582497502
726 => 3.8709738993141
727 => 3.805628220404
728 => 3.8096055090966
729 => 3.8360646289113
730 => 3.838845108292
731 => 3.7963117889658
801 => 3.8082846692158
802 => 3.790096769293
803 => 3.678477661039
804 => 3.6764588253187
805 => 3.6490656960519
806 => 3.6482362429844
807 => 3.6016336965652
808 => 3.595113678173
809 => 3.5025814936853
810 => 3.5634864577284
811 => 3.5226346055024
812 => 3.4610612282202
813 => 3.4504459547683
814 => 3.4501268468301
815 => 3.5133489377437
816 => 3.5627476707863
817 => 3.5233452409621
818 => 3.5143740714751
819 => 3.6101626911027
820 => 3.5979727161224
821 => 3.5874162764064
822 => 3.8595006531529
823 => 3.6441246379494
824 => 3.5502084020875
825 => 3.4339692259989
826 => 3.4718172878621
827 => 3.4797924306004
828 => 3.2002581657937
829 => 3.0868511493754
830 => 3.0479341349939
831 => 3.0255368430116
901 => 3.0357435702154
902 => 2.9336639541227
903 => 3.002263144378
904 => 2.9138708254168
905 => 2.8990515654895
906 => 3.0571079814992
907 => 3.0791006084348
908 => 2.985273229354
909 => 3.0455255959967
910 => 3.0236772502816
911 => 2.9153860580241
912 => 2.9112501310159
913 => 2.8569134173606
914 => 2.771886982151
915 => 2.7330276196964
916 => 2.7127893263376
917 => 2.7211400406139
918 => 2.7169176639398
919 => 2.6893638000151
920 => 2.7184970191665
921 => 2.6440736829119
922 => 2.6144377107458
923 => 2.6010518296676
924 => 2.5349968350942
925 => 2.6401197062499
926 => 2.6608302361706
927 => 2.6815815722331
928 => 2.8622077851179
929 => 2.8531842099665
930 => 2.9347529346754
1001 => 2.9315833240284
1002 => 2.9083186024158
1003 => 2.8101685687928
1004 => 2.8492894228388
1005 => 2.7288815148157
1006 => 2.8190993064485
1007 => 2.7779276739323
1008 => 2.8051791360798
1009 => 2.7561785499734
1010 => 2.7832974975093
1011 => 2.6657414711248
1012 => 2.5559693077449
1013 => 2.6001448307382
1014 => 2.6481686763157
1015 => 2.7522966097761
1016 => 2.6902788716439
1017 => 2.7125827954266
1018 => 2.6378683843864
1019 => 2.4837112132942
1020 => 2.4845837261412
1021 => 2.4608700038652
1022 => 2.4403778855586
1023 => 2.6974023549049
1024 => 2.6654372991861
1025 => 2.6145051663813
1026 => 2.6826798501031
1027 => 2.7007063185568
1028 => 2.7012195067715
1029 => 2.7509579961716
1030 => 2.7775034368806
1031 => 2.78218218586
1101 => 2.8604467736023
1102 => 2.8866800310787
1103 => 2.9947311059542
1104 => 2.7752512416991
1105 => 2.7707311983275
1106 => 2.6836392077118
1107 => 2.6284040903935
1108 => 2.6874212034503
1109 => 2.7397023089794
1110 => 2.6852637273936
1111 => 2.6923722568876
1112 => 2.6192929089043
1113 => 2.6454153371054
1114 => 2.6679154913433
1115 => 2.655492228671
1116 => 2.636894003158
1117 => 2.7354158545318
1118 => 2.7298568655671
1119 => 2.821602678574
1120 => 2.8931251006189
1121 => 3.0213060670856
1122 => 2.8875425463527
1123 => 2.8826676719953
1124 => 2.9303203507928
1125 => 2.8866727357018
1126 => 2.9142565217749
1127 => 3.0168618927056
1128 => 3.0190297825099
1129 => 2.982714835119
1130 => 2.9805050672699
1201 => 2.9874797501584
1202 => 3.0283306856861
1203 => 3.0140561135902
1204 => 3.0305750098075
1205 => 3.0512321424735
1206 => 3.1366788016229
1207 => 3.1572797018655
1208 => 3.1072301946181
1209 => 3.1117491047419
1210 => 3.0930292151417
1211 => 3.0749460363474
1212 => 3.1155943814408
1213 => 3.1898800310441
1214 => 3.1894179038734
1215 => 3.2066507306747
1216 => 3.2173866390074
1217 => 3.171300261278
1218 => 3.1412997240192
1219 => 3.152803838988
1220 => 3.1711991693502
1221 => 3.1468384812777
1222 => 2.9964730295257
1223 => 3.042084302205
1224 => 3.0344923561539
1225 => 3.0236805017649
1226 => 3.0695429891455
1227 => 3.0651194403553
1228 => 2.9326169801162
1229 => 2.9410993577175
1230 => 2.9331328215926
1231 => 2.958874329612
]
'min_raw' => 2.4403778855586
'max_raw' => 5.4667477178914
'avg_raw' => 3.953562801725
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$2.44'
'max' => '$5.46'
'avg' => '$3.95'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.59509879687222
'max_diff' => -3.9725722118234
'year' => 2034
]
9 => [
'items' => [
101 => 2.8852826097924
102 => 2.9079189271611
103 => 2.9221162132125
104 => 2.9304785237654
105 => 2.9606889235727
106 => 2.9571440818425
107 => 2.9604685712336
108 => 3.0052626188979
109 => 3.2318155405233
110 => 3.2441463161866
111 => 3.1834250670515
112 => 3.2076820084073
113 => 3.1611139854142
114 => 3.1923754112281
115 => 3.2137636848159
116 => 3.1171141892012
117 => 3.1113912333209
118 => 3.0646310075317
119 => 3.0897573042363
120 => 3.0497795595347
121 => 3.0595886997223
122 => 3.0321614886122
123 => 3.0815250079071
124 => 3.1367210927942
125 => 3.1506658035961
126 => 3.1139832730517
127 => 3.087422703441
128 => 3.0407910928002
129 => 3.1183405005491
130 => 3.1410183106503
131 => 3.1182213836669
201 => 3.1129388375622
202 => 3.102928422239
203 => 3.1150625944953
204 => 3.1408948024262
205 => 3.128712810212
206 => 3.1367592306885
207 => 3.1060945732645
208 => 3.1713155177867
209 => 3.274902073963
210 => 3.2752351216792
211 => 3.2630530637994
212 => 3.2580684281812
213 => 3.2705679588348
214 => 3.2773484414569
215 => 3.317769631569
216 => 3.3611431790105
217 => 3.5635485995589
218 => 3.5067139674073
219 => 3.6863000976701
220 => 3.8283294103675
221 => 3.8709177910564
222 => 3.8317384847608
223 => 3.6977081943482
224 => 3.6911320288753
225 => 3.8914298688807
226 => 3.8348365548569
227 => 3.8281049602322
228 => 3.7564921666341
301 => 3.7988241970676
302 => 3.7895655610384
303 => 3.7749503511182
304 => 3.8557169163107
305 => 4.0069047162698
306 => 3.983340679816
307 => 3.9657512197074
308 => 3.8886793257263
309 => 3.9350938205337
310 => 3.9185665079439
311 => 3.9895783313214
312 => 3.947512500257
313 => 3.8344078048421
