Vesta Finance Preisvorhersage bis zu $0.028428 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.009523 | $0.028428 |
| 2027 | $0.009168 | $0.024084 |
| 2028 | $0.016545 | $0.040525 |
| 2029 | $0.036346 | $0.119562 |
| 2030 | $0.03091 | $0.089372 |
| 2031 | $0.036546 | $0.081586 |
| 2032 | $0.055785 | $0.151339 |
| 2033 | $0.129632 | $0.403113 |
| 2034 | $0.104218 | $0.233461 |
| 2035 | $0.123218 | $0.275075 |
Investitionsgewinnrechner
Wenn Sie heute einen Short über $10,000.00 in Vesta Finance eröffnen und ihn am Apr 06, 2026 schließen, zeigt unsere Prognose, dass Sie etwa $3,954.57 Gewinn erzielen könnten, was einer Rendite von 39.55% in den nächsten 90 Tagen entspricht.
Langfristige Vesta Finance Preisprognose für 2027, 2028, 2029, 2030, 2031, 2032 und 2037
[
'name' => 'Vesta Finance'
'name_with_ticker' => 'Vesta Finance <small>VSTA</small>'
'name_lang' => 'Vesta Finance'
'name_lang_with_ticker' => 'Vesta Finance <small>VSTA</small>'
'name_with_lang' => 'Vesta Finance'
'name_with_lang_with_ticker' => 'Vesta Finance <small>VSTA</small>'
'image' => '/uploads/coins/vesta-finance.png?1717262089'
'price_for_sd' => 0.02756
'ticker' => 'VSTA'
'marketcap' => '$618.62K'
'low24h' => '$0.02719'
'high24h' => '$0.02756'
'volume24h' => '$13.39'
'current_supply' => '22.44M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.02756'
'change_24h_pct' => '1.3416%'
'ath_price' => '$6.47'
'ath_days' => 1428
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '08.02.2022'
'ath_pct' => '-99.57%'
'fdv' => '$2.76M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.35'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.0278'
'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' => '$0.024362'
'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' => '$0.009523'
'current_year_max_price_prediction' => '$0.028428'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.03091'
'grand_prediction_max_price' => '$0.089372'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.028086944860515
107 => 0.028191811317063
108 => 0.02842808079828
109 => 0.026409183949957
110 => 0.027315609363157
111 => 0.027848049372836
112 => 0.025442466038772
113 => 0.027800498724862
114 => 0.026374039447468
115 => 0.025889877744021
116 => 0.026541737694258
117 => 0.026287707237696
118 => 0.026069306768313
119 => 0.025947435553801
120 => 0.026426089558098
121 => 0.026403759776682
122 => 0.025620588922913
123 => 0.0245989744703
124 => 0.024941861813948
125 => 0.024817287627415
126 => 0.024365814705028
127 => 0.024670052943668
128 => 0.023330341712146
129 => 0.021025438170442
130 => 0.022548128051196
131 => 0.022489506147155
201 => 0.022459946324846
202 => 0.023604205686176
203 => 0.023494211551139
204 => 0.023294571118982
205 => 0.024362148151932
206 => 0.023972468173968
207 => 0.025173370045903
208 => 0.025964361688224
209 => 0.025763740621832
210 => 0.026507672084629
211 => 0.024949761245811
212 => 0.025467236733932
213 => 0.025573887714844
214 => 0.024348974417061
215 => 0.023512207951952
216 => 0.023456405168565
217 => 0.022005567431587
218 => 0.022780593239928
219 => 0.02346258387852
220 => 0.023135963287246
221 => 0.023032564965561
222 => 0.023560804566689
223 => 0.023601853307763
224 => 0.022665937661128
225 => 0.022860544160657
226 => 0.023672085614333
227 => 0.022840095398225
228 => 0.021223674313158
301 => 0.020822779535291
302 => 0.020769292781967
303 => 0.019682034349027
304 => 0.020849569241301
305 => 0.020339908972834
306 => 0.021949919654255
307 => 0.021030290187688
308 => 0.020990646799424
309 => 0.020930720003643
310 => 0.019994871756331
311 => 0.020199763046234
312 => 0.020880852899694
313 => 0.021123873432435
314 => 0.021098524399862
315 => 0.020877515187845
316 => 0.020978692073356
317 => 0.020652766072761
318 => 0.020537674818388
319 => 0.020174415161243
320 => 0.019640523818281
321 => 0.019714764684066
322 => 0.01865698623339
323 => 0.018080652392911
324 => 0.017921130781824
325 => 0.017707811816611
326 => 0.017945225726565
327 => 0.018653989679942
328 => 0.017799069979508
329 => 0.016333370118757
330 => 0.016421461177819
331 => 0.016619375633062
401 => 0.016250563355053
402 => 0.015901513485985
403 => 0.016204984027828
404 => 0.015583947674848
405 => 0.016694424909283
406 => 0.016664389612168
407 => 0.017078306853714
408 => 0.017337137799289
409 => 0.016740616267252
410 => 0.01659059271511
411 => 0.0166760529486
412 => 0.01526358565403
413 => 0.016962878141665
414 => 0.016977573693662
415 => 0.01685174145553
416 => 0.017756562245426
417 => 0.019666016332788
418 => 0.01894760289751
419 => 0.018669411501209
420 => 0.018140569453484
421 => 0.018845220082544
422 => 0.018791113908494
423 => 0.018546425270285
424 => 0.018398436818421
425 => 0.018671110078554
426 => 0.018364649583949
427 => 0.018309600858147
428 => 0.017976065473389
429 => 0.017857008515924
430 => 0.017768863484411
501 => 0.017671824465667
502 => 0.0178858683604
503 => 0.017400816735116
504 => 0.016815892025221
505 => 0.016767261864566
506 => 0.016901534013741
507 => 0.016842128583117
508 => 0.016766977454219
509 => 0.016623493482961
510 => 0.016580924853738
511 => 0.016719252247348
512 => 0.016563088684951
513 => 0.016793516527937
514 => 0.016730852904799
515 => 0.016380818999851
516 => 0.015944547155135
517 => 0.015940663420606
518 => 0.015846669367291
519 => 0.015726953808294
520 => 0.015693651678502
521 => 0.016179426585242
522 => 0.017184966104175
523 => 0.016987554636087
524 => 0.017130204653322
525 => 0.017831901552204
526 => 0.018054949895597
527 => 0.017896635464646
528 => 0.017679924907152
529 => 0.017689459071857
530 => 0.018430024649561
531 => 0.018476212816246
601 => 0.018592915412593
602 => 0.018742911229047
603 => 0.017922180400789
604 => 0.017650802723653
605 => 0.017522208924766
606 => 0.017126189796257
607 => 0.01755326247424
608 => 0.017304425513855
609 => 0.017338002121292
610 => 0.01731613531165
611 => 0.017328076068342
612 => 0.016694114508265
613 => 0.016925096780718
614 => 0.016541043953016
615 => 0.016026840328675
616 => 0.016025116537823
617 => 0.016150967146409
618 => 0.016076106279887
619 => 0.015874657612927
620 => 0.015903272445258
621 => 0.015652576404098
622 => 0.015933711483653
623 => 0.015941773431785
624 => 0.015833521112625
625 => 0.016266648491844
626 => 0.016444101132509
627 => 0.016372847137048
628 => 0.016439101762238
629 => 0.016995757973846
630 => 0.017086517224951
701 => 0.017126826489072
702 => 0.017072817415104
703 => 0.016449276415918
704 => 0.016476933110733
705 => 0.016274006634687
706 => 0.016102555146293
707 => 0.016109412306684
708 => 0.016197560658852
709 => 0.016582509682602
710 => 0.017392612209099
711 => 0.017423355007803
712 => 0.017460616176662
713 => 0.017309056276948
714 => 0.017263344360962
715 => 0.017323650177395
716 => 0.01762788209318
717 => 0.018410449178739
718 => 0.018133837704804
719 => 0.017908948270781
720 => 0.018106236934175
721 => 0.018075865890845
722 => 0.017819503720803
723 => 0.017812308488531
724 => 0.017320267520277
725 => 0.017138371177544
726 => 0.016986364978851
727 => 0.016820378178101
728 => 0.016721975638688
729 => 0.01687316666238
730 => 0.016907745838338
731 => 0.016577164022668
801 => 0.016532106942734
802 => 0.016802067189514
803 => 0.016683267750039
804 => 0.016805455919624
805 => 0.016833804623078
806 => 0.016829239828896
807 => 0.016705199570055
808 => 0.016784259132106
809 => 0.016597259699065
810 => 0.016393925902038
811 => 0.016264211607679
812 => 0.016151018681745
813 => 0.016213824695865
814 => 0.015989932723455
815 => 0.015918305175426
816 => 0.01675747553138
817 => 0.017377379695925
818 => 0.017368366043863
819 => 0.017313497755062
820 => 0.01723197460753
821 => 0.017621918167162
822 => 0.017486069628153
823 => 0.017584910790807
824 => 0.017610070015053
825 => 0.017686219409372
826 => 0.017713436272579
827 => 0.01763116800864
828 => 0.017355065666636
829 => 0.016667044881387
830 => 0.016346769348576
831 => 0.016241073088138
901 => 0.016244914946459
902 => 0.016138939343151
903 => 0.016170153907818
904 => 0.016128084191417
905 => 0.016048414326311
906 => 0.016208905306198
907 => 0.016227400396553
908 => 0.016189939884123
909 => 0.016198763190891
910 => 0.015888606147563
911 => 0.015912186713942
912 => 0.015780887123873
913 => 0.015756270033575
914 => 0.015424356103444
915 => 0.014836322464522
916 => 0.015162150182291
917 => 0.014768596117537
918 => 0.014619551229897
919 => 0.015325106546748
920 => 0.015254288361994
921 => 0.015133078413621
922 => 0.014953783637611
923 => 0.014887281461121
924 => 0.014483235288799
925 => 0.014459362085436
926 => 0.014659618278603
927 => 0.014567206935851
928 => 0.014437426411716
929 => 0.013967374508938
930 => 0.013438880541378
1001 => 0.013454832452264
1002 => 0.013622936550365
1003 => 0.014111721887519
1004 => 0.013920745000221
1005 => 0.013782189077279
1006 => 0.013756241717887
1007 => 0.014081027245146
1008 => 0.014540666810889
1009 => 0.01475631941128
1010 => 0.01454261423376
1011 => 0.014297121232528
1012 => 0.014312063254008
1013 => 0.01441146582877
1014 => 0.014421911633901
1015 => 0.014262120927188
1016 => 0.014307101075148
1017 => 0.014238772117325
1018 => 0.013819437429292
1019 => 0.01381185299451
1020 => 0.013708941499381
1021 => 0.013705825380208
1022 => 0.013530747254519
1023 => 0.013506252614477
1024 => 0.013158624369438
1025 => 0.013387434333038
1026 => 0.013233960622517
1027 => 0.013002639539974
1028 => 0.012962759698153
1029 => 0.012961560861952
1030 => 0.013199075891276
1031 => 0.013384658831632
1101 => 0.013236630363419
1102 => 0.013202927150619
1103 => 0.013562789288536
1104 => 0.013516993551269
1105 => 0.013477334738148
1106 => 0.014499511129148
1107 => 0.013690378754253
1108 => 0.013337550855137
1109 => 0.012900859329781
1110 => 0.013043048292427
1111 => 0.013073009596047
1112 => 0.012022845197128
1113 => 0.011596793631277
1114 => 0.011450588789291
1115 => 0.011366445835695
1116 => 0.01140479083625
1117 => 0.011021294456119
1118 => 0.011279010366012
1119 => 0.01094693491696
1120 => 0.01089126138726
1121 => 0.011485053426418
1122 => 0.011567676119784
1123 => 0.011215182041026
1124 => 0.011441540303196
1125 => 0.011359459650718
1126 => 0.01095262739742
1127 => 0.0109370893978
1128 => 0.01073295527394
1129 => 0.010413524898255
1130 => 0.010267536645106
1201 => 0.010191504695338
1202 => 0.010222876959645
1203 => 0.010207014182804
1204 => 0.010103498833921
1205 => 0.010212947561431
1206 => 0.0099333512899784
1207 => 0.0098220138018255
1208 => 0.009771725241437
1209 => 0.0095235674575615
1210 => 0.0099184968479748
1211 => 0.0099963029130756
1212 => 0.01007426228016
1213 => 0.010752845345511
1214 => 0.010718945253222
1215 => 0.0110253855775
1216 => 0.011013477870007
1217 => 0.010926076125518
1218 => 0.010557342542411
1219 => 0.010704313176593
1220 => 0.010251960408887
1221 => 0.010590893859451
1222 => 0.010436218786813
1223 => 0.010538598061803
1224 => 0.010354510894204
1225 => 0.010456392333526
1226 => 0.010014753617526
1227 => 0.0096023575985492
1228 => 0.0097683177951757
1229 => 0.0099487355087592
1230 => 0.010339927081387
1231 => 0.01010693660799
]
'min_raw' => 0.0095235674575615
'max_raw' => 0.02842808079828
'avg_raw' => 0.018975824127921
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.009523'
'max' => '$0.028428'
'avg' => '$0.018975'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.018041042542439
'max_diff' => 0.00086347079828039
'year' => 2026
]
1 => [
'items' => [
101 => 0.010190728792569
102 => 0.0099100390008727
103 => 0.0093308957855286
104 => 0.0093341736732327
105 => 0.0092450851068728
106 => 0.0091680995783941
107 => 0.010133698366597
108 => 0.010013610893426
109 => 0.0098222672215878
110 => 0.010078388330038
111 => 0.010146110816301
112 => 0.010148038780278
113 => 0.010334898129561
114 => 0.010434624997769
115 => 0.010452202290532
116 => 0.010746229513992
117 => 0.010844783560983
118 => 0.011250713732647
119 => 0.010426163869755
120 => 0.010409182807939
121 => 0.010081992479273
122 => 0.0098744832001585
123 => 0.010096200817146
124 => 0.010292612358323
125 => 0.010088095533352
126 => 0.010114801113108
127 => 0.0098402539852223
128 => 0.0099383916647983
129 => 0.010022921055022
130 => 0.0099762488941484
131 => 0.0099063784103623
201 => 0.010276508851795
202 => 0.010255624641736
203 => 0.01060029861806
204 => 0.010868996630477
205 => 0.011350551504243
206 => 0.010848023889444
207 => 0.010829709785795
208 => 0.011008733086644
209 => 0.010844756153448
210 => 0.010948383914937
211 => 0.011333855469788
212 => 0.011341999876324
213 => 0.011205570573373
214 => 0.011197268837889
215 => 0.011223471577894
216 => 0.01137694184453
217 => 0.011323314617702
218 => 0.011385373402263
219 => 0.011462978862633
220 => 0.011783987950757
221 => 0.011861382155133
222 => 0.011673354362794
223 => 0.011690331167184
224 => 0.011620003611372
225 => 0.011552068073658
226 => 0.01170477724125
227 => 0.01198385624653
228 => 0.011982120110522
301 => 0.012046861015226
302 => 0.012087194062514
303 => 0.011914055097959
304 => 0.011801347998529
305 => 0.011844567072189
306 => 0.011913675312161
307 => 0.011822156201384
308 => 0.01125725785389
309 => 0.011428611926674
310 => 0.011400090230176
311 => 0.011359471866008
312 => 0.011531769711233
313 => 0.011515151163738
314 => 0.011017361146444
315 => 0.011049228048276
316 => 0.011019299078291
317 => 0.011116005703202
318 => 0.010839533678339
319 => 0.010924574611119
320 => 0.01097791148695
321 => 0.011009327316567
322 => 0.011122822835182
323 => 0.011109505446033
324 => 0.011121995007574
325 => 0.011290278899973
326 => 0.012141401079668
327 => 0.012187725782014
328 => 0.0119596060052
329 => 0.012050735356574
330 => 0.011875786929735
331 => 0.011993230980725
401 => 0.012073583217656
402 => 0.011710486909809
403 => 0.011688986702934
404 => 0.011513316201706
405 => 0.01160771157858
406 => 0.011457521746705
407 => 0.01149437307803
408 => 0.011391333543004
409 => 0.011576784191084
410 => 0.011784146831754
411 => 0.011836534823786
412 => 0.011698724571198
413 => 0.011598940866186
414 => 0.011423753550981
415 => 0.011715093960471
416 => 0.011800290774644
417 => 0.011714646457876
418 => 0.011694800798315
419 => 0.011657193309308
420 => 0.01170277940489
421 => 0.011799826774497
422 => 0.011754061027174
423 => 0.011784290109569
424 => 0.011669088019572
425 => 0.01191411241416
426 => 0.012303270121098
427 => 0.01230452132676
428 => 0.012258755332742
429 => 0.012240028874032
430 => 0.012286987561207
501 => 0.012312460722653
502 => 0.012464316506226
503 => 0.012627263812201
504 => 0.013387667789706
505 => 0.013174149395628
506 => 0.013848825041106
507 => 0.01438240588101
508 => 0.014542403444235
509 => 0.014395213214535
510 => 0.013891683389791
511 => 0.013866977814374
512 => 0.014619463957349
513 => 0.01440685215591
514 => 0.014381562658654
515 => 0.014112525135129
516 => 0.014271559632478
517 => 0.014236776455012
518 => 0.014181869507732
519 => 0.014485296250234
520 => 0.015053284025105
521 => 0.014964757803836
522 => 0.014898677086272
523 => 0.014609130617712
524 => 0.01478350226433
525 => 0.014721411860838
526 => 0.014988191637782
527 => 0.014830157207816
528 => 0.014405241412405
529 => 0.014472910653365
530 => 0.014462682583725
531 => 0.014673175532137
601 => 0.01460999077378
602 => 0.014450344745577
603 => 0.015051342704639
604 => 0.015012317240104
605 => 0.015067646426352
606 => 0.01509200404525
607 => 0.015457820912159
608 => 0.015607684377698
609 => 0.015641706008104
610 => 0.015784064709509
611 => 0.015638163993927
612 => 0.016221870881703
613 => 0.016610001901833
614 => 0.017060836054753
615 => 0.017719625924965
616 => 0.017967337010313
617 => 0.017922590219921
618 => 0.018422077180851
619 => 0.019319644146672
620 => 0.018104014166135
621 => 0.01938407548742
622 => 0.01897882285212
623 => 0.018017976144006
624 => 0.017956108943642
625 => 0.018606805490037
626 => 0.020049987802718
627 => 0.019688487001829
628 => 0.020050579088524
629 => 0.019628179435741
630 => 0.019607203732717
701 => 0.020030064080202
702 => 0.021018100331018
703 => 0.02054872134424
704 => 0.019875751470245
705 => 0.020372661952632
706 => 0.019942192105894
707 => 0.01897222306027
708 => 0.01968821056898
709 => 0.019209450112055
710 => 0.019349177865692
711 => 0.020355461135903
712 => 0.020234382470536
713 => 0.020391069475104
714 => 0.020114521013255
715 => 0.019856181142198
716 => 0.0193739705883
717 => 0.019231211815984
718 => 0.01927066520473
719 => 0.019231192264844
720 => 0.018961399891682
721 => 0.018903138254385
722 => 0.018806032973055
723 => 0.018836129960165
724 => 0.018653543622113
725 => 0.018998121766279
726 => 0.019062078506248
727 => 0.01931283374414
728 => 0.019338867984786
729 => 0.020037217753036
730 => 0.019652578435975
731 => 0.019910627698021
801 => 0.019887545343169
802 => 0.018038800605713
803 => 0.018293541318922
804 => 0.018689837926635
805 => 0.018511306842027
806 => 0.018258905658232
807 => 0.018055078169423
808 => 0.017746258681446