314 => 3.8524201003849
315 => 3.8496975781493
316 => 3.9057268928376
317 => 3.8889082833013
318 => 3.8464134747083
319 => 4.0063879728058
320 => 3.9960001187243
321 => 4.0107277208178
322 => 4.0172112667257
323 => 4.1145849246507
324 => 4.1544757966931
325 => 4.1635317230348
326 => 4.2014249662043
327 => 4.1625889046248
328 => 4.3179608405855
329 => 4.4212741117955
330 => 4.5412777927584
331 => 4.7166354245936
401 => 4.7825715163125
402 => 4.7706607515146
403 => 4.9036149066431
404 => 5.1425305680042
405 => 4.8189524375358
406 => 5.1596809946281
407 => 5.0518102673531
408 => 4.7960507134954
409 => 4.779582813434
410 => 4.9527861527359
411 => 5.3369344891039
412 => 5.2407096878181
413 => 5.3370918784072
414 => 5.2246569334435
415 => 5.21907359075
416 => 5.3316311640898
417 => 5.5946280693923
418 => 5.4696880979747
419 => 5.2905560124096
420 => 5.4228243567869
421 => 5.3082412760299
422 => 5.0500535252995
423 => 5.240636106526
424 => 5.1131989619392
425 => 5.1503918956609
426 => 5.4182458187377
427 => 5.3860169260595
428 => 5.4277240975002
429 => 5.3541120315741
430 => 5.2853467544418
501 => 5.1569912580979
502 => 5.11899152348
503 => 5.1294932830412
504 => 5.1189863193295
505 => 5.047172598773
506 => 5.0316644326562
507 => 5.0058168097
508 => 5.0138280688641
509 => 4.9652269757175
510 => 5.0569472799833
511 => 5.0739713766916
512 => 5.1407177652976
513 => 5.1476475967853
514 => 5.3335353389776
515 => 5.2311514942947
516 => 5.2998394167038
517 => 5.2936953224078
518 => 4.8015937985583
519 => 4.8694010466963
520 => 4.9748878457122
521 => 4.9273661857395
522 => 4.860181676894
523 => 4.8059265837957
524 => 4.7237245698838
525 => 4.839422325915
526 => 4.9915525720114
527 => 5.1515058708794
528 => 5.3436792789141
529 => 5.3007884113858
530 => 5.1479133226892
531 => 5.1547711874929
601 => 5.1971638092384
602 => 5.1422615123021
603 => 5.1260697531154
604 => 5.1949393101675
605 => 5.1954135769569
606 => 5.1322418491674
607 => 5.0620380340336
608 => 5.0617438774848
609 => 5.0492517866702
610 => 5.2268792486481
611 => 5.324556392574
612 => 5.3357549197105
613 => 5.3238026424725
614 => 5.3284025996125
615 => 5.271566421731
616 => 5.401477070123
617 => 5.5206959279191
618 => 5.4887427272903
619 => 5.4408403371327
620 => 5.4026837760805
621 => 5.4797542541394
622 => 5.4763224270716
623 => 5.5196546552005
624 => 5.5176888550335
625 => 5.5031178565213
626 => 5.4887432476666
627 => 5.5457369469433
628 => 5.5293236768425
629 => 5.5128849123996
630 => 5.4799144536606
701 => 5.4843956865846
702 => 5.43650156745
703 => 5.4143435564525
704 => 5.0811402355534
705 => 4.9920974204765
706 => 5.0201121027334
707 => 5.0293352635332
708 => 4.9905837163003
709 => 5.0461434805766
710 => 5.0374845501665
711 => 5.0711713830873
712 => 5.0501253123906
713 => 5.0509890504732
714 => 5.1128810568968
715 => 5.130848569669
716 => 5.1217101476574
717 => 5.1281103851875
718 => 5.2756011576975
719 => 5.254632686336
720 => 5.2434936038423
721 => 5.2465792058189
722 => 5.2842662604331
723 => 5.2948165780881
724 => 5.250114140826
725 => 5.2711960686605
726 => 5.360960241685
727 => 5.3923726220314
728 => 5.4926258612991
729 => 5.4500365033989
730 => 5.5282111130489
731 => 5.7684932114246
801 => 5.9604471778636
802 => 5.7839183774931
803 => 6.1364173916681
804 => 6.4108884371837
805 => 6.4003537813014
806 => 6.3524934058861
807 => 6.0400154177568
808 => 5.752468514296
809 => 5.9930137089274
810 => 5.9936269080971
811 => 5.9729638625493
812 => 5.8446274612816
813 => 5.9684980339705
814 => 5.9783304301987
815 => 5.9728269029561
816 => 5.8744316850047
817 => 5.724200373669
818 => 5.7535552123011
819 => 5.8016390368029
820 => 5.7106063256844
821 => 5.6815158586156
822 => 5.7356005715843
823 => 5.9098727857671
824 => 5.8769276331661
825 => 5.8760673020898
826 => 6.0170206358361
827 => 5.916128468507
828 => 5.7539254708235
829 => 5.7129670747136
830 => 5.5675923614055
831 => 5.6680031936944
901 => 5.6716168007905
902 => 5.6166228141197
903 => 5.7583879297526
904 => 5.7570815392548
905 => 5.8916664175954
906 => 6.1489421572107
907 => 6.0728530612362
908 => 5.9843697210879
909 => 5.993990313539
910 => 6.099504467081
911 => 6.0357082011957
912 => 6.0586497832114
913 => 6.099469742249
914 => 6.1240974370389
915 => 5.9904467672574
916 => 5.9592864028808
917 => 5.895543233168
918 => 5.8789138300125
919 => 5.9308313116987
920 => 5.9171528895461
921 => 5.6713130911067
922 => 5.64562146433
923 => 5.6464093898441
924 => 5.5818065727439
925 => 5.4832717702136
926 => 5.742215348056
927 => 5.7214185548422
928 => 5.6984605046781
929 => 5.7012727348264
930 => 5.8136713655557
1001 => 5.7484744834658
1002 => 5.9218110800606
1003 => 5.8861782867758
1004 => 5.849631646798
1005 => 5.8445797879152
1006 => 5.8305124495366
1007 => 5.7822703120101
1008 => 5.7240150320439
1009 => 5.6855498502243
1010 => 5.244619199804
1011 => 5.3264533637464
1012 => 5.4205961099434
1013 => 5.4530938086772
1014 => 5.3975042462207
1015 => 5.7844653267583
1016 => 5.8551668450222
1017 => 5.6410073344548
1018 => 5.6009468341028
1019 => 5.787091686492
1020 => 5.6748235852186
1021 => 5.7253779043477
1022 => 5.6161071181246
1023 => 5.8381369196546
1024 => 5.8364454245686
1025 => 5.7500708170029
1026 => 5.8230740438496
1027 => 5.8103879366638
1028 => 5.7128712174535
1029 => 5.841228373591
1030 => 5.841292037139
1031 => 5.758158355303
1101 => 5.6610764152215
1102 => 5.6437204573081
1103 => 5.6306450744651
1104 => 5.7221621617039
1105 => 5.8042160959557
1106 => 5.9568981247029
1107 => 5.9952860143655
1108 => 6.145116503345
1109 => 6.0558997422718
1110 => 6.0954483769051
1111 => 6.1383840142955
1112 => 6.1589689377662
1113 => 6.1254269096185
1114 => 6.3581753316935
1115 => 6.377826429744
1116 => 6.384415272939
1117 => 6.3059338145595
1118 => 6.3756437184145
1119 => 6.3430287629501
1120 => 6.4278838163729
1121 => 6.4411901722333
1122 => 6.4299201622068
1123 => 6.4341438095835
1124 => 6.2355340909778
1125 => 6.2252351293183
1126 => 6.0848080563109
1127 => 6.142033126546
1128 => 6.0350536006106
1129 => 6.0689779102959
1130 => 6.0839314227625
1201 => 6.0761205564543
1202 => 6.1452685461573
1203 => 6.0864786289088
1204 => 5.9313223713327
1205 => 5.7761238415381
1206 => 5.7741754504185
1207 => 5.7333144170051
1208 => 5.7037793739188
1209 => 5.7094688710292
1210 => 5.7295194009389
1211 => 5.7026140006706
1212 => 5.7083556319563
1213 => 5.8037049675873
1214 => 5.8228265968477
1215 => 5.7578438293179
1216 => 5.4969286407169
1217 => 5.4328993989781
1218 => 5.4789223481849
1219 => 5.4569263427216
1220 => 4.4041654542152
1221 => 4.6514960091468
1222 => 4.5045405919585
1223 => 4.5722644092925
1224 => 4.422260982264
1225 => 4.4938504799952
1226 => 4.4806305137941
1227 => 4.8783307270809
1228 => 4.8721211852692
1229 => 4.8750933643328
1230 => 4.7332235136545
1231 => 4.9592260379713
]
'min_raw' => 2.8852826097924
'max_raw' => 6.4411901722333
'avg_raw' => 4.6632363910128
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$2.88'
'max' => '$6.44'
'avg' => '$4.66'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.44490472423382
'max_diff' => 0.97444245434188
'year' => 2035
]
10 => [
'items' => [
101 => 5.0705630082377
102 => 5.0499574981789
103 => 5.0551434611324
104 => 4.9660314356738
105 => 4.8759561635285
106 => 4.7760488242344
107 => 4.9616643117225
108 => 4.9410270380759
109 => 4.9883615187646
110 => 5.1087464304697
111 => 5.1264735660161
112 => 5.1502990159613
113 => 5.1417592881669
114 => 5.3452102501474
115 => 5.3205709962389
116 => 5.3799445089613
117 => 5.2578086886121
118 => 5.1196004146486
119 => 5.1458692891602
120 => 5.1433393853038
121 => 5.1111308055232
122 => 5.0820543398401
123 => 5.0336502167213
124 => 5.1868080247316
125 => 5.1805900974254
126 => 5.2812511129633
127 => 5.263458300698
128 => 5.1446335457509
129 => 5.1488773951199
130 => 5.1774193216506
131 => 5.2762032552593
201 => 5.3055290524774
202 => 5.291944174775
203 => 5.3240985726512
204 => 5.3495120976921
205 => 5.3272901201228
206 => 5.6419064605008
207 => 5.5112558210011
208 => 5.5749340336319
209 => 5.5901209121306
210 => 5.551220042202
211 => 5.5596562479538
212 => 5.5724348009393
213 => 5.6500236723701
214 => 5.8536393215253
215 => 5.9438193064776
216 => 6.2151302406086
217 => 5.9363311140933
218 => 5.9197883277114
219 => 5.9686596197537
220 => 6.1279478592676
221 => 6.2570360162101
222 => 6.2998620051424
223 => 6.3055221665598
224 => 6.3858665688146
225 => 6.4319184818527
226 => 6.3761106451133
227 => 6.3288193468008
228 => 6.1594277862572
229 => 6.179035320628
301 => 6.3141117885867
302 => 6.5049152555426
303 => 6.668644479908
304 => 6.6113122120748
305 => 7.0487169453687
306 => 7.0920838380366
307 => 7.0860919356894
308 => 7.184888171046
309 => 6.9887977633667
310 => 6.904965315011
311 => 6.339044262275
312 => 6.498044994474
313 => 6.729161896511
314 => 6.6985727078825
315 => 6.5307294358508
316 => 6.6685171557353
317 => 6.6229602265211
318 => 6.5870275862911
319 => 6.7516419770697
320 => 6.5706416924222
321 => 6.7273562802136
322 => 6.5263682003663
323 => 6.611574101045
324 => 6.5632071108741
325 => 6.59450648115
326 => 6.411531002068
327 => 6.510260129102
328 => 6.4074235457921
329 => 6.4073747878619
330 => 6.4051046645856
331 => 6.5260914488024
401 => 6.5300368234922
402 => 6.4406274071551
403 => 6.4277421134233
404 => 6.4753857978055
405 => 6.4196075212947
406 => 6.4457058258098
407 => 6.4203980123517
408 => 6.4147006904782
409 => 6.3693034604705
410 => 6.3497450855603
411 => 6.3574144283198
412 => 6.3312350076645
413 => 6.3154609597686
414 => 6.4019668094321
415 => 6.3557502235929
416 => 6.3948834548131
417 => 6.3502861988302
418 => 6.1956926794939
419 => 6.1067843117268
420 => 5.8147714845273
421 => 5.8975859600803
422 => 5.9524920430497
423 => 5.9343455829558
424 => 5.9733312009852
425 => 5.9757246013042
426 => 5.9630499794715
427 => 5.9483743911088
428 => 5.9412311263048
429 => 5.9944711697868
430 => 6.0253788070055
501 => 5.9580026030243
502 => 5.9422173011247
503 => 6.0103383632919
504 => 6.0518921718617
505 => 6.3587021472725
506 => 6.3359726733109
507 => 6.3930191925205
508 => 6.3865966299077
509 => 6.4463904702625
510 => 6.5441281284804
511 => 6.3454001414445
512 => 6.3798924484971
513 => 6.3714357313515
514 => 6.4637639516771
515 => 6.464052190303
516 => 6.4086968100812
517 => 6.4387058597379
518 => 6.4219556314747
519 => 6.4522255578754
520 => 6.3356691073286
521 => 6.4776222826033
522 => 6.5581005857235
523 => 6.5592180270404
524 => 6.597364104004
525 => 6.6361227274709
526 => 6.7105165300508
527 => 6.6340479246942
528 => 6.4964883477263
529 => 6.5064197048687
530 => 6.4257685752235
531 => 6.4271243352837
601 => 6.4198871818298
602 => 6.4416064241325
603 => 6.3404352596351
604 => 6.3641799297246
605 => 6.3309372525507
606 => 6.3798201854091
607 => 6.3272302302917
608 => 6.3714316532665
609 => 6.390507522122
610 => 6.4608978888729
611 => 6.31683351589
612 => 6.0230765070772
613 => 6.0848277917891
614 => 5.9934927912415
615 => 6.001946193279
616 => 6.0190234107439
617 => 5.9636705616225
618 => 5.9742301408661
619 => 5.9738528783889
620 => 5.9706018341741
621 => 5.9562024202892
622 => 5.9353204213189
623 => 6.0185078780764
624 => 6.0326430479935
625 => 6.0640637797421
626 => 6.15755056454
627 => 6.1482090301685
628 => 6.163445460305
629 => 6.130184418866
630 => 6.0034890775964
701 => 6.010369244177
702 => 5.9245734566696
703 => 6.0618697885603
704 => 6.0293562049456
705 => 6.0083944860758