809 => 0.018180916180421
810 => 0.018752444570901
811 => 0.019353362887934
812 => 0.020075326872122
813 => 0.019914192915438
814 => 0.019339866273438
815 => 0.019365630147052
816 => 0.019524892276025
817 => 0.019318633348515
818 => 0.019257803564139
819 => 0.019516535197756
820 => 0.019518316940321
821 => 0.019280991116996
822 => 0.019017246894538
823 => 0.019016141796616
824 => 0.018969211059697
825 => 0.019636528309582
826 => 0.020003485323635
827 => 0.020045556353915
828 => 0.020000653608092
829 => 0.020017934892833
830 => 0.019804410691702
831 => 0.020292463696853
901 => 0.02074034939782
902 => 0.020620306462278
903 => 0.020440345036793
904 => 0.020296997093277
905 => 0.020586538242449
906 => 0.020573645430857
907 => 0.020736437506949
908 => 0.020729052318045
909 => 0.020674311465775
910 => 0.020620308417247
911 => 0.020834424400432
912 => 0.020772762435872
913 => 0.02071100469325
914 => 0.020587140085783
915 => 0.020603975343111
916 => 0.020424044990503
917 => 0.020340800976334
918 => 0.019089010733547
919 => 0.018754491477248
920 => 0.018859738045047
921 => 0.018894387947893
922 => 0.018748804738853
923 => 0.018957533663358
924 => 0.018925003481572
925 => 0.01905155938938
926 => 0.0189724927526
927 => 0.018975737674953
928 => 0.019208255794936
929 => 0.01927575679437
930 => 0.019241425241258
1001 => 0.019265469884241
1002 => 0.019819568533171
1003 => 0.01974079342437
1004 => 0.019698945717866
1005 => 0.01971053781856
1006 => 0.019852121903371
1007 => 0.019891757716913
1008 => 0.019723817989774
1009 => 0.019803019335941
1010 => 0.020140248615771
1011 => 0.020258259778188
1012 => 0.02063489476005
1013 => 0.020474893525602
1014 => 0.020768582716122
1015 => 0.021671283161758
1016 => 0.022392422739851
1017 => 0.021729232981483
1018 => 0.02305351398008
1019 => 0.024084656694315
1020 => 0.024045079719485
1021 => 0.023865276136497
1022 => 0.022691347570688
1023 => 0.021611081002142
1024 => 0.022514769857272
1025 => 0.022517073546009
1026 => 0.022439445871912
1027 => 0.021957307055084
1028 => 0.022422668486183
1029 => 0.022459607186639
1030 => 0.022438931337177
1031 => 0.022069276636749
1101 => 0.021504882232805
1102 => 0.021615163548366
1103 => 0.021795806592934
1104 => 0.021453811623481
1105 => 0.021344523508535
1106 => 0.021547710907134
1107 => 0.022202423041198
1108 => 0.022078653504742
1109 => 0.022075421381953
1110 => 0.022604959945362
1111 => 0.022225924615536
1112 => 0.021616554548925
1113 => 0.021462680570503
1114 => 0.020916531609034
1115 => 0.021293758642036
1116 => 0.02130733437139
1117 => 0.021100730980581
1118 => 0.021633319275433
1119 => 0.021628411380536
1120 => 0.022134024701192
1121 => 0.023100567470595
1122 => 0.022814713213001
1123 => 0.022482295812275
1124 => 0.022518438800668
1125 => 0.022914838174851
1126 => 0.022675166064303
1127 => 0.022761353826309
1128 => 0.02291470771935
1129 => 0.023007229930585
1130 => 0.022505126278308
1201 => 0.022388061898568
1202 => 0.022148589261634
1203 => 0.022086115320627
1204 => 0.022281160786649
1205 => 0.02222977319741
1206 => 0.021306193383905
1207 => 0.021209674154644
1208 => 0.021212634261608
1209 => 0.020969932070393
1210 => 0.020599752973589
1211 => 0.021572561537744
1212 => 0.021494431395595
1213 => 0.021408181765455
1214 => 0.021418746853014
1215 => 0.021841010079172
1216 => 0.021596076083196
1217 => 0.022247273255391
1218 => 0.022113406693566
1219 => 0.021976106959556
1220 => 0.021957127954064
1221 => 0.021904279270332
1222 => 0.021723041469689
1223 => 0.021504185934709
1224 => 0.021359678553574
1225 => 0.019703174397335
1226 => 0.020010611933292
1227 => 0.020364290794596
1228 => 0.02048637932024
1229 => 0.020277538448858
1230 => 0.021731287780191
1231 => 0.021996901791703
]
'min_raw' => 0.0091680995783941
'max_raw' => 0.024084656694315
'avg_raw' => 0.016626378136355
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.009168'
'max' => '$0.024084'
'avg' => '$0.016626'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00035546787916731
'max_diff' => -0.0043434241039655
'year' => 2027
]
2 => [
'items' => [
101 => 0.021192339625261
102 => 0.021041838893976
103 => 0.021741154583079
104 => 0.021319381734684
105 => 0.021509306022491
106 => 0.021098793595284
107 => 0.021932923154416
108 => 0.021926568484725
109 => 0.021602073246552
110 => 0.021876334399808
111 => 0.021828674775194
112 => 0.021462320450493
113 => 0.021944537239964
114 => 0.021944776413475
115 => 0.021632456801868
116 => 0.021267735871066
117 => 0.021202532382962
118 => 0.021153410313532
119 => 0.021497225004648
120 => 0.021805488181623
121 => 0.022379089529049
122 => 0.022523306536224
123 => 0.023086195116297
124 => 0.022751022373411
125 => 0.022899600109118
126 => 0.023060902258833
127 => 0.023138236441096
128 => 0.023012224541079
129 => 0.023886622200116
130 => 0.023960448153391
131 => 0.023985201356932
201 => 0.023690359386047
202 => 0.023952248064815
203 => 0.023829719024861
204 => 0.024148505547274
205 => 0.024198495344458
206 => 0.024156155764681
207 => 0.024172023315343
208 => 0.023425879167673
209 => 0.023387187657392
210 => 0.022859626169291
211 => 0.02307461137523
212 => 0.022672706837236
213 => 0.02280015490631
214 => 0.022856332800787
215 => 0.02282698865678
216 => 0.023086766316212
217 => 0.022865902236625
218 => 0.022283005617177
219 => 0.021699950187934
220 => 0.021692630401967
221 => 0.021539122199231
222 => 0.021428163885082
223 => 0.021449538392845
224 => 0.021524864946121
225 => 0.021423785768869
226 => 0.02144535613618
227 => 0.02180356795615
228 => 0.021875404781995
229 => 0.021631275179314
301 => 0.020651059596815
302 => 0.020410512234185
303 => 0.020583412908182
304 => 0.020500777522241
305 => 0.016545727480532
306 => 0.017474907821745
307 => 0.016922820414979
308 => 0.017177247692337
309 => 0.01661370941237
310 => 0.016882659417142
311 => 0.016832994171742
312 => 0.018327088663968
313 => 0.018303760433531
314 => 0.018314926422939
315 => 0.017781944655694
316 => 0.018630999082947
317 => 0.019049273824822
318 => 0.018971862302123
319 => 0.01899134511462
320 => 0.018656565846265
321 => 0.018318167818048
322 => 0.017942832325671
323 => 0.018640159277638
324 => 0.018562628424347
325 => 0.018740456307075
326 => 0.019192722681386
327 => 0.019259320622996
328 => 0.019348828931889
329 => 0.019316746574786
330 => 0.020081078480019
331 => 0.019988512843071
401 => 0.020211569395165
402 => 0.019752725144167
403 => 0.019233499320267
404 => 0.01933218717462
405 => 0.019322682740648
406 => 0.019201680387506
407 => 0.019092444873471
408 => 0.018910598519517
409 => 0.019485987291624
410 => 0.019462627558259
411 => 0.019840794488707
412 => 0.019773949810433
413 => 0.01932754468925
414 => 0.019343488135485
415 => 0.019450715473571
416 => 0.019821830514987
417 => 0.019932002726718
418 => 0.019880966568641
419 => 0.020001765369251
420 => 0.02009723981589
421 => 0.020013755489799
422 => 0.02119571749439
423 => 0.02070488446398
424 => 0.020944113067808
425 => 0.021001167680204
426 => 0.020855023490281
427 => 0.020886716932044
428 => 0.020934723860369
429 => 0.021226212528441
430 => 0.021991163136386
501 => 0.022329954553451
502 => 0.023349225247362
503 => 0.022301822642468
504 => 0.022239674106476
505 => 0.022423275537476
506 => 0.023021695335562
507 => 0.023506658375198
508 => 0.023667548593634
509 => 0.023688812892008
510 => 0.023990653637574
511 => 0.024163663123935
512 => 0.023954002231863
513 => 0.023776336578241
514 => 0.023139960259642
515 => 0.023213622551315
516 => 0.023721082693562
517 => 0.02443790003374
518 => 0.025053003883745
519 => 0.024837615954007
520 => 0.02648087381773
521 => 0.026643796122811
522 => 0.026621285528158
523 => 0.026992446785224
524 => 0.026255767275624
525 => 0.025940822512776
526 => 0.023814749909145
527 => 0.024412089589391
528 => 0.025280357895158
529 => 0.02516543932905
530 => 0.024534879676524
531 => 0.025052525547705
601 => 0.02488137563441
602 => 0.024746382596777
603 => 0.02536481187186
604 => 0.024684823480232
605 => 0.025273574490787
606 => 0.024518495229901
607 => 0.024838599827927
608 => 0.02465689297637
609 => 0.024774479578482
610 => 0.024087070705227
611 => 0.024457979847328
612 => 0.024071639665479
613 => 0.02407145648993
614 => 0.024062928009003
615 => 0.024517455519653
616 => 0.024532277645457
617 => 0.024196381128334
618 => 0.024147973192526
619 => 0.024326962702832
620 => 0.024117412863691
621 => 0.024215459914534
622 => 0.024120382608979
623 => 0.024098978704864
624 => 0.023928428755303
625 => 0.023854951147663
626 => 0.023883763610903
627 => 0.023785411820021
628 => 0.023726151308475
629 => 0.024051139601691
630 => 0.023877511466616
701 => 0.024024528599813
702 => 0.023856984021494
703 => 0.023276201517343
704 => 0.022942187357542
705 => 0.021845143045767
706 => 0.022156263451707
707 => 0.022362536602723
708 => 0.022294363327542
709 => 0.022440825902185
710 => 0.022449817514748
711 => 0.022402201038723
712 => 0.022347067259534
713 => 0.022320231184914
714 => 0.022520245298748
715 => 0.022636360223994
716 => 0.022383238873006
717 => 0.022323936082013
718 => 0.022579855743075
719 => 0.022735966588483
720 => 0.023888601359867
721 => 0.023803210453041
722 => 0.024017524872054
723 => 0.023993396357396
724 => 0.024218032011485
725 => 0.024585216367811
726 => 0.02383862790504
727 => 0.023968209847091
728 => 0.023936439347384
729 => 0.024283301332509
730 => 0.024284384197766
731 => 0.024076423110642
801 => 0.024189162189755
802 => 0.024126234328629
803 => 0.024239953478894
804 => 0.02380207000542
805 => 0.024335364809511
806 => 0.024637708598673
807 => 0.024641906642479
808 => 0.024785215198993
809 => 0.024930824992283
810 => 0.025210310310563
811 => 0.024923030298447
812 => 0.024406241522796
813 => 0.02444355200318
814 => 0.024140558933102
815 => 0.02414565230135
816 => 0.024118463502467
817 => 0.024200059134593
818 => 0.023819975658151
819 => 0.023909180490372
820 => 0.02378429320288
821 => 0.023967938366518
822 => 0.023770366528077
823 => 0.023936424026687
824 => 0.024008088938194
825 => 0.024272534004489
826 => 0.023731307776771
827 => 0.022627710860661
828 => 0.022859700312247
829 => 0.022516569690973
830 => 0.022548327736363
831 => 0.022612484042304
901 => 0.02240453246411
902 => 0.022444203071922
903 => 0.022442785758653
904 => 0.022430572118597
905 => 0.022376475881638
906 => 0.022298025635433
907 => 0.022610547270602
908 => 0.022663650786301
909 => 0.022781693323566
910 => 0.02313290784545
911 => 0.023097813232505
912 => 0.02315505400228
913 => 0.023030097723255
914 => 0.022554124099763
915 => 0.022579971757497
916 => 0.022257651051376
917 => 0.022773450858435
918 => 0.022651302655899
919 => 0.022572552915103
920 => 0.022551065318715
921 => 0.022903150433466
922 => 0.023008499818057
923 => 0.022942853151314
924 => 0.022808209922605
925 => 0.023066764725424
926 => 0.023135943083107
927 => 0.023151429566192
928 => 0.023609539103822
929 => 0.023177032800384
930 => 0.023281141366364
1001 => 0.024093366679044
1002 => 0.023356790399875
1003 => 0.023746971282562
1004 => 0.023727873958758
1005 => 0.023927477295339
1006 => 0.023711500659173
1007 => 0.023714177948424
1008 => 0.023891412189007
1009 => 0.023642518662472
1010 => 0.023580889125104
1011 => 0.02349574836063
1012 => 0.023681650105047
1013 => 0.023793089793212
1014 => 0.024691211836393
1015 => 0.025271439635629
1016 => 0.025246250416622
1017 => 0.025476432726102
1018 => 0.025372733487453
1019 => 0.025037861291378
1020 => 0.025609447296764
1021 => 0.025428573568485
1022 => 0.025443484578883
1023 => 0.025442929590331
1024 => 0.025563194807381
1025 => 0.025477975878956
1026 => 0.025310000623487
1027 => 0.025421510437144
1028 => 0.025752654718218
1029 => 0.026780536727416
1030 => 0.027355753117389
1031 => 0.026745907978477
1101 => 0.027166570989147
1102 => 0.026914323080301
1103 => 0.026868482131539
1104 => 0.027132689588992
1105 => 0.027397359506624
1106 => 0.02738050117707
1107 => 0.02718836440782
1108 => 0.027079831222161
1109 => 0.027901680865258
1110 => 0.028507205682449
1111 => 0.028465912949406
1112 => 0.02864816564394
1113 => 0.029183265191954
1114 => 0.029232187988539
1115 => 0.029226024840647
1116 => 0.029104764584746
1117 => 0.029631639581223
1118 => 0.030071167972767
1119 => 0.029076696339051
1120 => 0.02945537811858
1121 => 0.029625380569776
1122 => 0.029874994605586
1123 => 0.030296135324167
1124 => 0.030753605846605
1125 => 0.030818297194387
1126 => 0.03077239558737
1127 => 0.030470681480354
1128 => 0.030971251184764
1129 => 0.031264473177804
1130 => 0.031439080164392
1201 => 0.03188185443055
1202 => 0.029626430447039
1203 => 0.028029929249665
1204 => 0.027780612533938
1205 => 0.028287607879264
1206 => 0.028421298508614
1207 => 0.028367407983557
1208 => 0.026570400738374
1209 => 0.027771151662691
1210 => 0.029063058695252
1211 => 0.029112686105829
1212 => 0.029759441778831
1213 => 0.029970051937372
1214 => 0.030490775026342
1215 => 0.030458203655349
1216 => 0.030584991441
1217 => 0.030555845124737
1218 => 0.031520374995872
1219 => 0.032584394677805
1220 => 0.032547551059595
1221 => 0.032394585641408
1222 => 0.032621765371896
1223 => 0.03371994771093
1224 => 0.033618844679165
1225 => 0.033717057662589
1226 => 0.035011876531155
1227 => 0.036695325246127
1228 => 0.035913194302535
1229 => 0.037610193398013
1230 => 0.03867836437456
1231 => 0.040525655627558
]
'min_raw' => 0.016545727480532
'max_raw' => 0.040525655627558
'avg_raw' => 0.028535691554045
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.016545'
'max' => '$0.040525'
'avg' => '$0.028535'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0073776279021377
'max_diff' => 0.016440998933243
'year' => 2028
]
3 => [
'items' => [
101 => 0.040294365664581
102 => 0.041013502593324
103 => 0.039880308359181
104 => 0.03727826534125
105 => 0.036866482073442
106 => 0.037690882603607
107 => 0.03971759086319
108 => 0.03762705434807
109 => 0.038049967162359
110 => 0.037928168243393
111 => 0.037921678096613
112 => 0.038169380601856
113 => 0.037810075198707
114 => 0.03634620034847
115 => 0.037017085565665
116 => 0.036758024564752
117 => 0.037045472059542
118 => 0.03859670763656
119 => 0.037910869411123
120 => 0.037188394553598
121 => 0.03809453835494
122 => 0.039248370798841
123 => 0.039176166038138
124 => 0.039036058623125
125 => 0.039825836785765
126 => 0.041130318927157
127 => 0.041482915208141
128 => 0.04174319457425
129 => 0.041779082701381
130 => 0.042148752715172
131 => 0.040160943882179
201 => 0.04331564755069
202 => 0.043860377727312
203 => 0.04375799103086
204 => 0.044363435696425
205 => 0.044185298517167
206 => 0.043927205693289
207 => 0.044886964269983
208 => 0.043786678510327
209 => 0.04222496139662
210 => 0.041368172500778
211 => 0.042496461234011
212 => 0.043185467791546
213 => 0.043640857297029
214 => 0.043778657886235
215 => 0.040315251823318
216 => 0.038448668044712
217 => 0.039645126846372
218 => 0.041104889159572
219 => 0.040152834828824
220 => 0.040190153556112
221 => 0.038832774275941
222 => 0.041224987106699
223 => 0.040876461818934
224 => 0.042684611628387
225 => 0.042253082165053
226 => 0.04372755814269
227 => 0.043339279202707
228 => 0.044951003374194
301 => 0.04559396378189
302 => 0.046673594375209
303 => 0.047467775034541
304 => 0.047934133107956
305 => 0.047906134718493
306 => 0.049754077744034
307 => 0.048664410304084
308 => 0.047295531184611
309 => 0.047270772480098
310 => 0.04797973437324
311 => 0.04946552400707
312 => 0.049850767641762
313 => 0.050066066277651
314 => 0.049736328922187
315 => 0.048553573013291
316 => 0.048042865008538
317 => 0.048478003025223
318 => 0.047945866622654
319 => 0.048864483344592
320 => 0.050125940309758
321 => 0.049865454434793
322 => 0.050736219660577
323 => 0.05163737006209
324 => 0.052926055609451
325 => 0.053262965731418
326 => 0.053819865351487
327 => 0.054393097992532
328 => 0.054577204867783
329 => 0.054928722017646
330 => 0.054926869348752
331 => 0.055986189939696
401 => 0.057154653355935
402 => 0.057595721245574
403 => 0.058609932537176
404 => 0.056873131242511
405 => 0.05819051497545
406 => 0.059378828078814
407 => 0.057962072208584
408 => 0.059914740113915
409 => 0.059990557783838
410 => 0.061135314584797
411 => 0.059974884258159
412 => 0.059285824434425
413 => 0.061275114326809
414 => 0.062237669043688
415 => 0.061947739729434
416 => 0.059741363332383
417 => 0.058457157633364
418 => 0.055096143614252
419 => 0.059077409904891
420 => 0.061016568579931
421 => 0.059736341379881
422 => 0.060382013513217
423 => 0.063904591312808
424 => 0.06524576086887
425 => 0.064966806976692
426 => 0.065013945592498
427 => 0.065737616341
428 => 0.068946770972617
429 => 0.06702377112973
430 => 0.068493832456187
501 => 0.06927354768304
502 => 0.069997790639742
503 => 0.068219278837418
504 => 0.065905461114122
505 => 0.065172577913694
506 => 0.059609048015356
507 => 0.059319442122962
508 => 0.059156877559605
509 => 0.05813193098285
510 => 0.057326603730015
511 => 0.056686177598678
512 => 0.055005508182616