706 => 6.0026748868732
707 => 6.0963934073282
708 => 6.1244354575062
709 => 6.1069615336673
710 => 6.0711220060778
711 => 6.1399444940547
712 => 6.1583584884497
713 => 6.1624807027127
714 => 6.2844209560046
715 => 6.1692958082845
716 => 6.1970075755863
717 => 6.413206873402
718 => 6.2171439437469
719 => 6.3210028503103
720 => 6.3159194972897
721 => 6.3690501994938
722 => 6.31156122894
723 => 6.3122738736299
724 => 6.3594503378016
725 => 6.2931995021926
726 => 6.2767948636082
727 => 6.2541319728961
728 => 6.3036155656607
729 => 6.3332787415726
730 => 6.572342154221
731 => 6.7267880214079
801 => 6.7200831189913
802 => 6.7813533760275
803 => 6.7537505640614
804 => 6.6646138029693
805 => 6.8167593850836
806 => 6.7686141568611
807 => 6.7725831909793
808 => 6.7724354633312
809 => 6.8044478311703
810 => 6.7817641346659
811 => 6.737052240422
812 => 6.7667340824378
813 => 6.8548785417721
814 => 7.1284816481479
815 => 7.2815935712349
816 => 7.1192641181251
817 => 7.2312368012022
818 => 7.1640930913024
819 => 7.1518910818612
820 => 7.22221820155
821 => 7.2926684195519
822 => 7.2881810452299
823 => 7.2370378046192
824 => 7.2081482857099
825 => 7.42690940159
826 => 7.588088865272
827 => 7.5770975064097
828 => 7.6256097898464
829 => 7.7680433544451
830 => 7.7810656945565
831 => 7.7794251790175
901 => 7.7471479503108
902 => 7.8873922919938
903 => 8.0043865891902
904 => 7.739676704444
905 => 7.8404747632485
906 => 7.8857262593565
907 => 7.9521688811569
908 => 8.0642687212105
909 => 8.1860388805228
910 => 8.2032585161915
911 => 8.1910403606491
912 => 8.1107296672251
913 => 8.2439720285648
914 => 8.3220222789197
915 => 8.3684994168578
916 => 8.4863577056106
917 => 7.886005717191
918 => 7.4610467403577
919 => 7.3946832596432
920 => 7.5296360072912
921 => 7.565221970618
922 => 7.5508773134219
923 => 7.0725473494162
924 => 7.3921649513754
925 => 7.7360466168721
926 => 7.749256512146
927 => 7.9214108641202
928 => 7.9774713779683
929 => 8.1160781960943
930 => 8.107408301882
1001 => 8.1411568563794
1002 => 8.133398648144
1003 => 8.3901385916133
1004 => 8.6733608755105
1005 => 8.6635537884109
1006 => 8.6228372341667
1007 => 8.6833082604235
1008 => 8.9756240093499
1009 => 8.9487122594532
1010 => 8.9748547321404
1011 => 9.3195114743183
1012 => 9.7676142659995
1013 => 9.5594255304789
1014 => 10.011135181864
1015 => 10.295462463311
1016 => 10.787177096584
1017 => 10.725612002752
1018 => 10.917032901117
1019 => 10.615397635771
1020 => 9.922782095993
1021 => 9.8131730355973
1022 => 10.032613150253
1023 => 10.572085259481
1024 => 10.015623253715
1025 => 10.128194792744
1026 => 10.095774181931
1027 => 10.094046625359
1028 => 10.159980433214
1029 => 10.064340006044
1030 => 9.6746837003731
1031 => 9.8532608890033
1101 => 9.7843036604922
1102 => 9.8608168466272
1103 => 10.273726955759
1104 => 10.091169553964
1105 => 9.8988601609325
1106 => 10.140058816665
1107 => 10.447187590263
1108 => 10.427968023575
1109 => 10.390674031044
1110 => 10.60089831429
1111 => 10.948127240279
1112 => 11.041981823694
1113 => 11.111263358399
1114 => 11.120816111514
1115 => 11.219215405599
1116 => 10.690097601492
1117 => 11.529821145318
1118 => 11.674818204442
1119 => 11.647564766839
1120 => 11.808722895647
1121 => 11.761306085965
1122 => 11.692606568205
1123 => 11.948076481681
1124 => 11.655200841239
1125 => 11.239500741649
1126 => 11.011439445398
1127 => 11.311768957481
1128 => 11.495169710455
1129 => 11.616385941692
1130 => 11.653065900023
1201 => 10.731171510419
1202 => 10.23432156503
1203 => 10.552796683628
1204 => 10.941358308297
1205 => 10.687939122048
1206 => 10.697872674363
1207 => 10.336563512162
1208 => 10.973326151988
1209 => 10.880555191382
1210 => 11.361851099115
1211 => 11.246985968094
1212 => 11.63946409705
1213 => 11.536111452321
1214 => 11.965122502222
1215 => 12.136266625037
1216 => 12.423644243701
1217 => 12.635040389827
1218 => 12.759176250196
1219 => 12.751723598761
1220 => 13.243611721784
1221 => 12.953562480899
1222 => 12.589192274991
1223 => 12.58260196754
1224 => 12.771314460345
1225 => 13.166804074522
1226 => 13.269348777338
1227 => 13.326657276806
1228 => 13.238887314947
1229 => 12.924059651983
1230 => 12.788118663328
1231 => 12.903944324252
]
'min_raw' => 4.7760488242344
'max_raw' => 13.326657276806
'avg_raw' => 9.0513530505203
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$4.77'
'max' => '$13.32'
'avg' => '$9.05'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 1.890766214442
'max_diff' => 6.8854671045729
'year' => 2036
]
11 => [
'items' => [
101 => 12.762299493955
102 => 13.006818209568
103 => 13.342594632484
104 => 13.273258128956
105 => 13.505039664742
106 => 13.744909170151
107 => 14.0879333361
108 => 14.177612555228
109 => 14.32584889425
110 => 14.478432780204
111 => 14.527438612121
112 => 14.621005950869
113 => 14.620512804807
114 => 14.90248427793
115 => 15.213507544714
116 => 15.33091162772
117 => 15.600875842893
118 => 15.138571585083
119 => 15.4892346752
120 => 15.805541560152
121 => 15.42842745211
122 => 15.948191393728
123 => 15.968372649771
124 => 16.273085655723
125 => 15.964200648242
126 => 15.780785716795
127 => 16.310297751413
128 => 16.566511945492
129 => 16.489338145095
130 => 15.902041713535
131 => 15.560210000038
201 => 14.665570471403
202 => 15.725309638623
203 => 16.24147767396
204 => 15.900704963021
205 => 16.072570896854
206 => 17.010215704131
207 => 17.367210138736
208 => 17.292957791918
209 => 17.305505216233
210 => 17.498132933239
211 => 18.352350312464
212 => 17.840483458228
213 => 18.231786489007
214 => 18.439332205583
215 => 18.632112233788
216 => 18.158705413271
217 => 17.542810095504
218 => 17.347730194841
219 => 15.866821832814
220 => 15.789734121311
221 => 15.746462452848
222 => 15.473640704087