513 => 0.055572684773969
514 => 0.052894048507735
515 => 0.054607745065831
516 => 0.050332576906987
517 => 0.05389306398698
518 => 0.051955252744823
519 => 0.053256440876665
520 => 0.053251901153852
521 => 0.050856001261057
522 => 0.049474096204048
523 => 0.050354699890924
524 => 0.051298776945662
525 => 0.051451950271537
526 => 0.052675970815938
527 => 0.053017568639646
528 => 0.051982511286132
529 => 0.050243983549364
530 => 0.050647803891019
531 => 0.049465912797714
601 => 0.04739469411748
602 => 0.048882279533633
603 => 0.049390206599221
604 => 0.049614536127351
605 => 0.047577730436414
606 => 0.046937721867118
607 => 0.046596986675018
608 => 0.049981057511775
609 => 0.05016644455132
610 => 0.04921797824592
611 => 0.053505135883597
612 => 0.052534820073132
613 => 0.053618900566567
614 => 0.050611161427659
615 => 0.050726061113223
616 => 0.049302149203706
617 => 0.050099444727207
618 => 0.049535941949231
619 => 0.050035031127936
620 => 0.050334183123831
621 => 0.051757861383414
622 => 0.053909320105819
623 => 0.051545211326919
624 => 0.050515135277291
625 => 0.051154188665112
626 => 0.052856072050352
627 => 0.055434512496797
628 => 0.053908023856552
629 => 0.054585453593635
630 => 0.054733441854436
701 => 0.0536078656448
702 => 0.055476014097152
703 => 0.056477170029578
704 => 0.057504148856218
705 => 0.058395845796096
706 => 0.05709395092911
707 => 0.058487165056083
708 => 0.057364480405143
709 => 0.056357316212243
710 => 0.056358843664584
711 => 0.055727034854057
712 => 0.054502825670628
713 => 0.054277062714465
714 => 0.055451510123143
715 => 0.056393305724319
716 => 0.056470876520929
717 => 0.056992302956945
718 => 0.05730087775066
719 => 0.060325330216158
720 => 0.061541790017364
721 => 0.063029254035873
722 => 0.063608705099961
723 => 0.065352645058162
724 => 0.063944271906037
725 => 0.063639561515492
726 => 0.059409333615309
727 => 0.060102033196982
728 => 0.061211112062809
729 => 0.059427621917307
730 => 0.060558835911785
731 => 0.060782161516683
801 => 0.059367019604624
802 => 0.060122908044527
803 => 0.058115492453448
804 => 0.05395307628007
805 => 0.055480648056243
806 => 0.056605455058605
807 => 0.05500021677853
808 => 0.057877544264264
809 => 0.056196668947194
810 => 0.055663912167927
811 => 0.053585438030501
812 => 0.05456639781556
813 => 0.055893159970843
814 => 0.055073375211534
815 => 0.056774551678401
816 => 0.059183871242677
817 => 0.06090089584164
818 => 0.061032707669969
819 => 0.05992877588455
820 => 0.061697833615883
821 => 0.061710719270132
822 => 0.059715214922375
823 => 0.058492979620388
824 => 0.058215285188172
825 => 0.058909020325049
826 => 0.059751342851788
827 => 0.061079450707937
828 => 0.061881998470125
829 => 0.063974617395468
830 => 0.06454082007658
831 => 0.065162905161194
901 => 0.065994202678175
902 => 0.066992388487618
903 => 0.064808414763306
904 => 0.064895188110809
905 => 0.062861502017903
906 => 0.060688216767547
907 => 0.062337469368737
908 => 0.064493647753913
909 => 0.063999018049988
910 => 0.063943362103928
911 => 0.064036959967528
912 => 0.063664025323865
913 => 0.061977255752178
914 => 0.061130170633013
915 => 0.062223126551198
916 => 0.062803983979841
917 => 0.063704843195577
918 => 0.063593793282406
919 => 0.065914309876923
920 => 0.066815992456773
921 => 0.066585303467674
922 => 0.066627755793509
923 => 0.068260209034354
924 => 0.070075832777788
925 => 0.071776404006169
926 => 0.073506298100911
927 => 0.071420843250784
928 => 0.070361977890862
929 => 0.071454456658684
930 => 0.070874772046726
1001 => 0.074205811772662
1002 => 0.074436445736031
1003 => 0.077767244589881
1004 => 0.080928569326334
1005 => 0.078942997900383
1006 => 0.080815302322953
1007 => 0.082840352207182
1008 => 0.086747001986362
1009 => 0.085431379778331
1010 => 0.084423633785407
1011 => 0.083471318691487
1012 => 0.08545293522617
1013 => 0.088002253240943
1014 => 0.088551351924261
1015 => 0.089441101563077
1016 => 0.088505638611272
1017 => 0.089632300698857
1018 => 0.093609912948441
1019 => 0.092535127007249
1020 => 0.091008758190294
1021 => 0.0941487010474
1022 => 0.095285034161167
1023 => 0.10326041505586
1024 => 0.11332966288196
1025 => 0.10916092816371
1026 => 0.10657325999986
1027 => 0.10718142339868
1028 => 0.11085837183922
1029 => 0.11203929097781
1030 => 0.10882914567188
1031 => 0.10996302326348
1101 => 0.11621080027358
1102 => 0.11956253218681
1103 => 0.11501043005099
1104 => 0.10245136079724
1105 => 0.09087132537869
1106 => 0.093942872227481
1107 => 0.093594654136024
1108 => 0.10030711110732
1109 => 0.092509493718007
1110 => 0.092640785596738
1111 => 0.099492049069585
1112 => 0.097664249435421
1113 => 0.094703448114966
1114 => 0.090892942504949
1115 => 0.083848870455724
1116 => 0.077609739403244
1117 => 0.089846112183225
1118 => 0.089318457538553
1119 => 0.088554335419029
1120 => 0.09025480650938
1121 => 0.098511811436981
1122 => 0.098321460748083
1123 => 0.097110546783089
1124 => 0.098029014353031
1125 => 0.09454243630923
1126 => 0.095441006859024
1127 => 0.090869491041916
1128 => 0.092936007114614
1129 => 0.094697095565096
1130 => 0.09505066014489
1201 => 0.095847259196622
1202 => 0.089040407517623
1203 => 0.092096484082828
1204 => 0.093891642749236
1205 => 0.085781050585972
1206 => 0.09373132241971
1207 => 0.088921915373769
1208 => 0.087289530387507
1209 => 0.08948732172114
1210 => 0.088630840301001
1211 => 0.087894487870243
1212 => 0.087483590561738
1213 => 0.08909740595578
1214 => 0.089022119538722
1215 => 0.086381604325999
1216 => 0.08293715987217
1217 => 0.08409322849091
1218 => 0.083673217923521
1219 => 0.082151045444861
1220 => 0.083176805907672
1221 => 0.078659875954942
1222 => 0.07088873274086
1223 => 0.076022587984637
1224 => 0.075824940142312
1225 => 0.075725277137595
1226 => 0.079583227463956
1227 => 0.079212374558134
1228 => 0.078539272902665
1229 => 0.082138683405105
1230 => 0.080824850152812
1231 => 0.084873774658335
]
'min_raw' => 0.03634620034847
'max_raw' => 0.11956253218681
'avg_raw' => 0.07795436626764
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.036346'
'max' => '$0.119562'
'avg' => '$0.077954'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.019800472867939
'max_diff' => 0.079036876559253
'year' => 2029
]
4 => [
'items' => [
101 => 0.087540658205691
102 => 0.086864250273436
103 => 0.089372467139891
104 => 0.084119861976955
105 => 0.085864566714141
106 => 0.086224147942419
107 => 0.082094267238227
108 => 0.079273050679942
109 => 0.079084907699728
110 => 0.074193306975251
111 => 0.076806360598645
112 => 0.079105739651726
113 => 0.078004515524323
114 => 0.077655900863722
115 => 0.079436897559436
116 => 0.079575296255899
117 => 0.076419791309725
118 => 0.07707592070988
119 => 0.079812089380964
120 => 0.077006976279654
121 => 0.071557099736433
122 => 0.070205455003276
123 => 0.070025120680118
124 => 0.066359352963501
125 => 0.070295778367487
126 => 0.068577423189005
127 => 0.074005686608773
128 => 0.070905091655762
129 => 0.070771431204418
130 => 0.070569383828487
131 => 0.067414106123837
201 => 0.068104911412796
202 => 0.070401253405913
203 => 0.071220614099202
204 => 0.071135148066067
205 => 0.070390000077382
206 => 0.070731125010827
207 => 0.069632242744395
208 => 0.069244204544861
209 => 0.068019449248818
210 => 0.066219397310919
211 => 0.066469705573244
212 => 0.062903331675057
213 => 0.060960181893536
214 => 0.060422343644314
215 => 0.059703123859646
216 => 0.060503581432763
217 => 0.062893228585895
218 => 0.060010807127293
219 => 0.055069097714876
220 => 0.055366102870825
221 => 0.056033385274621
222 => 0.054789908929662
223 => 0.053613062926217
224 => 0.054636235045678
225 => 0.052542367622233
226 => 0.056286419149174
227 => 0.056185153047954
228 => 0.057580703926604
301 => 0.058453370530611
302 => 0.056442156537543
303 => 0.055936341657187
304 => 0.056224476801043
305 => 0.05146224470208
306 => 0.057191527964955
307 => 0.057241075044526
308 => 0.056816822868334
309 => 0.059867489334039
310 => 0.066305347103409
311 => 0.063883166048343
312 => 0.062945224333012
313 => 0.061162196446536
314 => 0.063537975239545
315 => 0.063355552496165
316 => 0.062530567668827
317 => 0.062031614271144
318 => 0.062950951205122
319 => 0.061917698251173
320 => 0.061732097628751
321 => 0.060607559792345
322 => 0.06020615094796
323 => 0.059908963820123
324 => 0.059581789993379
325 => 0.060303453928538
326 => 0.058668068508671
327 => 0.05669595401112
328 => 0.056531994029224
329 => 0.05698470195475
330 => 0.056784412397846
331 => 0.056531035119882
401 => 0.056047268893054
402 => 0.055903745787584
403 => 0.056370126252849
404 => 0.055843609899235
405 => 0.056620513459823
406 => 0.056409238679378
407 => 0.055229074930257
408 => 0.053758153946271
409 => 0.053745059664152
410 => 0.053428152150946
411 => 0.053024522785515
412 => 0.052912242329841
413 => 0.054550066343636
414 => 0.057940313036245
415 => 0.057274726488758
416 => 0.05775568098137
417 => 0.060121501066865
418 => 0.060873524129352
419 => 0.060339755972241
420 => 0.059609101197402
421 => 0.059641246299359
422 => 0.062138114849226
423 => 0.06229384147796
424 => 0.062687312429456
425 => 0.063193033797006
426 => 0.060425882507936
427 => 0.05951091372249
428 => 0.05907735075141
429 => 0.057742144610469
430 => 0.05918204996155
501 => 0.05834307877637
502 => 0.058456284652588
503 => 0.05838255917719
504 => 0.058422818272052
505 => 0.056285372610469
506 => 0.057064145468713
507 => 0.055769284546402
508 => 0.054035611126387
509 => 0.054029799245179
510 => 0.054454113358634
511 => 0.054201714720538
512 => 0.053522516475184
513 => 0.053618993380211
514 => 0.052773754174402
515 => 0.053721620723346
516 => 0.05374880214434
517 => 0.053383821892357
518 => 0.054844141091383
519 => 0.055442435058731
520 => 0.055202197238241
521 => 0.05542557933282
522 => 0.057302384614749
523 => 0.057608385766459
524 => 0.057744291264747
525 => 0.057562195901069
526 => 0.055459883888074
527 => 0.055553130365571
528 => 0.054868949583706
529 => 0.054290888920224
530 => 0.054314008315235
531 => 0.05461120663889
601 => 0.055909089148746
602 => 0.058640406376385
603 => 0.058744057868607
604 => 0.058869686500907
605 => 0.05835869171745
606 => 0.058204570801197
607 => 0.058407896071718
608 => 0.059433635216581
609 => 0.062072114782632
610 => 0.061139499885865
611 => 0.060381269457777
612 => 0.061046441960666
613 => 0.06094404386764
614 => 0.060079700912709
615 => 0.060055441684747
616 => 0.058396491207075
617 => 0.057783214987954
618 => 0.057270715476327
619 => 0.056711079388769
620 => 0.056379308356893
621 => 0.056889059449092
622 => 0.057005645555075
623 => 0.055891065883058
624 => 0.055739152792276
625 => 0.056649342612318
626 => 0.056248802007814
627 => 0.056660767952475
628 => 0.056756347585415
629 => 0.056740957063126
630 => 0.056322746670229
701 => 0.056589301503448
702 => 0.055958819859064
703 => 0.055273265766077
704 => 0.054835924966281
705 => 0.05445428711362
706 => 0.054666041975198
707 => 0.053911174558581
708 => 0.053669677279525
709 => 0.056498998723627
710 => 0.058589048894717
711 => 0.058558658737478
712 => 0.058373666471004
713 => 0.058098805487333
714 => 0.059413527423623
715 => 0.058955504589714
716 => 0.059288754470471
717 => 0.059373580551577
718 => 0.059630323551104
719 => 0.059722087105628
720 => 0.059444713909969
721 => 0.058513815587055
722 => 0.056194105473508
723 => 0.055114274153715
724 => 0.05475791183217
725 => 0.054770864925729
726 => 0.054413560780195
727 => 0.054518802864304
728 => 0.054376961878243
729 => 0.054108349365663
730 => 0.054649455909477
731 => 0.054711813397895
801 => 0.054585512664827
802 => 0.054615261059618
803 => 0.053569544933566
804 => 0.053649048459454
805 => 0.053206362724491
806 => 0.053123364485842
807 => 0.052004293496914
808 => 0.050021697028094
809 => 0.051120247927116
810 => 0.049793352920729
811 => 0.04929083767607
812 => 0.051669666687131
813 => 0.051430898232867
814 => 0.051022230429318
815 => 0.050417725574037
816 => 0.050193508842968
817 => 0.048831238963384
818 => 0.048750748791471
819 => 0.049425926528174
820 => 0.049114355234133
821 => 0.048676791136023
822 => 0.047091978327831
823 => 0.045310124017934
824 => 0.045363906999213
825 => 0.045930681702613
826 => 0.047578655592731
827 => 0.046934763683624
828 => 0.046467612715759
829 => 0.046380129381984
830 => 0.047475166462939
831 => 0.049024873349851
901 => 0.049751961148453
902 => 0.049031439222023
903 => 0.048203742428596
904 => 0.048254120497235
905 => 0.048589263218113
906 => 0.048624481979414
907 => 0.048085736455498
908 => 0.04823739016476
909 => 0.048007014312885
910 => 0.046593198135167
911 => 0.046567626683772
912 => 0.046220653392894
913 => 0.046210147179542
914 => 0.045619859055216
915 => 0.045537273666153
916 => 0.044365220767375
917 => 0.045136669534654
918 => 0.044619222204441
919 => 0.043839307024325
920 => 0.043704849353305
921 => 0.043700807393352
922 => 0.044501605897488
923 => 0.045127311737885
924 => 0.044628223422289
925 => 0.044514590687248
926 => 0.045727891010007
927 => 0.045573487484458
928 => 0.045439775027128
929 => 0.048886114095462
930 => 0.046158067801685
1001 => 0.044968483906159
1002 => 0.043496147939591
1003 => 0.043975547954468
1004 => 0.044076564581454
1005 => 0.040535861990365
1006 => 0.039099399390126
1007 => 0.038606459557675
1008 => 0.038322765714953
1009 => 0.038452048561485
1010 => 0.037159063741012
1011 => 0.038027970924365
1012 => 0.036908355363121
1013 => 0.036720648170735
1014 => 0.038722659487991
1015 => 0.039001227667207
1016 => 0.037812769270323
1017 => 0.03857595195506
1018 => 0.038299211304541
1019 => 0.036927547958427
1020 => 0.036875160507878
1021 => 0.036186908057096
1022 => 0.035109926243558
1023 => 0.034617716655491
1024 => 0.034361369628466
1025 => 0.034467143407921
1026 => 0.034413660948297
1027 => 0.034064651722326
1028 => 0.034433665748595
1029 => 0.033490987398602
1030 => 0.03311560528396
1031 => 0.032946053891575
1101 => 0.032109372597415
1102 => 0.033440904610283
1103 => 0.033703233191016
1104 => 0.033966078640091
1105 => 0.036253968822078
1106 => 0.036139672294096
1107 => 0.037172857242382
1108 => 0.037132709575197
1109 => 0.036838028491459
1110 => 0.035594817471856
1111 => 0.036090339226164
1112 => 0.034565200287581
1113 => 0.035707938079734
1114 => 0.035186440273267
1115 => 0.035531619146788
1116 => 0.034910956408672
1117 => 0.035254456794482
1118 => 0.033765441029257
1119 => 0.032375019058707
1120 => 0.032934565448604
1121 => 0.033542856366314
1122 => 0.034861786065551
1123 => 0.034076242417619
1124 => 0.034358753618109
1125 => 0.03341238838827
1126 => 0.03145976660325
1127 => 0.031470818230499
1128 => 0.031170449909051
1129 => 0.030910887824828
1130 => 0.034166471555207
1201 => 0.033761588255171
1202 => 0.033116459706381
1203 => 0.033979989905326
1204 => 0.034208320995994
1205 => 0.03421482126115
1206 => 0.03484483060336
1207 => 0.035181066702232
1208 => 0.035240329771989
1209 => 0.036231663084209
1210 => 0.036563944934463
1211 => 0.037932566849369
1212 => 0.035152539418394
1213 => 0.035095286582901
1214 => 0.033992141546105
1215 => 0.033292509523736
1216 => 0.034040045949238
1217 => 0.034702261173334
1218 => 0.034012718419035
1219 => 0.034102758145705
1220 => 0.033177103335771
1221 => 0.033507981374215
1222 => 0.033792978115009
1223 => 0.033635619666077
1224 => 0.03340004645179
1225 => 0.034647967076761
1226 => 0.03457755450446
1227 => 0.035739646880004
1228 => 0.036645580988764
1229 => 0.038269176866753
1230 => 0.036574869928104
1231 => 0.036513122648999
]
'min_raw' => 0.030910887824828
'max_raw' => 0.089372467139891
'avg_raw' => 0.060141677482359
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.03091'
'max' => '$0.089372'
'avg' => '$0.060141'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0054353125236427
'max_diff' => -0.030190065046919
'year' => 2030
]
5 => [
'items' => [
101 => 0.037116712206821
102 => 0.036563852528046
103 => 0.036913240760964
104 => 0.038212885020909
105 => 0.038240344456169
106 => 0.03778036353608
107 => 0.037752373655289
108 => 0.037840718022632
109 => 0.038358153741547
110 => 0.038177345802165
111 => 0.038386581327115
112 => 0.038648233554993
113 => 0.039730538107744
114 => 0.039991478071287
115 => 0.039357529241736
116 => 0.03941476772302
117 => 0.039177653458484
118 => 0.038948604049975
119 => 0.039463473670324
120 => 0.040404408021299
121 => 0.040398554517536
122 => 0.040616832997812
123 => 0.040752818682708
124 => 0.040169068575531
125 => 0.039789068720846
126 => 0.039934784845151
127 => 0.0401677881012
128 => 0.039859225029554
129 => 0.037954630811036
130 => 0.038532363030984
131 => 0.038436200139923
201 => 0.038299252489244
202 => 0.038880166703873
203 => 0.038824136110722
204 => 0.037145802312828
205 => 0.037253243797229
206 => 0.037152336185352
207 => 0.037478389323081
208 => 0.036546244588594
209 => 0.036832966030831
210 => 0.037012795031556
211 => 0.037118715694495
212 => 0.037501373759507
213 => 0.0374564732522
214 => 0.037498582680929
215 => 0.038065963573359
216 => 0.040935581425656
217 => 0.041091768393901
218 => 0.04032264663956
219 => 0.040629895610164
220 => 0.040040044774568
221 => 0.040436015592161
222 => 0.040706928768989
223 => 0.03948272421651
224 => 0.039410234767934
225 => 0.038817949408118
226 => 0.039136210011725
227 => 0.038629834507639
228 => 0.038754081344079
301 => 0.038406676357749
302 => 0.0390319361655
303 => 0.039731073786116
304 => 0.039907703558865
305 => 0.039443066670661
306 => 0.039106638942538
307 => 0.038515982678137
308 => 0.039498257209469
309 => 0.039785504216704
310 => 0.039496748423225
311 => 0.039429837396437
312 => 0.039303041121579
313 => 0.039456737825552
314 => 0.039783939807813
315 => 0.039629637395451
316 => 0.039731556857275
317 => 0.039343144967695
318 => 0.040169261821107
319 => 0.041481334200172
320 => 0.041485552727416
321 => 0.041331249483307
322 => 0.041268111920327
323 => 0.041426436412687
324 => 0.041512320954982
325 => 0.04202431333153
326 => 0.042573701550241
327 => 0.04513745665011
328 => 0.044417564477098
329 => 0.046692280520175
330 => 0.048491285575338
331 => 0.049030728530424
401 => 0.048534466394497
402 => 0.046836780435044
403 => 0.046753483862635
404 => 0.049290543430582
405 => 0.048573707897947
406 => 0.048488442592292
407 => 0.047581363798128
408 => 0.048117559709373
409 => 0.048000285798065
410 => 0.047815163191828
411 => 0.048838187638752
412 => 0.050753198077371
413 => 0.050454725741658
414 => 0.050231929988782
415 => 0.049255703854545
416 => 0.049843610035357
417 => 0.049634267904971
418 => 0.050533734548907
419 => 0.050000910434665
420 => 0.04856827716376
421 => 0.048796428734173
422 => 0.048761944083282
423 => 0.049471635755002
424 => 0.049258603930782
425 => 0.048720346200564
426 => 0.050746652779881
427 => 0.050615075701529
428 => 0.050801621915924
429 => 0.050883745328633
430 => 0.052117122435936
501 => 0.052622397573133
502 => 0.052737103875363
503 => 0.053217076176318
504 => 0.05272516172727
505 => 0.054693170252519
506 => 0.056001781085328
507 => 0.057521799908134
508 => 0.059742955950796
509 => 0.06057813116968
510 => 0.060427264241752
511 => 0.062111319403595
512 => 0.065137529094984
513 => 0.061038947743028
514 => 0.065354763858771
515 => 0.06398842630502
516 => 0.060748864544439
517 => 0.060540274958982
518 => 0.062734143795333
519 => 0.067599933722308
520 => 0.066381108532933
521 => 0.067601927283686
522 => 0.066177777363327
523 => 0.066107056316103
524 => 0.067532759500816
525 => 0.070863992702932
526 => 0.069281448678016
527 => 0.067012483762584
528 => 0.068687852147135
529 => 0.067236493004413
530 => 0.063966174646013
531 => 0.066380176520281
601 => 0.064766002213773
602 => 0.065237104090638
603 => 0.06862985839261
604 => 0.068221633218883
605 => 0.06874991439432
606 => 0.067817511947199
607 => 0.066946501035218
608 => 0.065320694485886
609 => 0.064839373317922
610 => 0.064972393172626
611 => 0.064839307399889
612 => 0.063929683577471
613 => 0.063733250399626
614 => 0.063405853163949
615 => 0.063507327257294
616 => 0.062891724670782
617 => 0.064053493941515
618 => 0.064269128555638
619 => 0.06511456734736
620 => 0.065202343607353
621 => 0.067556878608231
622 => 0.066260040296101
623 => 0.067130071399511
624 => 0.067052247628571
625 => 0.060819075671001
626 => 0.061677951771013
627 => 0.063014093452463
628 => 0.062412163436067
629 => 0.061561175222815
630 => 0.060873956613512
701 => 0.059832750148709
702 => 0.061298228253321
703 => 0.063225176124664
704 => 0.065251214185318
705 => 0.067685366163922
706 => 0.06714209177895
707 => 0.065205709407239
708 => 0.065292574105906
709 => 0.065829537493064
710 => 0.065134121118426
711 => 0.064929029253404
712 => 0.06580136102021
713 => 0.065807368289663
714 => 0.065007207706765
715 => 0.064117975646714
716 => 0.064114249731914
717 => 0.063956019475791
718 => 0.066205926174381
719 => 0.067443147367381
720 => 0.067584992783277
721 => 0.067433600040726
722 => 0.067491865098771
723 => 0.066771953346873
724 => 0.068417458128513
725 => 0.069927536039703
726 => 0.069522802901395
727 => 0.068916050390866
728 => 0.068432742791069
729 => 0.069408950990619
730 => 0.069365481976187
731 => 0.069914346826512
801 => 0.069889447146504
802 => 0.069704884541191
803 => 0.069522809492707
804 => 0.070244716479117
805 => 0.070036818860503
806 => 0.069828598319463
807 => 0.069410980147439
808 => 0.069467741392921
809 => 0.068861093646767
810 => 0.068580430641084
811 => 0.064359932440324
812 => 0.063232077412324
813 => 0.063586923563739
814 => 0.063703748130361
815 => 0.06321290417679
816 => 0.063916648318745
817 => 0.063806970539671
818 => 0.064233662618693
819 => 0.063967083932536
820 => 0.063978024414803
821 => 0.064761975490222
822 => 0.064989559822583
823 => 0.064873808594313
824 => 0.064954876786873
825 => 0.066823059067672
826 => 0.066557463288449
827 => 0.066416370824256
828 => 0.066455454401081
829 => 0.066932815028105
830 => 0.067066449940747
831 => 0.066500229425522
901 => 0.066767262293784
902 => 0.067904254355328
903 => 0.068302137228691
904 => 0.069571988365853
905 => 0.069032533032982
906 => 0.070022726643546
907 => 0.073066244220539
908 => 0.075497616656439
909 => 0.07326162608367
910 => 0.077726531928788
911 => 0.081203101581915
912 => 0.081069665048098
913 => 0.080463444714571
914 => 0.076505462593871
915 => 0.072863268436215
916 => 0.075910118504827
917 => 0.075917885552243
918 => 0.075656158429231
919 => 0.074030593746441
920 => 0.075599592301886
921 => 0.075724133709451
922 => 0.075654423639448
923 => 0.074408107008491
924 => 0.072505211870834
925 => 0.072877033025845
926 => 0.073486083662698
927 => 0.072333023745861
928 => 0.071964551236068
929 => 0.072649611736537
930 => 0.074857019407073
1001 => 0.0744397217736
1002 => 0.074428824445958
1003 => 0.076214200683692
1004 => 0.074936256605782
1005 => 0.072881722881345
1006 => 0.072362926019955
1007 => 0.070521546665459
1008 => 0.071793393944378
1009 => 0.07183916546372
1010 => 0.07114258770702
1011 => 0.072938246327242
1012 => 0.072921699016938
1013 => 0.074626409628324
1014 => 0.077885176057228
1015 => 0.076921398470044
1016 => 0.075800629994853
1017 => 0.075922488603645
1018 => 0.077258976769421
1019 => 0.076450905515336
1020 => 0.076741493572378
1021 => 0.077258536929594
1022 => 0.077570482024466
1023 => 0.075877604505055
1024 => 0.075482913775588
1025 => 0.07467551506072
1026 => 0.074464879806822
1027 => 0.075122489213155
1028 => 0.07494923236827
1029 => 0.071835318544755
1030 => 0.071509897224545
1031 => 0.071519877431841
1101 => 0.070701590049232
1102 => 0.069453505379279
1103 => 0.072733397372652
1104 => 0.072469976143526
1105 => 0.072179179493753
1106 => 0.072214800424088
1107 => 0.073638490372557
1108 => 0.072812678304379
1109 => 0.075008235035567
1110 => 0.074556894576111
1111 => 0.074093978936934
1112 => 0.074029989894844
1113 => 0.073851806867868
1114 => 0.07324075096938
1115 => 0.072502864253189
1116 => 0.072015647528508
1117 => 0.066430628112323
1118 => 0.067467175229404
1119 => 0.068659628203362
1120 => 0.069071258191517
1121 => 0.06836713661285
1122 => 0.073268553980977
1123 => 0.074164090165367
1124 => 0.07145145264847
1125 => 0.070944028925319
1126 => 0.07330182059579
1127 => 0.071879783990187
1128 => 0.072520126986618
1129 => 0.071136055677227
1130 => 0.073948381722908
1201 => 0.073926956510375
1202 => 0.07283289815934
1203 => 0.073757588785846
1204 => 0.073596901033972
1205 => 0.072361711850201
1206 => 0.073987539423201
1207 => 0.073988345813393
1208 => 0.072935338437402
1209 => 0.0717056563552
1210 => 0.071485818242696
1211 => 0.07132019975602
1212 => 0.072479394991493
1213 => 0.073518725814909
1214 => 0.075452662805324
1215 => 0.075938900513923
1216 => 0.077836718661266
1217 => 0.076706660357612
1218 => 0.077207600566917
1219 => 0.077751442026436
1220 => 0.078012179621237
1221 => 0.07758732170246
1222 => 0.080535414458396
1223 => 0.080784323814225
1224 => 0.080867780968177
1225 => 0.079873700678132
1226 => 0.080756676643081
1227 => 0.080343561430172
1228 => 0.08141837244745
1229 => 0.081586916538835
1230 => 0.081444165689562
1231 => 0.081497664244455
]
'min_raw' => 0.036546244588594
'max_raw' => 0.081586916538835
'avg_raw' => 0.059066580563714
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.036546'
'max' => '$0.081586'
'avg' => '$0.059066'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.005635356763766
'max_diff' => -0.0077855506010561
'year' => 2031
]
6 => [
'items' => [
101 => 0.078981987156463
102 => 0.078851536028197
103 => 0.077072825637897
104 => 0.077797663269508
105 => 0.076442614059584
106 => 0.076872314122604
107 => 0.077061721816051
108 => 0.076962785985786
109 => 0.077838644501661
110 => 0.077093985837094
111 => 0.075128709188082
112 => 0.073162897100762
113 => 0.073138217931321
114 => 0.072620654308195
115 => 0.072246550605181
116 => 0.072318616250423
117 => 0.072572584983928
118 => 0.0722317894807
119 => 0.072304515480084
120 => 0.073512251640661
121 => 0.073754454514485
122 => 0.072931354514461
123 => 0.069626489241601
124 => 0.068815467014014
125 => 0.069398413707934
126 => 0.069119802734816
127 => 0.055785075386416
128 => 0.058917871780116
129 => 0.057056470542693
130 => 0.057914289871851
131 => 0.056014281215955
201 => 0.056921064934534
202 => 0.056753615092152
203 => 0.061791058987037
204 => 0.061712406229396
205 => 0.061750053142267
206 => 0.059953067902402
207 => 0.062815714182974
208 => 0.064225956678214
209 => 0.063964958324734
210 => 0.064030645987316
211 => 0.062901914310515
212 => 0.061760981732184
213 => 0.060495511914549
214 => 0.062846598418918
215 => 0.062585197734017
216 => 0.063184756856181
217 => 0.064709604513398
218 => 0.064934144123256
219 => 0.065235927635962
220 => 0.06512775972907
221 => 0.067704758111512
222 => 0.067392666603816
223 => 0.06814471734251
224 => 0.06659769191479
225 => 0.064847085798322
226 => 0.065179818789437
227 => 0.065147773926723
228 => 0.064739806044992
229 => 0.064371510882841
301 => 0.063758403204379
302 => 0.065698366621897
303 => 0.065619607649935
304 => 0.06689462385871
305 => 0.066669252358962
306 => 0.065164166325886
307 => 0.065217920768002
308 => 0.065579445224732
309 => 0.066830685497292
310 => 0.067202138801121
311 => 0.067030066830933
312 => 0.067437348421094
313 => 0.06775924718375
314 => 0.067477773949643
315 => 0.071462841370075
316 => 0.06980796353918
317 => 0.070614539479392
318 => 0.070806903088512
319 => 0.070314167748724
320 => 0.070421024400394
321 => 0.07058288311098
322 => 0.071565657506472
323 => 0.074144741888306
324 => 0.0752870008046
325 => 0.07872354311233
326 => 0.075192152102613
327 => 0.074982613974446
328 => 0.075601639017703
329 => 0.077619253147288
330 => 0.079254339894458
331 => 0.079796792498912
401 => 0.079868486565507
402 => 0.080886163713029
403 => 0.081469477275434
404 => 0.080762590939754
405 => 0.080163578784349
406 => 0.078017991595816
407 => 0.078266349155129
408 => 0.079977286454452
409 => 0.082394086163449
410 => 0.084467951738922
411 => 0.083741756295904
412 => 0.089282114912045
413 => 0.0898314188385
414 => 0.089755522796986
415 => 0.091006918888835
416 => 0.088523152488898
417 => 0.087461294232217
418 => 0.080293092011425
419 => 0.082307064448298
420 => 0.085234491661748
421 => 0.084847035692759
422 => 0.082721059799998
423 => 0.084466338995567
424 => 0.083889295113585
425 => 0.083434156662294
426 => 0.085519234140589
427 => 0.083226605802942
428 => 0.085211620940311
429 => 0.082665818494282
430 => 0.083745073495517
501 => 0.083132436159126
502 => 0.083528887597779
503 => 0.081211240588245
504 => 0.082461786656889
505 => 0.081159213760375
506 => 0.081158596171222
507 => 0.081129841802337
508 => 0.082662313038592
509 => 0.082712286870589
510 => 0.081579788311561
511 => 0.081416577576252
512 => 0.082020053206897
513 => 0.08131354129393
514 => 0.081644113771274
515 => 0.081323553997509
516 => 0.081251389240413
517 => 0.080676368178049
518 => 0.080428633293849
519 => 0.080525776525285
520 => 0.080194176595624
521 => 0.07999437564351
522 => 0.081090096364044
523 => 0.08050469698431
524 => 0.081000375513291
525 => 0.0804354872699
526 => 0.078477338508215
527 => 0.077351186448323
528 => 0.073652424957986
529 => 0.074701389128346
530 => 0.075396853458527
531 => 0.075167002501551
601 => 0.075660811297648
602 => 0.075691127147179
603 => 0.075530584873783
604 => 0.07534469748793
605 => 0.075254217788713
606 => 0.075928579338045
607 => 0.076320068915398
608 => 0.075466652608173
609 => 0.075266709107953
610 => 0.076129560112963
611 => 0.076655898727566
612 => 0.080542087333677
613 => 0.080254185929512
614 => 0.080976761956168
615 => 0.080895410984399
616 => 0.081652785775723
617 => 0.082890773469068
618 => 0.080373598341694
619 => 0.080810492906439
620 => 0.080703376448532
621 => 0.081872845848513
622 => 0.081876496804328
623 => 0.081175341479711
624 => 0.081555449156132
625 => 0.081343283478862
626 => 0.081726695533599
627 => 0.080250340830734
628 => 0.082048381496182
629 => 0.08306775469031
630 => 0.083081908688099
701 => 0.083565083491869
702 => 0.084056017076098
703 => 0.08499832133972
704 => 0.084029736721622
705 => 0.082287347283475
706 => 0.082413142173026
707 => 0.081391579882956
708 => 0.081408752529612
709 => 0.081317083595916
710 => 0.081592188966453
711 => 0.08031071098905
712 => 0.080611471308965
713 => 0.080190405099834
714 => 0.080809577590733
715 => 0.080143450343405
716 => 0.080703324793733
717 => 0.080944948046363
718 => 0.081836543050342
719 => 0.080011761036384
720 => 0.076290906983041
721 => 0.077073075616049
722 => 0.075916186769811
723 => 0.076023261237116
724 => 0.076239568701849
725 => 0.075538445437252
726 => 0.075672197661204
727 => 0.075667419090564
728 => 0.075626239950386
729 => 0.075443850710599
730 => 0.075179350228296
731 => 0.076233038740835
801 => 0.076412080951583
802 => 0.076810069607439
803 => 0.077994213888984
804 => 0.077875889951213
805 => 0.078068881202931
806 => 0.07764758238403
807 => 0.076042804081011
808 => 0.076129951263686
809 => 0.075043224499287
810 => 0.076782279560779
811 => 0.076370448367812
812 => 0.076104938118586
813 => 0.07603249118715
814 => 0.077219570733329
815 => 0.077574763538738
816 => 0.07735343121851
817 => 0.076899472172426
818 => 0.077771207741851
819 => 0.078004447404658
820 => 0.078056661163613
821 => 0.079601209453918
822 => 0.07814298425525
823 => 0.078493993554081
824 => 0.08123246790354
825 => 0.07874904955221
826 => 0.080064571639747
827 => 0.080000183679209
828 => 0.080673160264353
829 => 0.079944979956512
830 => 0.079954006624144
831 => 0.08055156424037
901 => 0.079712402338465
902 => 0.079504614050393
903 => 0.07921755601863
904 => 0.079844336729177
905 => 0.080220063418297
906 => 0.083248144591759
907 => 0.085204423127094
908 => 0.085119495916557
909 => 0.085895571643784
910 => 0.085545942420629
911 => 0.084416897431534
912 => 0.086344039555551
913 => 0.085734211152461
914 => 0.08578448466507
915 => 0.08578261348242
916 => 0.086188096058351
917 => 0.085900774491372
918 => 0.085334434189902
919 => 0.085710397312013
920 => 0.086826873375407
921 => 0.09029244933385
922 => 0.092231831552969
923 => 0.090175696089099
924 => 0.091593990799326
925 => 0.090743519363267
926 => 0.090588963404002
927 => 0.09147975729318
928 => 0.09237211039914
929 => 0.092315271364038
930 => 0.091667468831951
1001 => 0.091301541618955
1002 => 0.094072465070368
1003 => 0.096114034267919
1004 => 0.0959748129355
1005 => 0.096589290619596
1006 => 0.098393416105184
1007 => 0.098558362729549
1008 => 0.098537583246134
1009 => 0.098128745827244
1010 => 0.099905141663103
1011 => 0.10138704232209
1012 => 0.098034111777219
1013 => 0.099310863835622
1014 => 0.09988403896902
1015 => 0.10072563011825
1016 => 0.10214553545405
1017 => 0.10368792926002
1018 => 0.10390604065567
1019 => 0.10375128018287
1020 => 0.10273403000606
1021 => 0.10442173571314
1022 => 0.10541035413478
1023 => 0.10599905378073
1024 => 0.10749189813259
1025 => 0.099887578703512
1026 => 0.094504863452411
1027 => 0.093664274738601
1028 => 0.095373644942652
1029 => 0.095824392233488
1030 => 0.095642696565741
1031 => 0.089583961175566
1101 => 0.093632376750656
1102 => 0.097988131509002
1103 => 0.09815545378864
1104 => 0.1003360356952
1105 => 0.10104612254905
1106 => 0.10280177679924
1107 => 0.10269196014788
1108 => 0.10311943401924
1109 => 0.10302116517903
1110 => 0.10627314498089
1111 => 0.10986056162601
1112 => 0.10973634079487
1113 => 0.10922060720775
1114 => 0.10998655953027
1115 => 0.11368915795897
1116 => 0.11334828202859
1117 => 0.11367941395921
1118 => 0.11804498617595
1119 => 0.12372085105311
1120 => 0.12108384197015
1121 => 0.12680539290125
1122 => 0.130406805926
1123 => 0.13663507735923
1124 => 0.13585526710091
1125 => 0.1382798874647
1126 => 0.13445924398719
1127 => 0.1256862742834
1128 => 0.12429791824619
1129 => 0.12707744219145
1130 => 0.13391063058889
1201 => 0.12686224077156
1202 => 0.12828812085177
1203 => 0.12787746729274
1204 => 0.12785558530975
1205 => 0.12869073160021