223 => 15.259277541727
224 => 15.088807996225
225 => 14.641445002311
226 => 14.792416880278
227 => 14.079413639893
228 => 14.535567845808
301 => 13.397597458088
302 => 14.345333011954
303 => 13.829523638232
304 => 14.175875760038
305 => 14.174667370113
306 => 13.536923302829
307 => 13.169085834199
308 => 13.403486185659
309 => 13.654781969146
310 => 13.695553864557
311 => 14.02136540734
312 => 14.112292405635
313 => 13.836779355825
314 => 13.374015551183
315 => 13.481505028483
316 => 13.166907563372
317 => 12.615587606583
318 => 13.011555224672
319 => 13.146755978955
320 => 13.206468334263
321 => 12.664308476286
322 => 12.493950078046
323 => 12.403252696269
324 => 13.30402952167
325 => 13.353376109554
326 => 13.100911989034
327 => 14.242073753414
328 => 13.983793700321
329 => 14.272355799775
330 => 13.471751485069
331 => 13.502335648048
401 => 13.123316735212
402 => 13.335542000347
403 => 13.185548023289
404 => 13.318396296175
405 => 13.398025003189
406 => 13.77698172275
407 => 14.349660088965
408 => 13.720378225941
409 => 13.446191106739
410 => 13.616295253405
411 => 14.069305012038
412 => 14.755637985511
413 => 14.349315051477
414 => 14.529634269791
415 => 14.569025997148
416 => 14.269418508484
417 => 14.766684940974
418 => 15.033174061931
419 => 15.306536757879
420 => 15.543889927321
421 => 15.197349685743
422 => 15.568197418824
423 => 15.269359609398
424 => 15.001271201057
425 => 15.001677780511
426 => 14.833502005812
427 => 14.507640250822
428 => 14.447546343585
429 => 14.760162438053
430 => 15.010850940962
501 => 15.031498846779
502 => 15.170292882829
503 => 15.252429763672
504 => 16.057482855603
505 => 16.381281868927
506 => 16.777217173217
507 => 16.931456287929
508 => 17.395660725429
509 => 17.020777941307
510 => 16.939669692839
511 => 15.813661567577
512 => 15.998045335008
513 => 16.293261537053
514 => 15.818529574014
515 => 16.119637736327
516 => 16.179082865911
517 => 15.802398363568
518 => 16.003601831846
519 => 15.469265072771
520 => 14.361307170139
521 => 14.767918414846
522 => 15.067321154816
523 => 14.640036528788
524 => 15.405927682745
525 => 14.958509881806
526 => 14.81669991875
527 => 14.263448693967
528 => 14.524561975472
529 => 14.877721427489
530 => 14.659509945336
531 => 15.112331535424
601 => 15.753647670096
602 => 16.210687738699
603 => 16.245773600077
604 => 15.951927455272
605 => 16.422817777623
606 => 16.426247699539
607 => 15.895081492283
608 => 15.569745147884
609 => 15.495828045923
610 => 15.680487458923
611 => 15.904698076313
612 => 16.258215728916
613 => 16.471839042472
614 => 17.028855347175
615 => 17.179567988319
616 => 17.345155487718
617 => 17.566431452209
618 => 17.832129981573
619 => 17.25079672555
620 => 17.273894179553
621 => 16.73256470065
622 => 16.154076517944
623 => 16.593076939048
624 => 17.167011591864
625 => 17.035350348366
626 => 17.020535768878
627 => 17.045449782356
628 => 16.946181504413
629 => 16.497194762332
630 => 16.271716431265
701 => 16.562641003999
702 => 16.717254466844
703 => 16.957046464006
704 => 16.927487038961
705 => 17.545165471869
706 => 17.785176633271
707 => 17.723771507528
708 => 17.735071528461
709 => 18.169600271752
710 => 18.652885601944
711 => 19.105546088784
712 => 19.566011778218
713 => 19.010902417324
714 => 18.729052118247
715 => 19.019849682413
716 => 18.865548401595
717 => 19.752209329913
718 => 19.813599808828
719 => 20.700196621469
720 => 21.54168257065
721 => 21.013160322756
722 => 21.511532997355
723 => 22.050563677854
724 => 23.090441315113
725 => 22.740247110221
726 => 22.472003837516
727 => 22.218515240952
728 => 22.74598477022
729 => 23.424565893092
730 => 23.570725767589
731 => 23.807560601644
801 => 23.558557732421
802 => 23.858454261634
803 => 24.917220790969
804 => 24.631132728752
805 => 24.224841689453
806 => 25.060636179345
807 => 25.363106956167
808 => 27.486005273086
809 => 30.166252090751
810 => 29.056612308788
811 => 28.367823088272
812 => 28.529704893392
813 => 29.508440299123
814 => 29.822779047935
815 => 28.9682979696
816 => 29.270115132013
817 => 30.933157370917
818 => 31.825326175306
819 => 30.613641104689
820 => 27.270650050985
821 => 24.188259626691
822 => 25.005848369063
823 => 24.913159178411
824 => 26.699890595369
825 => 24.624309623084
826 => 24.659257083533
827 => 26.482936214012
828 => 25.996409887776
829 => 25.208299548857
830 => 24.19401370434
831 => 22.319012510666
901 => 20.658271665153
902 => 23.91536690898
903 => 23.774915039422
904 => 23.571519918503
905 => 24.024153750459
906 => 26.222015156082
907 => 26.1713473369
908 => 25.849024522207
909 => 26.093503536328
910 => 25.165441195642
911 => 25.404623992424
912 => 24.187771360299
913 => 24.737839570274
914 => 25.206608618028
915 => 25.300720944608
916 => 25.512760821889
917 => 23.700903286348
918 => 24.514374126464
919 => 24.992212033122
920 => 22.833322986949
921 => 24.949537738036
922 => 23.669362877673
923 => 23.234852302485
924 => 23.819863549561
925 => 23.591884097633
926 => 23.395880752269
927 => 23.28650751779
928 => 23.716075212307
929 => 23.696035365914
930 => 22.993179242187
1001 => 22.076332080866
1002 => 22.384056082688
1003 => 22.272257067898
1004 => 21.867083015941
1005 => 22.140121406058
1006 => 20.937798517547
1007 => 18.869264479168
1008 => 20.235801425832
1009 => 20.183191239892
1010 => 20.156662798458
1011 => 21.183577545569
1012 => 21.084863387589
1013 => 20.905696224242
1014 => 21.863792470481
1015 => 21.514074452391
1016 => 22.591822980217
1017 => 23.301697865047
1018 => 23.121650632207
1019 => 23.789291392514
1020 => 22.391145422175
1021 => 22.855553429641
1022 => 22.951267276338
1023 => 21.851969711524
1024 => 21.101014244653
1025 => 21.050934076532
1026 => 19.748880785016
1027 => 20.444427143537
1028 => 21.056479155371
1029 => 20.763353738857
1030 => 20.670558988862
1031 => 21.144627241863
1101 => 21.181466405242
1102 => 20.341529576178
1103 => 20.516179040281
1104 => 21.244496338645
1105 => 20.497827313032
1106 => 19.047171363958
1107 => 18.6873886317
1108 => 18.639386983105
1109 => 17.663627678493
1110 => 18.711431034237
1111 => 18.254036790071
1112 => 19.698939726968
1113 => 18.873618918582
1114 => 18.83804098808
1115 => 18.784259727979
1116 => 17.944383386391
1117 => 18.128262928272
1118 => 18.739506531133
1119 => 18.957605134786
1120 => 18.934855663596
1121 => 18.736511104016
1122 => 18.827312227703
1123 => 18.534810171099
1124 => 18.431521607008
1125 => 18.10551448698
1126 => 17.626374082303
1127 => 17.693001494313
1128 => 16.743698978742
1129 => 16.226468584962
1130 => 16.08330602895
1201 => 15.891863075877
1202 => 16.10493001991
1203 => 16.741009723989
1204 => 15.973762649033
1205 => 14.658371355145
1206 => 14.737428613225
1207 => 14.915046799821
1208 => 14.584056484161
1209 => 14.270801928301
1210 => 14.543151349476
1211 => 13.985802717758
1212 => 14.982399719199
1213 => 14.955444563241
1214 => 15.326914296233
1215 => 15.5592019436
1216 => 15.023854120439
1217 => 14.889215590649
1218 => 14.965911816198
1219 => 13.698294050833
1220 => 15.223322880992
1221 => 15.236511393643
1222 => 15.123583341344
1223 => 15.935614113421
1224 => 17.649252321252
1225 => 17.004512696529
1226 => 16.754850026477
1227 => 16.280241108208
1228 => 16.912629312313
1229 => 16.864071765031
1230 => 16.644476121316
1231 => 16.511663990817
]
'min_raw' => 12.403252696269
'max_raw' => 31.825326175306
'avg_raw' => 22.114289435787
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$12.40'
'max' => '$31.82'
'avg' => '$22.11'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 7.6272038720346
'max_diff' => 18.498668898499
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.38932392925648
]
1 => [
'year' => 2028
'avg' => 0.66819288414835
]
2 => [
'year' => 2029
'avg' => 1.8253825294431
]
3 => [
'year' => 2030
'avg' => 1.4082799030242
]
4 => [
'year' => 2031
'avg' => 1.3831053909768
]
5 => [
'year' => 2032
'avg' => 2.4250190296682
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.38932392925648
'min' => '$0.389323'
'max_raw' => 2.4250190296682
'max' => '$2.42'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 2.4250190296682
]
1 => [
'year' => 2033
'avg' => 6.2373983060728
]
2 => [
'year' => 2034
'avg' => 3.953562801725
]
3 => [
'year' => 2035
'avg' => 4.6632363910128
]
4 => [
'year' => 2036
'avg' => 9.0513530505203
]
5 => [
'year' => 2037
'avg' => 22.114289435787
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 2.4250190296682
'min' => '$2.42'
'max_raw' => 22.114289435787
'max' => '$22.11'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 22.114289435787
]
]
]
]
'prediction_2025_max_price' => '$0.665673'
'last_price' => 0.645454
'sma_50day_nextmonth' => '$0.6161049'
'sma_200day_nextmonth' => '$1.65'
'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' => '$0.6501026'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.641697'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.644948'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.650885'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.745044'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$1.13'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$1.90'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.646349'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.6453026'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.647835'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.668521'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.809776'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$1.15'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$1.75'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$1.39'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.650221'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.6763058'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.837097'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$1.26'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$1.52'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.76236'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.38118'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '39.84'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 90.23
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => -0.05
'momentum_10_action' => 'SELL'
'vwma_10' => '0.642432'
'vwma_10_action' => 'BUY'
'hma_9' => '0.649379'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 32.96
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -14.1
'cci_20_action' => 'NEUTRAL'
'adx_14' => 32.69
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.050338'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0.01
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -67.04
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 53.85
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.271853'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 22
'buy_signals' => 8
'sell_pct' => 73.33
'buy_pct' => 26.67
'overall_action' => 'bearish'
'overall_action_label' => 'Bärisch'
'overall_action_dir' => -1
'last_updated' => 1767702426
'last_updated_date' => '6. Januar 2026'
]
Wrapped FRAX Preisprognose für 2026
Die Preisprognose für Wrapped FRAX im Jahr 2026 legt nahe, dass der Durchschnittspreis zwischen $0.2230042 am unteren Ende und $0.665673 am oberen Ende liegen könnte. Auf dem Kryptomarkt könnte Wrapped FRAX im Vergleich zum heutigen Durchschnittspreis potenziell um 3.13% steigen bis 2026, wenn WFRAX das prognostizierte Preisziel erreicht.