1206 => 0.12747930834759
1207 => 0.12254375208554
1208 => 0.12480568843502
1209 => 0.12393224618338
1210 => 0.12490139548101
1211 => 0.13013149453274
1212 => 0.12781914307198
1213 => 0.12538326864825
1214 => 0.12843839573941
1215 => 0.13232862238203
1216 => 0.13208517899015
1217 => 0.13161279705845
1218 => 0.13427558927434
1219 => 0.13867374189007
1220 => 0.1398625448689
1221 => 0.14074009492386
1222 => 0.14086109425011
1223 => 0.14210746251114
1224 => 0.13540542624633
1225 => 0.14604172991909
1226 => 0.14787832574142
1227 => 0.14753312184592
1228 => 0.14957442080667
1229 => 0.14897381886966
1230 => 0.14810364089449
1231 => 0.15133953394402
]
'min_raw' => 0.055785075386416
'max_raw' => 0.15133953394402
'avg_raw' => 0.10356230466522
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.055785'
'max' => '$0.151339'
'avg' => '$0.103562'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.019238830797823
'max_diff' => 0.069752617405181
'year' => 2032
]
7 => [
'items' => [
101 => 0.14762984368584
102 => 0.14236440540136
103 => 0.13947568181994
104 => 0.14327978605864
105 => 0.14560281977227
106 => 0.14713819728429
107 => 0.14760280159173
108 => 0.13592568624331
109 => 0.12963236871303
110 => 0.13366631309691
111 => 0.13858800365321
112 => 0.13537808600678
113 => 0.13550390870135
114 => 0.13092740968906
115 => 0.13899292226692
116 => 0.13781784492596
117 => 0.14391414824952
118 => 0.14245921653547
119 => 0.1474305152387
120 => 0.14612140568377
121 => 0.15155544625493
122 => 0.15372323215954
123 => 0.15736328208231
124 => 0.16004091762318
125 => 0.16161327642778
126 => 0.16151887790292
127 => 0.16774934683279
128 => 0.16407545698085
129 => 0.15946018545746
130 => 0.15937670975659
131 => 0.16176702427746
201 => 0.16677646776244
202 => 0.16807534357365
203 => 0.16880123795622
204 => 0.16768950544075
205 => 0.16370176131653
206 => 0.16197987362201
207 => 0.16344697182563
208 => 0.16165283679179
209 => 0.16475001720557
210 => 0.16900310743574
211 => 0.16812486112176
212 => 0.17106070687537
213 => 0.17409899837039
214 => 0.17844389166646
215 => 0.17957980766499
216 => 0.18145743361554
217 => 0.18339012748665
218 => 0.18401085667049
219 => 0.1851960212834
220 => 0.18518977488087
221 => 0.18876134821264
222 => 0.1927009042
223 => 0.1941879953843
224 => 0.1976074795639
225 => 0.19175173273935
226 => 0.19619338397175
227 => 0.20019986456511
228 => 0.19542317323389
301 => 0.20200672940764
302 => 0.2022623539752
303 => 0.206121981454
304 => 0.20220950958908
305 => 0.19988629628475
306 => 0.2065933260447
307 => 0.20983864647609
308 => 0.20886112955086
309 => 0.20142217748392
310 => 0.1970923883093
311 => 0.18576049488536
312 => 0.19918361214738
313 => 0.20572162100802
314 => 0.20140524562044
315 => 0.20358217429737
316 => 0.21545879128722
317 => 0.21998063808295
318 => 0.21904012555953
319 => 0.21919905669384
320 => 0.22163896314749
321 => 0.23245885204401
322 => 0.22597532381415
323 => 0.23093173821271
324 => 0.23356060253802
325 => 0.23600243823157
326 => 0.23000606151831
327 => 0.22220486351862
328 => 0.2197338966401
329 => 0.2009760671546
330 => 0.19999964066876
331 => 0.19945154289351
401 => 0.19599586395049
402 => 0.19328064689141
403 => 0.19112140547648
404 => 0.18545491119963
405 => 0.18736718667638
406 => 0.17833597748836
407 => 0.18411382508046
408 => 0.16969979715021
409 => 0.18170422792567
410 => 0.17517076202908
411 => 0.17955780866164
412 => 0.17954250266922
413 => 0.17146455890428
414 => 0.16680536952304
415 => 0.16977438633513
416 => 0.17295740803853
417 => 0.17347384260094
418 => 0.17760071332477
419 => 0.178752434237
420 => 0.17526266610423
421 => 0.16940109845959
422 => 0.17076260693532
423 => 0.16677777859724
424 => 0.15979452020896
425 => 0.16481001829941
426 => 0.16652252986338
427 => 0.16727887252966
428 => 0.16041163993743
429 => 0.15825380636208
430 => 0.15710499387254
501 => 0.16851462496695
502 => 0.16913967031409
503 => 0.16594184994562
504 => 0.18039630124084
505 => 0.17712481374057
506 => 0.18077986681227
507 => 0.1706390643118
508 => 0.17102645662372
509 => 0.16622563820643
510 => 0.16891377572931
511 => 0.16701388677086
512 => 0.16869660078215
513 => 0.16970521262244
514 => 0.17450524327267
515 => 0.1817590365653
516 => 0.17378827876044
517 => 0.1703153054415
518 => 0.17246991855583
519 => 0.17820793721087
520 => 0.18690132919702
521 => 0.1817546661704
522 => 0.18403866782561
523 => 0.18453762057911
524 => 0.1807426618031
525 => 0.18704125474016
526 => 0.19041672186482
527 => 0.1938792526802
528 => 0.19688567116929
529 => 0.19249624172985
530 => 0.19719356043005
531 => 0.19340835074606
601 => 0.19001262635174
602 => 0.19001777626396
603 => 0.18788758874778
604 => 0.18376008201429
605 => 0.18299890644532
606 => 0.18695863788098
607 => 0.19013396750442
608 => 0.19039550286101
609 => 0.19215352849487
610 => 0.19319390995588
611 => 0.20339106260383
612 => 0.20749244175411
613 => 0.21250753054394
614 => 0.21446119026249
615 => 0.22034100558957
616 => 0.2155925771777
617 => 0.21456522482178
618 => 0.20030271611123
619 => 0.20263820111358
620 => 0.20637753794313
621 => 0.20036437639827
622 => 0.20417834335949
623 => 0.2049313012285
624 => 0.20016005146994
625 => 0.20270858211952
626 => 0.19594044030091
627 => 0.18190656356175
628 => 0.18705687845677
629 => 0.19084924379676
630 => 0.18543707086132
701 => 0.19513818136807
702 => 0.1894709928816
703 => 0.18767476620441
704 => 0.18066704553565
705 => 0.1839744199394
706 => 0.18844769117751
707 => 0.18568372962596
708 => 0.19141936485635
709 => 0.19954255398062
710 => 0.20533162229486
711 => 0.20577603507688
712 => 0.20205405198828
713 => 0.20801855364113
714 => 0.20806199852408
715 => 0.20133401629395
716 => 0.19721316463956
717 => 0.19627689847334
718 => 0.19861587492236
719 => 0.20145582413034
720 => 0.20593363249288
721 => 0.20863947830519
722 => 0.21569488911397
723 => 0.21760388098435
724 => 0.21970128427972
725 => 0.22250406189756
726 => 0.22586951504521
727 => 0.21850609515351
728 => 0.21879865755294
729 => 0.21194194290328
730 => 0.20461455994777
731 => 0.21017513023982
801 => 0.21744483620501
802 => 0.21577715762429
803 => 0.21558950971637
804 => 0.21590508144829
805 => 0.21464770625972
806 => 0.20896064488228
807 => 0.20610463826143
808 => 0.20978961544733
809 => 0.21174801682217
810 => 0.21478532656401
811 => 0.21441091402849
812 => 0.2222346977402
813 => 0.22527478351163
814 => 0.2244969994787
815 => 0.22464013045918
816 => 0.23014406053493
817 => 0.23626556274872
818 => 0.2419991573753
819 => 0.24783161609307
820 => 0.24080035946406
821 => 0.23723032097546
822 => 0.2409136894156
823 => 0.2389592422741
824 => 0.25019007527586
825 => 0.25096767378571
826 => 0.26219769467041
827 => 0.27285632173601
828 => 0.26616182904525
829 => 0.27247443412606
830 => 0.27930203119521
831 => 0.29247357367929
901 => 0.2880378615511
902 => 0.28464017557738
903 => 0.28142937874972
904 => 0.28811053724845
905 => 0.29670574092296
906 => 0.29855706547061
907 => 0.30155691849821
908 => 0.29840293984426
909 => 0.30220155973359
910 => 0.31561235714108
911 => 0.3119886413012
912 => 0.30684238226717
913 => 0.31742891883371
914 => 0.32126014526302
915 => 0.34814969877279
916 => 0.38209887083093
917 => 0.36804369067657
918 => 0.35931918679694
919 => 0.36136965215665
920 => 0.37376674054028
921 => 0.37774829186519
922 => 0.36692506284105
923 => 0.37074801030593
924 => 0.39181282670134
925 => 0.40311342485726
926 => 0.38776569468871
927 => 0.34542191585349
928 => 0.30637901794759
929 => 0.31673495259684
930 => 0.31556091098968
1001 => 0.33819242831719
1002 => 0.31190221687686
1003 => 0.31234487661251
1004 => 0.33544438975115
1005 => 0.32928183567167
1006 => 0.31929928730321
1007 => 0.30645190159803
1008 => 0.28270232088266
1009 => 0.26166665493701
1010 => 0.30292244008098
1011 => 0.3011434156068
1012 => 0.29856712453152
1013 => 0.30430038153574
1014 => 0.33213945013482
1015 => 0.33149766949734
1016 => 0.32741498852105
1017 => 0.33051166605847
1018 => 0.31875642475868
1019 => 0.32178601810351
1020 => 0.30637283335309
1021 => 0.31334023657173
1022 => 0.3192778692378
1023 => 0.32046993690367
1024 => 0.32315572622335
1025 => 0.3002059505484
1026 => 0.31050972605644
1027 => 0.31656222883421
1028 => 0.2892168010923
1029 => 0.31602169765
1030 => 0.29980644601254
1031 => 0.29430274606188
1101 => 0.30171275298811
1102 => 0.29882506608249
1103 => 0.2963424024517
1104 => 0.29495703348814
1105 => 0.30039812476215
1106 => 0.30014429135071
1107 => 0.29124160995613
1108 => 0.27962842499661
1109 => 0.28352619105883
1110 => 0.28211009610667
1111 => 0.27697798532018
1112 => 0.28043640833686
1113 => 0.26520726363925
1114 => 0.23900631172908
1115 => 0.2563154631178
1116 => 0.25564907961807
1117 => 0.25531305883942
1118 => 0.26832040771823
1119 => 0.26707005125413
1120 => 0.26480064202826
1121 => 0.27693630584006
1122 => 0.27250662530104
1123 => 0.28615785695829
1124 => 0.29514944103407
1125 => 0.29286888446518
1126 => 0.30132551274854
1127 => 0.28361598771652
1128 => 0.28949838154933
1129 => 0.29071073476563
1130 => 0.27678655363239
1201 => 0.26727462503508
1202 => 0.26664028784156
1203 => 0.25014791447833
1204 => 0.25895800720719
1205 => 0.26671052422217
1206 => 0.26299767019161
1207 => 0.2618222915239
1208 => 0.26782704622872
1209 => 0.26829366709653
1210 => 0.25765466186018
1211 => 0.2598668479423
1212 => 0.26909203165006
1213 => 0.25963439698225
1214 => 0.24125975771855
1215 => 0.23670259313189
1216 => 0.23609458337082
1217 => 0.22373519157851
1218 => 0.2370071246605
1219 => 0.23121357020452
1220 => 0.24951533931352
1221 => 0.23906146695281
1222 => 0.23861082140923
1223 => 0.23792960457478
1224 => 0.2272913654991
1225 => 0.22962046376131
1226 => 0.23736274111659
1227 => 0.24012527289994
1228 => 0.23983711820218
1229 => 0.23732479973376
1230 => 0.23847492626345
1231 => 0.23476996798067
]
'min_raw' => 0.12963236871303
'max_raw' => 0.40311342485726
'avg_raw' => 0.26637289678514
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.129632'
'max' => '$0.403113'
'avg' => '$0.266372'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.073847293326611
'max_diff' => 0.25177389091324
'year' => 2033
]
8 => [
'items' => [
101 => 0.23346167009898
102 => 0.22933232210868
103 => 0.22326332132445
104 => 0.22410725310684
105 => 0.21208297451283
106 => 0.20553150935804
107 => 0.20371815015012
108 => 0.20129325043179
109 => 0.20399204902572
110 => 0.21204891124234
111 => 0.20233062605042
112 => 0.18566930774733
113 => 0.18667068136685
114 => 0.18892047057941
115 => 0.18472800326564
116 => 0.18076018480026
117 => 0.18420988103662
118 => 0.17715026082932
119 => 0.18977359195373
120 => 0.18943216622329
121 => 0.19413736344492
122 => 0.19707961982796
123 => 0.19029867143186
124 => 0.18859328124787
125 => 0.18956474900233
126 => 0.17350855099225
127 => 0.19282522951882
128 => 0.19299228095686
129 => 0.19156188512449
130 => 0.20184742010434
131 => 0.22355310705065
201 => 0.21538655451221
202 => 0.21222421853397
203 => 0.20621261552769
204 => 0.2142227195999
205 => 0.21360766858424
206 => 0.21082617464027
207 => 0.20914391842417
208 => 0.21224352708313
209 => 0.20875984260947
210 => 0.20813407715276
211 => 0.20434261932459
212 => 0.20298924138027
213 => 0.20198725422983
214 => 0.20088416483042
215 => 0.20331730517277
216 => 0.19780348905072
217 => 0.19115436733359
218 => 0.19060156480731
219 => 0.19212790118528
220 => 0.19145261096041
221 => 0.19059833177752
222 => 0.18896728016829
223 => 0.18848338199773
224 => 0.19005581629802
225 => 0.18828062965161
226 => 0.1909000142478
227 => 0.1901876865748
228 => 0.18620868209824
301 => 0.1812493693043
302 => 0.18120522101793
303 => 0.18013674521138
304 => 0.17877588062532
305 => 0.17839731922985
306 => 0.18391935724158
307 => 0.19534981066517
308 => 0.19310573915055
309 => 0.19472731080157
310 => 0.2027038383961
311 => 0.20523933665584
312 => 0.20343970004764
313 => 0.20097624646158
314 => 0.20108462591713
315 => 0.2095029925588
316 => 0.21002803576007
317 => 0.2113546505443
318 => 0.21305972544333
319 => 0.2037300816759
320 => 0.20064520053469
321 => 0.19918341270729
322 => 0.19468167198199
323 => 0.19953641340415
324 => 0.19670776347821
325 => 0.19708944499366
326 => 0.19684087440601
327 => 0.19697661075514
328 => 0.18977006347542
329 => 0.19239575053917
330 => 0.1880300365353
331 => 0.18218483555851
401 => 0.18216524039524
402 => 0.18359584505342
403 => 0.18274486542317
404 => 0.18045490111885
405 => 0.18078017973995
406 => 0.17793039674485
407 => 0.18112619499255
408 => 0.18121783905117
409 => 0.1799872826495
410 => 0.18491085078525
411 => 0.18692804066771
412 => 0.18611806208306
413 => 0.18687121041098
414 => 0.19319899045336
415 => 0.19423069470067
416 => 0.19468890957677
417 => 0.19407496234463
418 => 0.18698687061408
419 => 0.18730125762323
420 => 0.18499449434919
421 => 0.18304552246336
422 => 0.18312347111778
423 => 0.18412549601571
424 => 0.18850139751295
425 => 0.19771022424041
426 => 0.19805969248315
427 => 0.19848325818807
428 => 0.19676040359912
429 => 0.1962407741696
430 => 0.19692629951488
501 => 0.2003846506566
502 => 0.20928046872631
503 => 0.20613609248876
504 => 0.20357966566251
505 => 0.20582234119686
506 => 0.20547709887701
507 => 0.20256290625796
508 => 0.20248111457717
509 => 0.19688784721747
510 => 0.19482014362713
511 => 0.1930922157421
512 => 0.19120536360036
513 => 0.19008677440287
514 => 0.19180543579991
515 => 0.19219851399601
516 => 0.18844063081434
517 => 0.18792844522253
518 => 0.19099721374823
519 => 0.18964676313529
520 => 0.19103573508026
521 => 0.19135798848587
522 => 0.19130609826545
523 => 0.18989607272727
524 => 0.19079478095774
525 => 0.18866906807487
526 => 0.18635767458651
527 => 0.18488314954584
528 => 0.18359643088049
529 => 0.18431037718055
530 => 0.18176528898226
531 => 0.18095106404513
601 => 0.19049031883083
602 => 0.1975370689053
603 => 0.1974346063684
604 => 0.19681089202623
605 => 0.19588417902961
606 => 0.20031685582876
607 => 0.19877259986611
608 => 0.19989617510584
609 => 0.20018217216066
610 => 0.20104779910879
611 => 0.20135718633959
612 => 0.20042200324485
613 => 0.1972834145559
614 => 0.18946234995109
615 => 0.18582162326499
616 => 0.18462012281748
617 => 0.18466379507677
618 => 0.18345911920392
619 => 0.18381395023826
620 => 0.18333572345074
621 => 0.18243007761065
622 => 0.18425445610197
623 => 0.18446469872783
624 => 0.18403886698826
625 => 0.18413916577826
626 => 0.18061346084971
627 => 0.180881512538
628 => 0.17938896667524
629 => 0.17910913231888
630 => 0.17533610634867
701 => 0.16865164393358
702 => 0.17235548498801
703 => 0.16788176583312
704 => 0.16618750060126
705 => 0.17420788869659
706 => 0.17340286418276
707 => 0.17202501215082
708 => 0.16998688182606
709 => 0.16923091946295
710 => 0.16463793145328
711 => 0.16436655321903
712 => 0.16664296209773
713 => 0.16559247772666
714 => 0.16411719982013
715 => 0.15877389278921
716 => 0.1527662465783
717 => 0.15294757965469
718 => 0.15485850013815
719 => 0.16041475916655
720 => 0.1582438326399
721 => 0.1566688005363
722 => 0.15637384436859
723 => 0.16006583834007
724 => 0.16529078330638
725 => 0.16774221058301
726 => 0.16531292060282
727 => 0.16252228307584
728 => 0.16269213625153
729 => 0.16382209333389
730 => 0.16394083584651
731 => 0.16212441769862
801 => 0.16263572876752
802 => 0.1618590004986
803 => 0.15709222054593
804 => 0.15700600461221
805 => 0.15583615993711
806 => 0.15580073750527
807 => 0.15381053988151
808 => 0.15353209747636
809 => 0.149580439298
810 => 0.15218143267772
811 => 0.15043682287689
812 => 0.14780728439519
813 => 0.14735395096981
814 => 0.14734032321963
815 => 0.15004027128629
816 => 0.15214988221257
817 => 0.1504671711113
818 => 0.15008405041153
819 => 0.15417477715963
820 => 0.15365419489314
821 => 0.15320337400774
822 => 0.16482294679234
823 => 0.15562514824676
824 => 0.1516143830889
825 => 0.1466502995824
826 => 0.1482666302032
827 => 0.14860721481384
828 => 0.13666948882402
829 => 0.1318263548767
830 => 0.13016437381563
831 => 0.12920788021803
901 => 0.12964376636135
902 => 0.1252843777658
903 => 0.12821395899964
904 => 0.12443909696585
905 => 0.12380622906142
906 => 0.13055614999351
907 => 0.13149536205875
908 => 0.12748839159814
909 => 0.13006151530344
910 => 0.1291284648788
911 => 0.1245038061409
912 => 0.1243271781938
913 => 0.12200668700374
914 => 0.11837556762693
915 => 0.11671604863578
916 => 0.11585175673659
917 => 0.11620838041891
918 => 0.11602806057227
919 => 0.11485135159986
920 => 0.11609550815316
921 => 0.11291720228046
922 => 0.1116515752726
923 => 0.11107992091547
924 => 0.10825899151699
925 => 0.11274834466297
926 => 0.11363280378811
927 => 0.11451900557095
928 => 0.12223278705491
929 => 0.12184742833089
930 => 0.1253308835187
1001 => 0.12519552285577
1002 => 0.12420198500797
1003 => 0.12001041225716
1004 => 0.12168109844803
1005 => 0.1165389860348
1006 => 0.12039180628445
1007 => 0.11863354002013
1008 => 0.11979733469183
1009 => 0.11770472693698