Wrapped FRAX Preisprognose 2027-2032
Die Preisprognose für WFRAX für die Jahre 2027-2032 liegt derzeit in einer Preisspanne von $0.389323 am unteren Ende und $2.42 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte Wrapped FRAX, wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| Wrapped FRAX Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $0.21468 | $0.389323 | $0.563967 |
| 2028 | $0.387435 | $0.668192 | $0.94895 |
| 2029 | $0.851084 | $1.82 | $2.79 |
| 2030 | $0.72381 | $1.40 | $2.09 |
| 2031 | $0.855768 | $1.38 | $1.91 |
| 2032 | $1.30 | $2.42 | $3.54 |
Wrapped FRAX Preisprognose 2032-2037
Die Preisprognose für Wrapped FRAX für die Jahre 2032-2037 wird derzeit zwischen $2.42 am unteren Ende und $22.11 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Wrapped FRAX bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Wrapped FRAX Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $1.30 | $2.42 | $3.54 |
| 2033 | $3.03 | $6.23 | $9.43 |
| 2034 | $2.44 | $3.95 | $5.46 |
| 2035 | $2.88 | $4.66 | $6.44 |
| 2036 | $4.77 | $9.05 | $13.32 |
| 2037 | $12.40 | $22.11 | $31.82 |
Wrapped FRAX Potenzielles Preishistogramm
Wrapped FRAX Preisprognose basierend auf technischer Analyse
Ab dem 6. Januar 2026 ist die allgemeine Preisprognose-Stimmung für Wrapped FRAX Bärisch, mit 8 technischen Indikatoren, die bullische Signale zeigen, und 22 anzeigen bärische Signale. Die Preisprognose für WFRAX 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 Wrapped FRAX
Laut unseren technischen Indikatoren wird der 200-Tage-SMA von Wrapped FRAX im nächsten Monat steigen, und bis zum 04.02.2026 $1.65 erreichen. Der kurzfristige 50-Tage-SMA für Wrapped FRAX wird voraussichtlich bis zum 04.02.2026 $0.6161049 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 39.84, was darauf hindeutet, dass sich der WFRAX-Markt in einem NEUTRAL Zustand befindet.
Beliebte WFRAX 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 | $0.6501026 | SELL |
| SMA 5 | $0.641697 | BUY |
| SMA 10 | $0.644948 | BUY |
| SMA 21 | $0.650885 | SELL |
| SMA 50 | $0.745044 | SELL |
| SMA 100 | $1.13 | SELL |
| SMA 200 | $1.90 | SELL |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | $0.646349 | SELL |
| EMA 5 | $0.6453026 | BUY |
| EMA 10 | $0.647835 | SELL |
| EMA 21 | $0.668521 | SELL |
| EMA 50 | $0.809776 | SELL |
| EMA 100 | $1.15 | SELL |
| EMA 200 | $1.75 | SELL |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | $1.39 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | $1.26 | SELL |
| EMA 50 | $1.52 | SELL |
| EMA 100 | $0.76236 | SELL |
| EMA 200 | $0.38118 | BUY |
Wrapped FRAX 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) | 39.84 | NEUTRAL |
| Stoch RSI (14) | 90.23 | SELL |
| Stochastic Fast (14) | 32.96 | NEUTRAL |
| Commodity Channel Index (20) | -14.1 | NEUTRAL |
| Average Directional Index (14) | 32.69 | SELL |
| Awesome Oscillator (5, 34) | -0.050338 | NEUTRAL |
| Momentum (10) | -0.05 | SELL |
| MACD (12, 26) | 0.01 | NEUTRAL |
| Williams Prozentbereich (14) | -67.04 | NEUTRAL |
| Ultimate Oscillator (7, 14, 28) | 53.85 | NEUTRAL |
| VWMA (10) | 0.642432 | BUY |
| Hull Moving Average (9) | 0.649379 | BUY |
| Ichimoku Wolke B/L (9, 26, 52, 26) | -0.271853 | SELL |
Auf weltweiten Geldflüssen basierende Wrapped FRAX-Preisprognose
Definition weltweiter Geldflüsse, die für Wrapped FRAX-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 $.
Wrapped FRAX-Preisprognosen basierend auf Erfahrungen mit der Kapitalisierung von Internetunternehmen oder bestimmten Technologiebereichen
| Vergleich | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook aktie | $0.90697 | $1.27 | $1.79 | $2.51 | $3.53 | $4.96 |
| Amazon.com aktie | $1.34 | $2.81 | $5.86 | $12.23 | $25.52 | $53.26 |
| Apple aktie | $0.915527 | $1.29 | $1.84 | $2.61 | $3.70 | $5.25 |
| Netflix aktie | $1.01 | $1.60 | $2.53 | $4.00 | $6.31 | $9.95 |
| Google aktie | $0.83586 | $1.08 | $1.40 | $1.81 | $2.35 | $3.04 |
| Tesla aktie | $1.46 | $3.31 | $7.51 | $17.04 | $38.64 | $87.59 |
| Kodak aktie | $0.484021 | $0.362964 | $0.272185 | $0.2041098 | $0.15306 | $0.114779 |
| Nokia aktie | $0.427586 | $0.283258 | $0.187646 | $0.1243081 | $0.082348 | $0.054552 |
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.
Wrapped FRAX Prognose und Prognoseübersicht
Sie stellen sich sicher Fragen wie: "Sollte ich jetzt in Wrapped FRAX investieren?", "Sollte ich heute WFRAX kaufen?", "Wird Wrapped FRAX auf kurze bzw. lange Sicht eine gute oder schlechte Investition sein?".
Wir passen unsere Wrapped FRAX-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 Wrapped FRAX.
Wenn Sie auf der Suche nach einer Kryptowährung sind, die eine gute Rendite bietet, sollten Sie das Maximum an verfügbaren Informationsquellen bezüglich Wrapped FRAX zu Rate ziehen. Nur so können Sie eine verantwortungsvolle Entscheidung bezüglich Ihrer Anlage treffen.
Der Wrapped FRAX-Preis entspricht heute $0.6454 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
Wrapped FRAX-Preisprognose basierend auf Bitcoins Wachstumsmuster
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Wenn die Wachstumsrate von Wrapped FRAX 1 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.662231 | $0.679444 | $0.6971059 | $0.715225 |
| Wenn die Wachstumsrate von Wrapped FRAX 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.6790088 | $0.714308 | $0.751442 | $0.7905072 |
| Wenn die Wachstumsrate von Wrapped FRAX 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.729341 | $0.82413 | $0.931239 | $1.05 |
| Wenn die Wachstumsrate von Wrapped FRAX 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.813228 | $1.02 | $1.29 | $1.62 |
| Wenn die Wachstumsrate von Wrapped FRAX 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.9810024 | $1.49 | $2.26 | $3.44 |
| Wenn die Wachstumsrate von Wrapped FRAX 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $1.48 | $3.41 | $7.84 | $18.05 |
| Wenn die Wachstumsrate von Wrapped FRAX 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $2.32 | $8.36 | $30.09 | $108.32 |
Fragefeld
Ist WFRAX eine gute Investition?
Die Entscheidung, Wrapped FRAX zu erwerben, hängt vollständig von Ihrer individuellen Risikotoleranz ab. Wie Sie vielleicht feststellen, hat der Wert von Wrapped FRAX in den letzten 2026 Stunden um -1.3662% gefallen, und Wrapped FRAX hat in den letzten 30 Tagen ein Rückgang von erfahren. Daher hängt die Entscheidung, ob Sie in Wrapped FRAX investieren sollten, davon ab, ob eine solche Investition mit Ihren Handelszielen übereinstimmt.
Kann Wrapped FRAX steigen?