1010 => 0.11886286247017
1011 => 0.11384254185795
1012 => 0.10915463710808
1013 => 0.1110411868279
1014 => 0.11309208212647
1015 => 0.11753894569218
1016 => 0.11489043043827
1017 => 0.11584293667503
1018 => 0.11265220022952
1019 => 0.10606879955362
1020 => 0.10610606088649
1021 => 0.10509334811968
1022 => 0.10421821643068
1023 => 0.11519464427525
1024 => 0.11382955196113
1025 => 0.11165445601745
1026 => 0.11456590837294
1027 => 0.1153357425867
1028 => 0.1153576586845
1029 => 0.11748177916761
1030 => 0.11861542265022
1031 => 0.11881523222752
1101 => 0.12215758170235
1102 => 0.12327789315965
1103 => 0.12789229749989
1104 => 0.11851924092104
1105 => 0.11832620898891
1106 => 0.11460687847823
1107 => 0.11224802026806
1108 => 0.11476839151797
1109 => 0.1170010963804
1110 => 0.11467625484194
1111 => 0.11497983006678
1112 => 0.11185892024794
1113 => 0.11297449865572
1114 => 0.11393538506514
1115 => 0.11340484006815
1116 => 0.11261058852899
1117 => 0.11681804004311
1118 => 0.11658063913955
1119 => 0.1204987147184
1120 => 0.12355313481638
1121 => 0.12902720167487
1122 => 0.12331472753847
1123 => 0.12310654227592
1124 => 0.12514158661139
1125 => 0.12327758160497
1126 => 0.12445556842576
1127 => 0.12883740978643
1128 => 0.12892999118957
1129 => 0.12737913340264
1130 => 0.12728476356537
1201 => 0.12758262276787
1202 => 0.1293271934204
1203 => 0.12871758682916
1204 => 0.12942303900989
1205 => 0.13030521776416
1206 => 0.13395428312785
1207 => 0.13483406043318
1208 => 0.13269665769345
1209 => 0.13288964122937
1210 => 0.13209019393169
1211 => 0.13131793785919
1212 => 0.13305385673124
1213 => 0.13622628258949
1214 => 0.13620654709288
1215 => 0.13694248822885
1216 => 0.13740097345969
1217 => 0.13543281921721
1218 => 0.1341516231764
1219 => 0.13464291526307
1220 => 0.1354285020086
1221 => 0.13438816006936
1222 => 0.12796668768711
1223 => 0.12991455220264
1224 => 0.12959033230155
1225 => 0.1291286037359
1226 => 0.13108719656866
1227 => 0.13089828551192
1228 => 0.1252396659348
1229 => 0.12560191240078
1230 => 0.12526169534219
1231 => 0.12636100626035
]
'min_raw' => 0.10421821643068
'max_raw' => 0.23346167009898
'avg_raw' => 0.16883994326483
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.104218'
'max' => '$0.233461'
'avg' => '$0.168839'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.02541415228235
'max_diff' => -0.16965175475828
'year' => 2034
]
9 => [
'items' => [
101 => 0.12321821520776
102 => 0.12418491656851
103 => 0.12479122259972
104 => 0.12514834150996
105 => 0.12643849989248
106 => 0.12628711469724
107 => 0.12642908957619
108 => 0.12834205386829
109 => 0.13801717080763
110 => 0.13854376607569
111 => 0.13595061838256
112 => 0.13698652973839
113 => 0.13499780646411
114 => 0.13633284972142
115 => 0.13724625241165
116 => 0.13311876129174
117 => 0.13287435805481
118 => 0.13087742661215
119 => 0.13195046445746
120 => 0.13024318409142
121 => 0.13066209097512
122 => 0.12949079080866
123 => 0.13159889790474
124 => 0.13395608920488
125 => 0.1345516088156
126 => 0.13298505310711
127 => 0.13185076353311
128 => 0.12985932469938
129 => 0.13317113186198
130 => 0.13413960520182
131 => 0.13316604488382
201 => 0.13294044968542
202 => 0.13251294719211
203 => 0.13303114636031
204 => 0.13413433068802
205 => 0.13361408933169
206 => 0.13395771791302
207 => 0.13264816010925
208 => 0.13543347075816
209 => 0.13985721439015
210 => 0.13987143744928
211 => 0.13935119328866
212 => 0.13913832058695
213 => 0.1396721226668
214 => 0.13996168839742
215 => 0.14168790644111
216 => 0.14354020717756
217 => 0.15218408649243
218 => 0.14975691976986
219 => 0.15742628372469
220 => 0.1634917548707
221 => 0.16531052445647
222 => 0.16363734201728
223 => 0.15791347527634
224 => 0.15763263506688
225 => 0.16618650853205
226 => 0.16376964748592
227 => 0.16348216955487
228 => 0.16042389007013
301 => 0.16223171202089
302 => 0.16183631484111
303 => 0.16121216104933
304 => 0.16466135939743
305 => 0.17111795079299
306 => 0.17011163047446
307 => 0.16936045903853
308 => 0.16606904446902
309 => 0.16805121120393
310 => 0.16734539959553
311 => 0.17037801418432
312 => 0.16858156048256
313 => 0.16375133738644
314 => 0.16452056633512
315 => 0.164404298927
316 => 0.1667970739473
317 => 0.16607882227853
318 => 0.16426404876115
319 => 0.17109588286552
320 => 0.17065226155944
321 => 0.17128121514551
322 => 0.17155809996514
323 => 0.17571651699405
324 => 0.17742008739629
325 => 0.1778068277028
326 => 0.17942508782606
327 => 0.17776656391673
328 => 0.18440184206157
329 => 0.18881391484868
330 => 0.1939387644341
331 => 0.20142754710809
401 => 0.20424339866863
402 => 0.20373474028793
403 => 0.20941264984306
404 => 0.21961572710079
405 => 0.20579707391886
406 => 0.22034814927375
407 => 0.21574144681663
408 => 0.20481903816186
409 => 0.20411576381123
410 => 0.21151254576401
411 => 0.22791789622142
412 => 0.22380854199978
413 => 0.22792461765279
414 => 0.22312299676533
415 => 0.22288455581702
416 => 0.2276914136437
417 => 0.23892289896391
418 => 0.23358724129421
419 => 0.22593726766776
420 => 0.23158588914676
421 => 0.22669253046641
422 => 0.21566642379473
423 => 0.22380539965405
424 => 0.21836309828161
425 => 0.21995145115074
426 => 0.23139035915438
427 => 0.23001399947979
428 => 0.23179513634619
429 => 0.22865147639746
430 => 0.22571480229568
501 => 0.22023328200442
502 => 0.21861047408186
503 => 0.21905895980914
504 => 0.2186102518346
505 => 0.21554339160941
506 => 0.21488110343578
507 => 0.21377726079755
508 => 0.21411938778796
509 => 0.21204384068754
510 => 0.21596082689595
511 => 0.2166878540526
512 => 0.21953830996554
513 => 0.21983425375445
514 => 0.22777273289829
515 => 0.22340035198659
516 => 0.22633372259537
517 => 0.22607133431816
518 => 0.20505575987704
519 => 0.20795152061305
520 => 0.21245641557849
521 => 0.2104269665028
522 => 0.20755780032772
523 => 0.20524079480639
524 => 0.20173029451559
525 => 0.2066712562617
526 => 0.21316809554514
527 => 0.21999902432009
528 => 0.22820593766302
529 => 0.22637425014388
530 => 0.21984560178376
531 => 0.22013847218001
601 => 0.2219488817294
602 => 0.21960423686989
603 => 0.21891275532791
604 => 0.22185388278396
605 => 0.22187413671233
606 => 0.21917633944166
607 => 0.216178231467
608 => 0.21616566928512
609 => 0.21563218492931
610 => 0.22321790244708
611 => 0.22738928007931
612 => 0.22786752180233
613 => 0.22735709060092
614 => 0.22755353531205
615 => 0.22512630257789
616 => 0.23067423683467
617 => 0.23576556994252
618 => 0.23440098390915
619 => 0.23235527545779
620 => 0.23072577014161
621 => 0.23401712424308
622 => 0.23387056542601
623 => 0.2357211015894
624 => 0.23563715057982
625 => 0.23501488487025
626 => 0.23440100613221
627 => 0.23683496593883
628 => 0.23613402460273
629 => 0.23543199451112
630 => 0.23402396568697
701 => 0.23421534018905
702 => 0.2321699849581
703 => 0.23122371003918
704 => 0.21699400568954
705 => 0.21319136371832
706 => 0.21438775229238
707 => 0.21478163447518
708 => 0.21312671981608
709 => 0.21549944232453
710 => 0.21512965603492
711 => 0.21656827817004
712 => 0.21566948951773
713 => 0.21570637611753
714 => 0.21834952190202
715 => 0.21911683836801
716 => 0.2187265750204
717 => 0.21899990209162
718 => 0.22529860908365
719 => 0.2244031343707
720 => 0.22392743127691
721 => 0.2240592042849
722 => 0.22566865896717
723 => 0.22611921840524
724 => 0.2242101664059
725 => 0.22511048636488
726 => 0.22894393448263
727 => 0.23028542436947
728 => 0.23456681613659
729 => 0.23274800481824
730 => 0.23608651170937
731 => 0.24634794371181
801 => 0.25454548563245
802 => 0.24700668730449
803 => 0.26206042909107
804 => 0.27378192640293
805 => 0.27333203581293
806 => 0.27128812163349
807 => 0.25794350857606
808 => 0.24566359668365
809 => 0.25593626441425
810 => 0.25596245155689
811 => 0.25508002028846
812 => 0.24959931546712
813 => 0.25488930364079
814 => 0.2553092036916
815 => 0.25507417132358
816 => 0.25087212778726
817 => 0.24445638397475
818 => 0.2457100049586
819 => 0.24776346170331
820 => 0.24387583968962
821 => 0.24263350889692
822 => 0.24494323820365
823 => 0.25238566728114
824 => 0.2509787191751
825 => 0.25094197807413
826 => 0.25696149871063
827 => 0.25265282102875
828 => 0.24572581713385
829 => 0.24397665729443
830 => 0.23776831823975
831 => 0.24205644013817
901 => 0.24221076201129
902 => 0.23986220147108
903 => 0.24591638987804
904 => 0.24586059946605
905 => 0.25160815031143
906 => 0.26259530884629
907 => 0.25934586542229
908 => 0.25556711625863
909 => 0.25597797106607
910 => 0.26048403422761
911 => 0.25775956557672
912 => 0.25873930349925
913 => 0.26048255127692
914 => 0.2615342959436
915 => 0.25582664119397
916 => 0.25449591384314
917 => 0.25177371270519
918 => 0.25106354124059
919 => 0.25328071726686
920 => 0.25269656971792
921 => 0.24219779185542
922 => 0.24110061115414
923 => 0.24113426011984
924 => 0.23837534707837
925 => 0.23416734247514
926 => 0.24522572732554
927 => 0.24433758426005
928 => 0.24335714305257
929 => 0.24347724150617
930 => 0.24827731156629
1001 => 0.24549302852207
1002 => 0.25289550133015
1003 => 0.25137377545951
1004 => 0.24981302306229
1005 => 0.24959727953931
1006 => 0.24899652302351
1007 => 0.2469363053992
1008 => 0.24444846881796
1009 => 0.24280578361431
1010 => 0.22397550071904
1011 => 0.22747029169369
1012 => 0.2314907301498
1013 => 0.23287856939395
1014 => 0.23050457433127
1015 => 0.24703004519395
1016 => 0.25004940796396
1017 => 0.24090356118544
1018 => 0.23919274667564
1019 => 0.24714220590839
1020 => 0.24234771020917
1021 => 0.24450667132896
1022 => 0.23984017827658
1023 => 0.24932213188992
1024 => 0.24924989529001
1025 => 0.24556120117478
1026 => 0.24867886018188
1027 => 0.24813709020758
1028 => 0.24397256363634
1029 => 0.24945415481036
1030 => 0.2494568736112
1031 => 0.24590658572442
1101 => 0.24176062673061
1102 => 0.2410194271857
1103 => 0.24046103289476
1104 => 0.24436934056358
1105 => 0.24787351699849
1106 => 0.25439392058484
1107 => 0.25603330496742
1108 => 0.26243193135261
1109 => 0.25862186088369
1110 => 0.26031081577389
1111 => 0.26214441522446
1112 => 0.26302351022945
1113 => 0.26159107209366
1114 => 0.27153077264956
1115 => 0.27236998792104
1116 => 0.27265136954238
1117 => 0.26929975844002
1118 => 0.27227677355326
1119 => 0.27088392677015
1120 => 0.27450772715581
1121 => 0.27507598532729
1122 => 0.27459469087242
1123 => 0.27477506498539
1124 => 0.26629328404426
1125 => 0.26585345895751
1126 => 0.25985641269102
1127 => 0.26230025337254
1128 => 0.25773161035477
1129 => 0.25918037411794
1130 => 0.25981897538042
1201 => 0.2594854063212
1202 => 0.26243842445796
1203 => 0.25992775577997
1204 => 0.25330168834659
1205 => 0.24667381564557
1206 => 0.24659060810276
1207 => 0.24484560621225
1208 => 0.24358428945845
1209 => 0.24382726381285
1210 => 0.24468353712939
1211 => 0.24353452129668
1212 => 0.24377972208117
1213 => 0.247851688868
1214 => 0.24866829276716
1215 => 0.24589315365007
1216 => 0.2347505696443
1217 => 0.23201615158023
1218 => 0.23398159705882
1219 => 0.23304224071095
1220 => 0.18808327645489
1221 => 0.19864571822111
1222 => 0.19236987399025
1223 => 0.19526207174954
1224 => 0.18885605991182
1225 => 0.19191334452863
1226 => 0.19134877569406
1227 => 0.20833286948877
1228 => 0.20806768622502
1229 => 0.20819461542019
1230 => 0.20213595422248
1231 => 0.21178756602101
]
'min_raw' => 0.12321821520776
'max_raw' => 0.27507598532729
'avg_raw' => 0.19914710026753
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.123218'
'max' => '$0.275075'
'avg' => '$0.199147'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.018999998777082
'max_diff' => 0.041614315228314
'year' => 2035
]
10 => [
'items' => [
101 => 0.2165422970537
102 => 0.21566232288262
103 => 0.21588379342318
104 => 0.21207819576932
105 => 0.2082314619241
106 => 0.20396484208167
107 => 0.21189169437876
108 => 0.21101036371921
109 => 0.21303181915946
110 => 0.21817294949724
111 => 0.21893000046873
112 => 0.21994748465167
113 => 0.21958278900154
114 => 0.22827131896822
115 => 0.22721908066049
116 => 0.2297546722325
117 => 0.22453876799308
118 => 0.21863647724799
119 => 0.21975830975821
120 => 0.21965026826627
121 => 0.21827477606961
122 => 0.21703304321687
123 => 0.21496590787312
124 => 0.2215066299792
125 => 0.22124108860646
126 => 0.22553989477313
127 => 0.2247800390268
128 => 0.21970553638453
129 => 0.21988677323914
130 => 0.22110567818584
131 => 0.22532432212358
201 => 0.22657670287148
202 => 0.22599655021031
203 => 0.22736972852703
204 => 0.22845503267958
205 => 0.22750602601895
206 => 0.24094195905546
207 => 0.23536242290872
208 => 0.23808185000448
209 => 0.23873041734302
210 => 0.23706912574324
211 => 0.23742940040484
212 => 0.2379751183482
213 => 0.24128861083772
214 => 0.24998417389699
215 => 0.25383537958325
216 => 0.26542192190548
217 => 0.25351559056238
218 => 0.25280911813377
219 => 0.25489620428606
220 => 0.26169873118928
221 => 0.26721154031548
222 => 0.26904045714422
223 => 0.26928217869527
224 => 0.27271334825009
225 => 0.27468003065139
226 => 0.27229671401741
227 => 0.27027710271378
228 => 0.26304310570752
229 => 0.26388046055852
301 => 0.26964900511701
302 => 0.27779741407146
303 => 0.28478959665184
304 => 0.28234117801436
305 => 0.30102088390416
306 => 0.30287290044338
307 => 0.30261701164053
308 => 0.30683618093388
309 => 0.29846198910546
310 => 0.29488185985648
311 => 0.27071376560118
312 => 0.27750401428317
313 => 0.28737403951976
314 => 0.286067704669
315 => 0.27889982851566
316 => 0.28478415917502
317 => 0.282838615439
318 => 0.28130408437372
319 => 0.28833406866725
320 => 0.28060431216068
321 => 0.28729692928565
322 => 0.27871357859661
323 => 0.28235236218445
324 => 0.28028681263184
325 => 0.28162347633661
326 => 0.27380936763102
327 => 0.27802567101179
328 => 0.27363395554846
329 => 0.27363187330351
330 => 0.27353492594125
331 => 0.27870175970801
401 => 0.27887024997165
402 => 0.27505195201136
403 => 0.27450167562226
404 => 0.2765363358443
405 => 0.27415428160265
406 => 0.27526882978984
407 => 0.27418804013183
408 => 0.2739447316149
409 => 0.27200600795644
410 => 0.27117075249807
411 => 0.27149827768518
412 => 0.27038026537076
413 => 0.26970662251105
414 => 0.27340092142111
415 => 0.27142720654106
416 => 0.27309842130868
417 => 0.27119386115685
418 => 0.26459182589325
419 => 0.2607949255979
420 => 0.24832429299395
421 => 0.25186094893066
422 => 0.25420575547563
423 => 0.2534307969265
424 => 0.25509570775917
425 => 0.25519791976245
426 => 0.254656640279
427 => 0.25402990797935
428 => 0.25372484935635
429 => 0.25599850640234
430 => 0.25731844084531
501 => 0.25444108818188
502 => 0.25376696471128
503 => 0.25667612711701
504 => 0.25845071450393
505 => 0.27155327071446
506 => 0.27058259102968
507 => 0.2730188065522
508 => 0.27274452607114
509 => 0.2752980680583
510 => 0.27947202999996
511 => 0.27098519831446
512 => 0.2724582188425
513 => 0.27209706822604
514 => 0.27604001595782
515 => 0.27605232541025
516 => 0.2736883312802
517 => 0.27496989084953
518 => 0.27425455945568
519 => 0.2755472599672
520 => 0.2705696270107
521 => 0.27663184664944
522 => 0.28006873454381
523 => 0.28011645573555
524 => 0.28174551332065
525 => 0.28340073017577
526 => 0.28657777479015
527 => 0.28331212412582
528 => 0.27743753648536
529 => 0.2778616627382
530 => 0.27441739415403
531 => 0.27447529293118
601 => 0.27416622472111
602 => 0.27509376168512
603 => 0.27077316921437
604 => 0.27178720363138
605 => 0.27036754950939
606 => 0.27245513279169
607 => 0.27020923826981
608 => 0.27209689406828
609 => 0.27291154373411
610 => 0.2759176185392
611 => 0.26976523857693
612 => 0.25722011935435
613 => 0.25985725550981
614 => 0.25595672399332
615 => 0.25631773303554
616 => 0.25704702875499
617 => 0.25468314271754
618 => 0.25513409767887
619 => 0.25511798639433
620 => 0.25497914804819
621 => 0.25436420999223
622 => 0.25347242814932
623 => 0.25702501253552
624 => 0.25762866584939
625 => 0.25897051238929
626 => 0.26296293750883
627 => 0.26256400009152
628 => 0.26321468357091
629 => 0.26179424518884
630 => 0.25638362309817
701 => 0.25667744590898
702 => 0.25301347074997
703 => 0.25887681630673
704 => 0.25748829868651
705 => 0.25659311234391
706 => 0.25634885245649
707 => 0.26035117402568
708 => 0.26154873136789
709 => 0.26080249399731
710 => 0.25927193937903
711 => 0.26221105671398
712 => 0.26299744052141
713 => 0.26317348285517
714 => 0.26838103525285
715 => 0.26346452718551
716 => 0.26464797954321
717 => 0.27388093700658
718 => 0.26550791864834
719 => 0.26994329321329
720 => 0.26972620470891
721 => 0.27199519225145
722 => 0.26954008150364
723 => 0.26957051554378
724 => 0.27158522276703
725 => 0.26875592982634
726 => 0.26805535710579
727 => 0.26708752090995
728 => 0.26920075583599
729 => 0.27046754460076
730 => 0.28067693169097
731 => 0.28727266135585
801 => 0.2869863233361
802 => 0.28960291683432
803 => 0.28842411749812
804 => 0.28461746348998
805 => 0.29111495770987
806 => 0.289058878672
807 => 0.28922837932974
808 => 0.2892220705068
809 => 0.29058918332144
810 => 0.28962045859821