Es scheint, dass der Durchschnittswert von Wrapped FRAX bis zum Ende dieses Jahres potenziell auf $0.665673 steigen könnte. Betrachtet man die Aussichten von Wrapped FRAX in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $2.09 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 Wrapped FRAX nächste Woche kosten?
Basierend auf unserer neuen experimentellen Wrapped FRAX-Prognose wird der Preis von Wrapped FRAX in der nächsten Woche um 0.86% steigen und $0.650977 erreichen bis zum 13. Januar 2026.
Wie viel wird Wrapped FRAX nächsten Monat kosten?
Basierend auf unserer neuen experimentellen Wrapped FRAX-Prognose wird der Preis von Wrapped FRAX im nächsten Monat um -11.62% fallen und $0.570465 erreichen bis zum 5. Februar 2026.
Wie hoch kann der Preis von Wrapped FRAX in diesem Jahr 2026 steigen?
Gemäß unserer neuesten Prognose für den Wert von Wrapped FRAX im Jahr 2026 wird erwartet, dass WFRAX innerhalb der Spanne von $0.2230042 bis $0.665673 schwankt. Es ist jedoch entscheidend zu beachten, dass der Kryptowährungsmarkt äußerst volatil ist und diese prognostizierte Wrapped FRAX-Preisvorhersage plötzliche und extreme Preisschwankungen nicht berücksichtigt.
Wo wird Wrapped FRAX in 5 Jahren sein?
Die Zukunft von Wrapped FRAX scheint auf einem Aufwärtstrend, mit einem maximalen Preis von $2.09 nach einem Zeitraum von fünf Jahren zu sein. Basierend auf der Wrapped FRAX-Prognose für 2030 könnte der Wert von Wrapped FRAX seinen höchsten Gipfel von ungefähr $2.09 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $0.72381 liegen wird.
Wie viel wird Wrapped FRAX im Jahr 2026 kosten?
Basierend auf unserer neuen experimentellen Wrapped FRAX-Preisprognosesimulation wird der Wert von WFRAX im Jahr 2026 voraussichtlich um 3.13% steigen und bis zu $0.665673 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.665673 und $0.2230042 während des Jahres 2026 liegen.
Wie viel wird Wrapped FRAX im Jahr 2027 kosten?
Laut unserer neuesten experimentellen Simulation für die Preisprognose von Wrapped FRAX könnte der Wert von WFRAX um -12.62% fallen und bis zu $0.563967 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $0.563967 und $0.21468 im Laufe des Jahres schwanken.
Wie viel wird Wrapped FRAX im Jahr 2028 kosten?
Unser neues experimentelles Wrapped FRAX-Preisprognosemodell deutet darauf hin, dass der Wert von WFRAX im Jahr 2028 um 47.02% steigen, und im besten Fall $0.94895 erreichen wird. Der Preis wird voraussichtlich zwischen $0.94895 und $0.387435 im Laufe des Jahres liegen.
Wie viel wird Wrapped FRAX im Jahr 2029 kosten?
Basierend auf unserem experimentellen Prognosemodell könnte der Wert von Wrapped FRAX im Jahr 2029 333.75% Wachstum erfahren und unter optimalen Bedingungen $2.79 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $2.79 und $0.851084.
Wie viel wird Wrapped FRAX im Jahr 2030 kosten?
Unter Verwendung unserer neuen experimentellen Simulation für Wrapped FRAX-Preisprognosen wird der Wert von WFRAX im Jahr 2030 voraussichtlich um 224.23% steigen, und $2.09 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $2.09 und $0.72381 während des Jahres 2030 liegen.
Wie viel wird Wrapped FRAX im Jahr 2031 kosten?
Unsere experimentelle Simulation zeigt, dass der Preis von Wrapped FRAX im Jahr 2031 um 195.98% steigen könnte, und unter idealen Bedingungen $1.91 erreichen könnte. Der Preis wird voraussichtlich zwischen $1.91 und $0.855768 während des Jahres schwanken.
Wie viel wird Wrapped FRAX im Jahr 2032 kosten?
Basierend auf den Ergebnissen unserer neuesten experimentellen Wrapped FRAX-Preisprognose könnte WFRAX eine 449.04% Steigerung im Wert erfahren und $3.54 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $3.54 und $1.30 liegen.
Wie viel wird Wrapped FRAX im Jahr 2033 kosten?
Laut unserer experimentellen Wrapped FRAX-Preisprognose wird der Wert von WFRAX voraussichtlich um 1362.43% steigen im Jahr 2033, wobei der höchste mögliche Preis $9.43 beträgt. Im Laufe des Jahres könnte der Preis von WFRAX zwischen $9.43 und $3.03 liegen.
Wie viel wird Wrapped FRAX im Jahr 2034 kosten?
Die Ergebnisse unserer neuen Wrapped FRAX-Preisprognosesimulation deuten darauf hin, dass WFRAX im Jahr 2034 um 746.96% steigen könnte und unter den besten Umständen $5.46 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $5.46 und $2.44.
Wie viel wird Wrapped FRAX im Jahr 2035 kosten?
Basierend auf unserer experimentellen Prognose für den Preis von Wrapped FRAX könnte WFRAX um 897.93% steigen, wobei der Wert im Jahr 2035 $6.44 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $6.44 und $2.88.
Wie viel wird Wrapped FRAX im Jahr 2036 kosten?
Unsere jüngste Wrapped FRAX-Preisprognosesimulation deutet darauf hin, dass der Wert von WFRAX im Jahr 2036 möglicherweise um 1964.7% steigen könnte und unter optimalen Bedingungen $13.32 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $13.32 und $4.77.
Wie viel wird Wrapped FRAX im Jahr 2037 kosten?
Laut der experimentellen Simulation könnte der Wert von Wrapped FRAX um 4830.69% steigen im Jahr 2037, wobei ein Höchstwert von $31.82 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $31.82 und $12.40 liegen.
Verwandte Prognosen
Wie liest und prognostiziert man die Kursbewegungen von Wrapped FRAX?
Wrapped FRAX-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.
Wrapped FRAX Preisprognose-Indikatoren
Gleitende Durchschnitte sind beliebte Tools für die Preisprognose von Wrapped FRAX. Ein einfacher gleitender Durchschnitt (SMA) berechnet den durchschnittlichen Schlusskurs von WFRAX 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 WFRAX 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 WFRAX einzuschätzen.
Wie liest man Wrapped FRAX-Charts und prognostiziert Kursbewegungen?
Die meisten Händler bevorzugen Kerzencharts gegenüber einfachen Liniendiagrammen, da sie detailliertere Informationen liefern. Kerzen können die Preisbewegung von Wrapped FRAX 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 WFRAX 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 Wrapped FRAX?
Die Preisentwicklung von Wrapped FRAX 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 WFRAX. Die Marktkapitalisierung von Wrapped FRAX kann sich schnell ändern.
Händler überwachen oft die Aktivitäten von WFRAX-„Walen“, großen Inhabern von Wrapped FRAX, da ihre Aktionen die Kursbewegungen auf dem relativ kleinen Wrapped FRAX-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