811 => 0.28771100273119
812 => 0.28897858864629
813 => 0.2927428656439
814 => 0.30442729694658
815 => 0.31096605950168
816 => 0.30403365523045
817 => 0.30881553486815
818 => 0.30594811104346
819 => 0.30542701483604
820 => 0.30843038862665
821 => 0.3114390194255
822 => 0.31124738265028
823 => 0.30906327118522
824 => 0.30782952203838
825 => 0.31717188391452
826 => 0.32405517700187
827 => 0.3235857825595
828 => 0.32565753697289
829 => 0.33174027200757
830 => 0.33229640106782
831 => 0.33222634158871
901 => 0.3308479176868
902 => 0.3368371602714
903 => 0.34183349180617
904 => 0.33052885238001
905 => 0.33483351108489
906 => 0.33676601106496
907 => 0.3396034943826
908 => 0.34439080435688
909 => 0.34959109276021
910 => 0.3503264705587
911 => 0.3498046848196
912 => 0.34637495482635
913 => 0.35206517244962
914 => 0.35539836848131
915 => 0.35738321043934
916 => 0.3624164393987
917 => 0.33677794552693
918 => 0.31862974524867
919 => 0.31579564171202
920 => 0.3215589026994
921 => 0.32307862866063
922 => 0.32246602903123
923 => 0.30203857965586
924 => 0.31568809541862
925 => 0.33037382669547
926 => 0.33093796544334
927 => 0.33828994958469
928 => 0.34068405698913
929 => 0.3466033678695
930 => 0.34623311336228
1001 => 0.34767437136485
1002 => 0.34734305110917
1003 => 0.3583073280571
1004 => 0.37040255374156
1005 => 0.36998373453657
1006 => 0.36824490274022
1007 => 0.37082736447268
1008 => 0.3833109335822
1009 => 0.38216164658372
1010 => 0.38327808100671
1011 => 0.39799691252996
1012 => 0.41713348723954
1013 => 0.40824262700625
1014 => 0.42753323543638
1015 => 0.43967565089193
1016 => 0.46067470287312
1017 => 0.45804551814256
1018 => 0.46622029498068
1019 => 0.45333872874746
1020 => 0.42376004888192
1021 => 0.41907910957056
1022 => 0.42845046861216
1023 => 0.4514890403721
1024 => 0.42772490200013
1025 => 0.4325323562423
1026 => 0.43114780909714
1027 => 0.43107403246372
1028 => 0.43388978649007
1029 => 0.42980538841499
1030 => 0.41316481588795
1031 => 0.42079109221359
1101 => 0.41784622068039
1102 => 0.42111377520119
1103 => 0.43874741930794
1104 => 0.43095116491477
1105 => 0.42273844422785
1106 => 0.43303901851787
1107 => 0.44615518925041
1108 => 0.44533440285799
1109 => 0.44374173419461
1110 => 0.4527195240607
1111 => 0.46754820267386
1112 => 0.47155633491655
1113 => 0.47451505619544
1114 => 0.47492301387179
1115 => 0.47912523148252
1116 => 0.45652884829446
1117 => 0.49238988873018
1118 => 0.49858209977218
1119 => 0.49741822073714
1120 => 0.50430060270225
1121 => 0.50227563133894
1122 => 0.49934176554177
1123 => 0.51025180488109
1124 => 0.49774432517333
1125 => 0.47999153237608
1126 => 0.47025199913708
1127 => 0.48307780217193
1128 => 0.49091007252647
1129 => 0.49608670500487
1130 => 0.49765315086503
1201 => 0.45828294119769
1202 => 0.43706458175893
1203 => 0.45066530689019
1204 => 0.46725913022224
1205 => 0.45643666876801
1206 => 0.45686088876738
1207 => 0.44143090282649
1208 => 0.46862434159887
1209 => 0.46466248630255
1210 => 0.48521659858824
1211 => 0.4803111947342
1212 => 0.49707227539714
1213 => 0.4926585211336
1214 => 0.51097976831185
1215 => 0.51828860983922
1216 => 0.53056129229403
1217 => 0.53958912746659
1218 => 0.54489044495488
1219 => 0.54457217373763
1220 => 0.56557863473214
1221 => 0.55319185859352
1222 => 0.53763114842443
1223 => 0.53734970427089
1224 => 0.54540881656442
1225 => 0.5622985050222
1226 => 0.56667775550432
1227 => 0.56912515909549
1228 => 0.56537687530088
1229 => 0.55193191757066
1230 => 0.54612645299023
1231 => 0.55107287701326
]
'min_raw' => 0.20396484208167
'max_raw' => 0.56912515909549
'avg_raw' => 0.38654500058858
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.203964'
'max' => '$0.569125'
'avg' => '$0.386545'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.080746626873907
'max_diff' => 0.2940491737682
'year' => 2036
]
11 => [
'items' => [
101 => 0.54502382548416
102 => 0.55546618548748
103 => 0.56980577613977
104 => 0.56684470737496
105 => 0.57674311630748
106 => 0.58698692820966
107 => 0.60163603930815
108 => 0.60546585940431
109 => 0.61179640638825
110 => 0.61831261871107
111 => 0.62040545049232
112 => 0.62440131573028
113 => 0.62438025554806
114 => 0.6364220643954
115 => 0.6497045524578
116 => 0.65471838421105
117 => 0.66624741386335
118 => 0.64650435460917
119 => 0.66147969184539
120 => 0.67498782088946
121 => 0.65888287256832
122 => 0.68107979185731
123 => 0.681941647934
124 => 0.69495465144936
125 => 0.68176347939672
126 => 0.67393060353957
127 => 0.69654382264512
128 => 0.70748564706057
129 => 0.70418988049912
130 => 0.67910893423439
131 => 0.66451074773593
201 => 0.62630447788957
202 => 0.67156145491061
203 => 0.69360480825344
204 => 0.67905184727451
205 => 0.6863915142971
206 => 0.72643435767729
207 => 0.74168007985436
208 => 0.73850907621717
209 => 0.73904492363269
210 => 0.74727123859001
211 => 0.78375124942514
212 => 0.7618915813327
213 => 0.77860247852323
214 => 0.78746587813747
215 => 0.7956986976618
216 => 0.77548149491937
217 => 0.74917921120117
218 => 0.74084817385286
219 => 0.67760484211267
220 => 0.67431275204373
221 => 0.67246480212749
222 => 0.66081373930332
223 => 0.65165919541821
224 => 0.64437916223436
225 => 0.62527418115798
226 => 0.63172155143866
227 => 0.60127219912236
228 => 0.62075261567554
301 => 0.57215471415341
302 => 0.61262849063548
303 => 0.59060045421309
304 => 0.60539168822859
305 => 0.60534008300652
306 => 0.57810473161898
307 => 0.56239594932593
308 => 0.57240619679802
309 => 0.58313797670253
310 => 0.58487917188599
311 => 0.5987932046603
312 => 0.60267631212648
313 => 0.59091031521901
314 => 0.57114763066352
315 => 0.57573805154692
316 => 0.56230292459325
317 => 0.53875838138163
318 => 0.5556684833645
319 => 0.56144233566615
320 => 0.56399239777167
321 => 0.5408390436321
322 => 0.53356375707768
323 => 0.52969045556167
324 => 0.56815882339147
325 => 0.57026620741862
326 => 0.55948453278166
327 => 0.60821872450105
328 => 0.59718867598592
329 => 0.60951194260482
330 => 0.57532151896626
331 => 0.57662763919277
401 => 0.56044134471643
402 => 0.56950458805459
403 => 0.56309897978515
404 => 0.56877236755758
405 => 0.57217297279613
406 => 0.58835661126081
407 => 0.61281328179061
408 => 0.58593931535097
409 => 0.57422994333093
410 => 0.58149437187616
411 => 0.60084050238729
412 => 0.63015088042185
413 => 0.61279854669906
414 => 0.6204992177435
415 => 0.6221814717877
416 => 0.60938650331882
417 => 0.63062264915985
418 => 0.6420032722382
419 => 0.65367743662846
420 => 0.66381378646587
421 => 0.64901451865062
422 => 0.66485185660464
423 => 0.65208975788019
424 => 0.64064083600283
425 => 0.64065819929141
426 => 0.63347612335569
427 => 0.61955994623042
428 => 0.61699358965605
429 => 0.63034410065099
430 => 0.64104994617084
501 => 0.64193173088539
502 => 0.64785903705138
503 => 0.65136675578431
504 => 0.68574716787935
505 => 0.69957525403366
506 => 0.71648397603087
507 => 0.72307087617214
508 => 0.74289508406297
509 => 0.72688542614768
510 => 0.72342163595224
511 => 0.67533459205807
512 => 0.68320884280185
513 => 0.69581627799484
514 => 0.6755424840208
515 => 0.68840153991322
516 => 0.69094018993843
517 => 0.67485358825942
518 => 0.68344613727721
519 => 0.66062687459921
520 => 0.61331067935914
521 => 0.63067532561121
522 => 0.64346155012945
523 => 0.6252140312118
524 => 0.65792200259519
525 => 0.63881468094259
526 => 0.63275857729191
527 => 0.60913155779375
528 => 0.6202826015095
529 => 0.63536454780262
530 => 0.62604565845792
531 => 0.64538375308644
601 => 0.67277165236189
602 => 0.69228990036318
603 => 0.69378826908567
604 => 0.6812393432419
605 => 0.70134907699271
606 => 0.70149555444879
607 => 0.6788116926272
608 => 0.66491795356574
609 => 0.6617612668183
610 => 0.6696472892183
611 => 0.67922237625194
612 => 0.69431961977682
613 => 0.70344256784915
614 => 0.72723037798401
615 => 0.73366667735654
616 => 0.74073821900291
617 => 0.75018797942514
618 => 0.76153483968087
619 => 0.73670855541845
620 => 0.73769494997418
621 => 0.71457705781232
622 => 0.68987227459629
623 => 0.70862012556256
624 => 0.73313044677885
625 => 0.72750775201034
626 => 0.72687508398765
627 => 0.72793905611434
628 => 0.72369972787892
629 => 0.70452540338696
630 => 0.69489617766472
701 => 0.70732033552389
702 => 0.71392322249039
703 => 0.72416372434317
704 => 0.72290136633904
705 => 0.74927979936221
706 => 0.7595296607926
707 => 0.7569073076224
708 => 0.75738988371617
709 => 0.7759467682387
710 => 0.79658584034213
711 => 0.81591705493243
712 => 0.83558159670867
713 => 0.81187522407729
714 => 0.79983859006087
715 => 0.81225732392138
716 => 0.80566776892865
717 => 0.84353330650581
718 => 0.84615503417196
719 => 0.88401783363976
720 => 0.91995413895299
721 => 0.89738318945153
722 => 0.91866657821352
723 => 0.94168629841975
724 => 0.98609507351256
725 => 0.97113976038085
726 => 0.95968422490159
727 => 0.94885879922643
728 => 0.9713847915685
729 => 1.0003641208551
730 => 1.0066059908228
731 => 1.0167202047484
801 => 1.0060863455129
802 => 1.0188936576809
803 => 1.0641090974523
804 => 1.0518914864983
805 => 1.0345405148648
806 => 1.0702337620272
807 => 1.0831510094213
808 => 1.1738110164482
809 => 1.2882730202977
810 => 1.240884999106
811 => 1.2114697251504
812 => 1.2183830122696
813 => 1.2601806612921
814 => 1.273604739567
815 => 1.2371134672584
816 => 1.2500028015459
817 => 1.3210243007216
818 => 1.3591250563868
819 => 1.3073791125792
820 => 1.1646141058881
821 => 1.0329782497102
822 => 1.0678940064085
823 => 1.063935643161
824 => 1.1402393839127
825 => 1.0516001005177
826 => 1.053092558722
827 => 1.1309741800254
828 => 1.1101966986907
829 => 1.0765398399071
830 => 1.0332239820263
831 => 0.95315061250164
901 => 0.88222739610257
902 => 1.0213241561024
903 => 1.0153260508802
904 => 1.006639905649
905 => 1.0259699819219
906 => 1.1198313453654
907 => 1.1176675371385
908 => 1.1039024931832
909 => 1.1143431577037
910 => 1.0747095409368
911 => 1.0849240264183
912 => 1.0329573979181
913 => 1.0564484843183
914 => 1.0764676274042
915 => 1.0804867667672
916 => 1.0895420929743
917 => 1.0121653219841
918 => 1.0469052204961
919 => 1.0673116561836
920 => 0.97511463735493
921 => 1.0654892175573
922 => 1.0108183645489
923 => 0.99226225590918
924 => 1.0172456116111
925 => 1.007509573597
926 => 0.99913909983174
927 => 0.99446823164773
928 => 1.0128132507629
929 => 1.0119574336941
930 => 0.98194142180695
1001 => 0.94278675790926
1002 => 0.95592834832136
1003 => 0.95115388532158
1004 => 0.93385061549239
1005 => 0.94551093015249
1006 => 0.89416480553959
1007 => 0.8058264668824
1008 => 0.86418547927583
1009 => 0.86193872078107
1010 => 0.86080580326563
1011 => 0.90466098815466
1012 => 0.90044532403884
1013 => 0.89279385238873
1014 => 0.93371009021518
1015 => 0.91877511300746
1016 => 0.96480119363845
1017 => 0.99511694712227
1018 => 0.98742789142689
1019 => 1.0159400041072
1020 => 0.95623110402217
1021 => 0.97606400552513
1022 => 0.98015153903768
1023 => 0.93320519019166
1024 => 0.90113505882419
1025 => 0.89899634668824
1026 => 0.84339115843338
1027 => 0.87309500116973
1028 => 0.89923315354919
1029 => 0.88671500696199
1030 => 0.88275213572148
1031 => 0.90299758544736
1101 => 0.90457083028161
1102 => 0.86870068133565
1103 => 0.8761592211614
1104 => 0.90726257211386
1105 => 0.87537549652038
1106 => 0.81342411736647
1107 => 0.79805931879147
1108 => 0.79600937143214
1109 => 0.75433881909921
1110 => 0.7990860681019
1111 => 0.77955269476051
1112 => 0.84125838710021
1113 => 0.80601242657004
1114 => 0.80449304365679
1115 => 0.8021962735384
1116 => 0.76632870775661
1117 => 0.7741814251601
1118 => 0.80028505381194
1119 => 0.80959912259334
1120 => 0.80862758891153
1121 => 0.80015713179076
1122 => 0.80403486368489
1123 => 0.79154333816255
1124 => 0.787132320512
1125 => 0.77320993546084
1126 => 0.75274787559269
1127 => 0.75559325051846
1128 => 0.71505255573043
1129 => 0.69296383355238
1130 => 0.68684996637818
1201 => 0.67867424767674
1202 => 0.68777343556026
1203 => 0.71493770903576
1204 => 0.68217183200221
1205 => 0.62599703408722
1206 => 0.62937323515911
1207 => 0.63695855656455
1208 => 0.62282336030743
1209 => 0.60944558332717
1210 => 0.62107647503815
1211 => 0.5972744726223
1212 => 0.63983491484109
1213 => 0.63868377415333
1214 => 0.65454767509241
1215 => 0.66446769790963
1216 => 0.64160525696146
1217 => 0.63585541488961
1218 => 0.63913078624949
1219 => 0.58499619365056
1220 => 0.6501237239503
1221 => 0.65068694953681
1222 => 0.64586427012093
1223 => 0.68054266941863
1224 => 0.75372490840077
1225 => 0.72619080634694
1226 => 0.71552876980906
1227 => 0.69526023055665
1228 => 0.72226685568371
1229 => 0.72019316824294
1230 => 0.71081516721314
1231 => 0.70514332292917
]
'min_raw' => 0.52969045556167
'max_raw' => 1.3591250563868
'avg_raw' => 0.94440775597424
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.52969'
'max' => '$1.35'
'avg' => '$0.9444077'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.32572561348
'max_diff' => 0.78999989729131
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.016626378136355
]
1 => [
'year' => 2028
'avg' => 0.028535691554045
]
2 => [
'year' => 2029
'avg' => 0.07795436626764
]
3 => [
'year' => 2030
'avg' => 0.060141677482359
]
4 => [
'year' => 2031
'avg' => 0.059066580563714
]
5 => [
'year' => 2032
'avg' => 0.10356230466522
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.016626378136355
'min' => '$0.016626'
'max_raw' => 0.10356230466522
'max' => '$0.103562'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.10356230466522
]
1 => [
'year' => 2033
'avg' => 0.26637289678514
]
2 => [
'year' => 2034
'avg' => 0.16883994326483
]
3 => [
'year' => 2035
'avg' => 0.19914710026753
]
4 => [
'year' => 2036
'avg' => 0.38654500058858
]
5 => [
'year' => 2037
'avg' => 0.94440775597424
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.10356230466522
'min' => '$0.103562'
'max_raw' => 0.94440775597424
'max' => '$0.9444077'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.94440775597424
]
]
]
]
'prediction_2025_max_price' => '$0.028428'
'last_price' => 0.02756460525953
'sma_50day_nextmonth' => '$0.026057'
'sma_200day_nextmonth' => '$0.036308'
'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' => '$0.026347'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.026052'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.026025'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.027287'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.03453'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.042121'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.0363062'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.026643'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.026363'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.026451'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.028156'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.033265'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.038048'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.057273'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.038593'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.0346055'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.19041'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.321186'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.026765'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.027123'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.029662'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.034436'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.067651'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.165883'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.368859'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '38.59'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 234.66
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.025987'
'vwma_10_action' => 'BUY'
'hma_9' => '0.026235'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 95.42
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 23.69
'cci_20_action' => 'NEUTRAL'
'adx_14' => 49.44
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.004730'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -4.58
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 64.99
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.004958'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 17
'buy_signals' => 17
'sell_pct' => 50
'buy_pct' => 50
'overall_action' => 'neutral'
'overall_action_label' => 'Neutral'
'overall_action_dir' => 0
'last_updated' => 1767712826
'last_updated_date' => '6. Januar 2026'
]
Vesta Finance Preisprognose für 2026
Die Preisprognose für Vesta Finance im Jahr 2026 legt nahe, dass der Durchschnittspreis zwischen $0.009523 am unteren Ende und $0.028428 am oberen Ende liegen könnte. Auf dem Kryptomarkt könnte Vesta Finance im Vergleich zum heutigen Durchschnittspreis potenziell um 3.13% steigen bis 2026, wenn VSTA das prognostizierte Preisziel erreicht.
Vesta Finance Preisprognose 2027-2032
Die Preisprognose für VSTA für die Jahre 2027-2032 liegt derzeit in einer Preisspanne von $0.016626 am unteren Ende und $0.103562 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte Vesta Finance, wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| Vesta Finance Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $0.009168 | $0.016626 | $0.024084 |
| 2028 | $0.016545 | $0.028535 | $0.040525 |
| 2029 | $0.036346 | $0.077954 | $0.119562 |
| 2030 | $0.03091 | $0.060141 | $0.089372 |
| 2031 | $0.036546 | $0.059066 | $0.081586 |
| 2032 | $0.055785 | $0.103562 | $0.151339 |
Vesta Finance Preisprognose 2032-2037
Die Preisprognose für Vesta Finance für die Jahre 2032-2037 wird derzeit zwischen $0.103562 am unteren Ende und $0.9444077 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Vesta Finance bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Vesta Finance Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $0.055785 | $0.103562 | $0.151339 |
| 2033 | $0.129632 | $0.266372 | $0.403113 |
| 2034 | $0.104218 | $0.168839 | $0.233461 |
| 2035 | $0.123218 | $0.199147 | $0.275075 |
| 2036 | $0.203964 | $0.386545 | $0.569125 |
| 2037 | $0.52969 | $0.9444077 | $1.35 |
Vesta Finance Potenzielles Preishistogramm
Vesta Finance Preisprognose basierend auf technischer Analyse
Ab dem 6. Januar 2026 ist die allgemeine Preisprognose-Stimmung für Vesta Finance Neutral, mit 17 technischen Indikatoren, die bullische Signale zeigen, und 17 anzeigen bärische Signale. Die Preisprognose für VSTA 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 Vesta Finance
Laut unseren technischen Indikatoren wird der 200-Tage-SMA von Vesta Finance im nächsten Monat steigen, und bis zum 04.02.2026 $0.036308 erreichen. Der kurzfristige 50-Tage-SMA für Vesta Finance wird voraussichtlich bis zum 04.02.2026 $0.026057 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 38.59, was darauf hindeutet, dass sich der VSTA-Markt in einem NEUTRAL Zustand befindet.
Beliebte VSTA 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 | $0.026347 | BUY |
| SMA 5 | $0.026052 | BUY |
| SMA 10 | $0.026025 | BUY |
| SMA 21 | $0.027287 | BUY |
| SMA 50 | $0.03453 | SELL |
| SMA 100 | $0.042121 | SELL |
| SMA 200 | $0.0363062 | SELL |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | $0.026643 | BUY |
| EMA 5 | $0.026363 | BUY |
| EMA 10 | $0.026451 | BUY |
| EMA 21 | $0.028156 | SELL |
| EMA 50 | $0.033265 | SELL |
| EMA 100 | $0.038048 | SELL |
| EMA 200 | $0.057273 | SELL |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | $0.038593 | SELL |
| SMA 50 | $0.0346055 | SELL |
| SMA 100 | $0.19041 | SELL |
| SMA 200 | $0.321186 | SELL |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | $0.034436 | SELL |
| EMA 50 | $0.067651 | SELL |
| EMA 100 | $0.165883 | SELL |
| EMA 200 | $0.368859 | SELL |
Vesta Finance Oszillatoren
Ein Oszillator ist ein technisches Analysewerkzeug, das hohe und niedrige Grenzen zwischen zwei Extremen festlegt und einen Trendindikator schafft, der innerhalb dieser Grenzen schwankt. Händler verwenden diesen Indikator, um kurzfristige überkaufte oder überverkaufte Bedingungen zu identifizieren.
| Periode | Wert | Aktion |
|---|---|---|
| RSI (14) | 38.59 | NEUTRAL |
| Stoch RSI (14) | 234.66 | SELL |
| Stochastic Fast (14) | 95.42 | SELL |
| Commodity Channel Index (20) | 23.69 | NEUTRAL |
| Average Directional Index (14) | 49.44 | SELL |
| Awesome Oscillator (5, 34) | -0.004730 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Prozentbereich (14) | -4.58 | SELL |
| Ultimate Oscillator (7, 14, 28) | 64.99 | NEUTRAL |
| VWMA (10) | 0.025987 | BUY |
| Hull Moving Average (9) | 0.026235 | BUY |
| Ichimoku Wolke B/L (9, 26, 52, 26) | -0.004958 | SELL |
Auf weltweiten Geldflüssen basierende Vesta Finance-Preisprognose
Definition weltweiter Geldflüsse, die für Vesta Finance-Preisprognosen genutzt werden
M0: Die Summe aller physischen Währungen, sowie Geld aus Konten der Zentralbank, das in physische Währung umgetauscht werden kann.
M1: Beträge von M0 sowie solche in Einlagenkonten, einschließlich "Girokonten" bzw. "Kontokorrentkonten".
M2: Beträge von M1 sowie aus den meisten Sparkonten, Geldmarktkonten und Einlagenzertifikaten (CD) unter einem Betrag von 100.000 $.
Vesta Finance-Preisprognosen basierend auf Erfahrungen mit der Kapitalisierung von Internetunternehmen oder bestimmten Technologiebereichen
| Vergleich | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook aktie | $0.038732 | $0.054426 | $0.076477 | $0.107464 | $0.151005 | $0.212187 |
| Amazon.com aktie | $0.057515 | $0.1200088 | $0.2504056 | $0.522486 | $1.09 | $2.27 |
| Apple aktie | $0.039098 | $0.055457 | $0.078662 | $0.111577 | $0.158263 | $0.224485 |
| Netflix aktie | $0.043492 | $0.068624 | $0.108278 | $0.170846 | $0.269569 | $0.425338 |
| Google aktie | $0.035696 | $0.046226 | $0.059862 | $0.077521 | $0.10039 | $0.1300054 |
| Tesla aktie | $0.062486 | $0.141653 | $0.321116 | $0.727947 | $1.65 | $3.74 |
| Kodak aktie | $0.02067 | $0.01550069 | $0.011623 | $0.008716 | $0.006536 | $0.0049017 |
| Nokia aktie | $0.01826 | $0.012096 | $0.008013 | $0.0053086 | $0.003516 | $0.002329 |
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.
Vesta Finance Prognose und Prognoseübersicht
Sie stellen sich sicher Fragen wie: "Sollte ich jetzt in Vesta Finance investieren?", "Sollte ich heute VSTA kaufen?", "Wird Vesta Finance auf kurze bzw. lange Sicht eine gute oder schlechte Investition sein?".
Wir passen unsere Vesta Finance-Prognose regelmäßig an die aktuelle Wertentwicklung an. Schauen Sie sich unsere ähnliche Prognosen an. Wir erstellen mithilfe technischer Analysemethoden eine Preisprognose einer Vielzahl von digitalen Coins wie Vesta Finance.
Wenn Sie auf der Suche nach einer Kryptowährung sind, die eine gute Rendite bietet, sollten Sie das Maximum an verfügbaren Informationsquellen bezüglich Vesta Finance zu Rate ziehen. Nur so können Sie eine verantwortungsvolle Entscheidung bezüglich Ihrer Anlage treffen.
Der Vesta Finance-Preis entspricht heute $0.02756 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
Vesta Finance-Preisprognose basierend auf Bitcoins Wachstumsmuster
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Wenn die Wachstumsrate von Vesta Finance 1 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.028281 | $0.029016 | $0.02977 | $0.030544 |
| Wenn die Wachstumsrate von Vesta Finance 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.028997 | $0.030505 | $0.03209 | $0.033759 |
| Wenn die Wachstumsrate von Vesta Finance 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.031147 | $0.035195 | $0.039769 | $0.044937 |
| Wenn die Wachstumsrate von Vesta Finance 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.034729 | $0.043756 | $0.05513 | $0.06946 |
| Wenn die Wachstumsrate von Vesta Finance 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.041894 | $0.063673 | $0.096775 | $0.147085 |
| Wenn die Wachstumsrate von Vesta Finance 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.063389 | $0.145773 | $0.33523 | $0.770915 |
| Wenn die Wachstumsrate von Vesta Finance 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.099213 | $0.3571026 | $1.28 | $4.62 |
Fragefeld
Ist VSTA eine gute Investition?
Die Entscheidung, Vesta Finance zu erwerben, hängt vollständig von Ihrer individuellen Risikotoleranz ab. Wie Sie vielleicht feststellen, hat der Wert von Vesta Finance in den letzten 2026 Stunden um 1.3416% gestiegen, und Vesta Finance hat in den letzten 30 Tagen ein Rückgang von erfahren. Daher hängt die Entscheidung, ob Sie in Vesta Finance investieren sollten, davon ab, ob eine solche Investition mit Ihren Handelszielen übereinstimmt.
Kann Vesta Finance steigen?
Es scheint, dass der Durchschnittswert von Vesta Finance bis zum Ende dieses Jahres potenziell auf $0.028428 steigen könnte. Betrachtet man die Aussichten von Vesta Finance in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $0.089372 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 Vesta Finance nächste Woche kosten?
Basierend auf unserer neuen experimentellen Vesta Finance-Prognose wird der Preis von Vesta Finance in der nächsten Woche um 0.86% steigen und $0.0278 erreichen bis zum 13. Januar 2026.
Wie viel wird Vesta Finance nächsten Monat kosten?
Basierend auf unserer neuen experimentellen Vesta Finance-Prognose wird der Preis von Vesta Finance im nächsten Monat um -11.62% fallen und $0.024362 erreichen bis zum 5. Februar 2026.
Wie hoch kann der Preis von Vesta Finance in diesem Jahr 2026 steigen?
Gemäß unserer neuesten Prognose für den Wert von Vesta Finance im Jahr 2026 wird erwartet, dass VSTA innerhalb der Spanne von $0.009523 bis $0.028428 schwankt. Es ist jedoch entscheidend zu beachten, dass der Kryptowährungsmarkt äußerst volatil ist und diese prognostizierte Vesta Finance-Preisvorhersage plötzliche und extreme Preisschwankungen nicht berücksichtigt.
Wo wird Vesta Finance in 5 Jahren sein?
Die Zukunft von Vesta Finance scheint auf einem Aufwärtstrend, mit einem maximalen Preis von $0.089372 nach einem Zeitraum von fünf Jahren zu sein. Basierend auf der Vesta Finance-Prognose für 2030 könnte der Wert von Vesta Finance seinen höchsten Gipfel von ungefähr $0.089372 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $0.03091 liegen wird.
Wie viel wird Vesta Finance im Jahr 2026 kosten?
Basierend auf unserer neuen experimentellen Vesta Finance-Preisprognosesimulation wird der Wert von VSTA im Jahr 2026 voraussichtlich um 3.13% steigen und bis zu $0.028428 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.028428 und $0.009523 während des Jahres 2026 liegen.
Wie viel wird Vesta Finance im Jahr 2027 kosten?
Laut unserer neuesten experimentellen Simulation für die Preisprognose von Vesta Finance könnte der Wert von VSTA um -12.62% fallen und bis zu $0.024084 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $0.024084 und $0.009168 im Laufe des Jahres schwanken.
Wie viel wird Vesta Finance im Jahr 2028 kosten?
Unser neues experimentelles Vesta Finance-Preisprognosemodell deutet darauf hin, dass der Wert von VSTA im Jahr 2028 um 47.02% steigen, und im besten Fall $0.040525 erreichen wird. Der Preis wird voraussichtlich zwischen $0.040525 und $0.016545 im Laufe des Jahres liegen.
Wie viel wird Vesta Finance im Jahr 2029 kosten?
Basierend auf unserem experimentellen Prognosemodell könnte der Wert von Vesta Finance im Jahr 2029 333.75% Wachstum erfahren und unter optimalen Bedingungen $0.119562 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $0.119562 und $0.036346.
Wie viel wird Vesta Finance im Jahr 2030 kosten?
Unter Verwendung unserer neuen experimentellen Simulation für Vesta Finance-Preisprognosen wird der Wert von VSTA im Jahr 2030 voraussichtlich um 224.23% steigen, und $0.089372 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $0.089372 und $0.03091 während des Jahres 2030 liegen.
Wie viel wird Vesta Finance im Jahr 2031 kosten?
Unsere experimentelle Simulation zeigt, dass der Preis von Vesta Finance im Jahr 2031 um 195.98% steigen könnte, und unter idealen Bedingungen $0.081586 erreichen könnte. Der Preis wird voraussichtlich zwischen $0.081586 und $0.036546 während des Jahres schwanken.
Wie viel wird Vesta Finance im Jahr 2032 kosten?
Basierend auf den Ergebnissen unserer neuesten experimentellen Vesta Finance-Preisprognose könnte VSTA eine 449.04% Steigerung im Wert erfahren und $0.151339 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $0.151339 und $0.055785 liegen.
Wie viel wird Vesta Finance im Jahr 2033 kosten?
Laut unserer experimentellen Vesta Finance-Preisprognose wird der Wert von VSTA voraussichtlich um 1362.43% steigen im Jahr 2033, wobei der höchste mögliche Preis $0.403113 beträgt. Im Laufe des Jahres könnte der Preis von VSTA zwischen $0.403113 und $0.129632 liegen.
Wie viel wird Vesta Finance im Jahr 2034 kosten?
Die Ergebnisse unserer neuen Vesta Finance-Preisprognosesimulation deuten darauf hin, dass VSTA im Jahr 2034 um 746.96% steigen könnte und unter den besten Umständen $0.233461 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $0.233461 und $0.104218.
Wie viel wird Vesta Finance im Jahr 2035 kosten?
Basierend auf unserer experimentellen Prognose für den Preis von Vesta Finance könnte VSTA um 897.93% steigen, wobei der Wert im Jahr 2035 $0.275075 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $0.275075 und $0.123218.
Wie viel wird Vesta Finance im Jahr 2036 kosten?
Unsere jüngste Vesta Finance-Preisprognosesimulation deutet darauf hin, dass der Wert von VSTA im Jahr 2036 möglicherweise um 1964.7% steigen könnte und unter optimalen Bedingungen $0.569125 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $0.569125 und $0.203964.
Wie viel wird Vesta Finance im Jahr 2037 kosten?
Laut der experimentellen Simulation könnte der Wert von Vesta Finance um 4830.69% steigen im Jahr 2037, wobei ein Höchstwert von $1.35 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $1.35 und $0.52969 liegen.
Verwandte Prognosen
Bitcicoin-Preisprognose
SAFE DEAL-Preisprognose
MOE-Preisprognose
MangoMan Intelligent-Preisprognose
HMX-Preisprognose
Bot Ocean-Preisprognose
GAMEE-Preisprognose
Witnet-Preisprognose
Angola-Preisprognose
Geojam-Preisprognose
Netvrk-Preisprognose
Humanode-Preisprognose
Unmarshal-Preisprognose
REVV-Preisprognose
Planet IX (OLD)-Preisprognose
Mind-Preisprognose
White Whale-Preisprognose
Nolus-Preisprognose
Neoxa-Preisprognose
Banano-Preisprognose
Hacash-Preisprognose
Rupiah Token-Preisprognose
PlayZap-Preisprognose
Gigachad-Preisprognose
MahaDAO-Preisprognose
Wie liest und prognostiziert man die Kursbewegungen von Vesta Finance?
Vesta Finance-Händler verwenden Indikatoren und Chartmuster, um die Marktrichtung vorherzusagen. Sie identifizieren auch wichtige Unterstützungs- und Widerstandsniveaus, um abzuschätzen, wann ein Abwärtstrend sich verlangsamen oder ein Aufwärtstrend ins Stocken geraten könnte.
Vesta Finance Preisprognose-Indikatoren
Gleitende Durchschnitte sind beliebte Tools für die Preisprognose von Vesta Finance. Ein einfacher gleitender Durchschnitt (SMA) berechnet den durchschnittlichen Schlusskurs von VSTA 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 VSTA 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 VSTA einzuschätzen.
Wie liest man Vesta Finance-Charts und prognostiziert Kursbewegungen?
Die meisten Händler bevorzugen Kerzencharts gegenüber einfachen Liniendiagrammen, da sie detailliertere Informationen liefern. Kerzen können die Preisbewegung von Vesta Finance in verschiedenen Zeitrahmen darstellen, wie z. B. 5-Minuten für kurzfristige und wöchentliche für langfristige Trends. Beliebte Optionen sind 1-Stunden-, 4-Stunden- und 1-Tages-Charts.
Ein 1-Stunden-Kerzenchart zeigt beispielsweise die Eröffnungs-, Schluss-, Höchst- und Tiefstpreise von VSTA 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 Vesta Finance?
Die Preisentwicklung von Vesta Finance wird durch Angebot und Nachfrage bestimmt und von Faktoren wie Blockbelohnungs-Halbierungen, Hard Forks und Protokoll-Updates beeinflusst. Ereignisse in der realen Welt, wie Vorschriften, Akzeptanz durch Unternehmen und Regierungen und Hacks von Kryptowährungsbörsen, beeinflussen ebenfalls den Preis von VSTA. Die Marktkapitalisierung von Vesta Finance kann sich schnell ändern.
Händler überwachen oft die Aktivitäten von VSTA-„Walen“, großen Inhabern von Vesta Finance, da ihre Aktionen die Kursbewegungen auf dem relativ kleinen Vesta Finance-Markt erheblich beeinflussen können.
Bullische und bärische Kursprognosemuster
Händler identifizieren oft Kerzenmuster, um sich einen Vorteil bei Kryptowährungspreisprognosen zu verschaffen. Bestimmte Formationen deuten auf bullische Trends hin, während andere auf bärische Bewegungen hindeuten.
Häufig verfolgte bullische Kerzenmuster:
- Hammer
- Bullish Engulfing
- Piercing Line
- Morning Star
- Drei weiße Soldaten
Häufige bärische Kerzenmuster:
- Bearish Harami
- Dark Cloud Cover
- Evening Star
- Shooting Star
- Hanging Man


