Napoli Fan Token Preisvorhersage bis zu $0.4127044 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.138258 | $0.4127044 |
| 2027 | $0.133097 | $0.349648 |
| 2028 | $0.2402024 | $0.58833 |
| 2029 | $0.527655 | $1.73 |
| 2030 | $0.448748 | $1.29 |
| 2031 | $0.530559 | $1.18 |
| 2032 | $0.809859 | $2.19 |
| 2033 | $1.88 | $5.85 |
| 2034 | $1.51 | $3.38 |
| 2035 | $1.78 | $3.99 |
Investitionsgewinnrechner
Wenn Sie heute einen Short über $10,000.00 in Napoli Fan Token eröffnen und ihn am Apr 06, 2026 schließen, zeigt unsere Prognose, dass Sie etwa $3,954.43 Gewinn erzielen könnten, was einer Rendite von 39.54% in den nächsten 90 Tagen entspricht.
Langfristige Napoli Fan Token Preisprognose für 2027, 2028, 2029, 2030, 2031, 2032 und 2037
[
'name' => 'Napoli Fan Token'
'name_with_ticker' => 'Napoli Fan Token <small>NAP</small>'
'name_lang' => 'Napoli Fan Token'
'name_lang_with_ticker' => 'Napoli Fan Token <small>NAP</small>'
'name_with_lang' => 'Napoli Fan Token'
'name_with_lang_with_ticker' => 'Napoli Fan Token <small>NAP</small>'
'image' => '/uploads/coins/napoli-fan-token.png?1741701758'
'price_for_sd' => 0.4001
'ticker' => 'NAP'
'marketcap' => '$2.08M'
'low24h' => '$0.3899'
'high24h' => '$0.4085'
'volume24h' => '$518.09K'
'current_supply' => '5.21M'
'max_supply' => '10M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.4001'
'change_24h_pct' => '2.3839%'
'ath_price' => '$9.59'
'ath_days' => 1063
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '08.02.2023'
'ath_pct' => '-95.83%'
'fdv' => '$3.99M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$19.73'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.403593'
'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' => '$0.353677'
'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' => '$0.138258'
'current_year_max_price_prediction' => '$0.4127044'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.448748'
'grand_prediction_max_price' => '$1.29'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.40775199206111
107 => 0.40927438998549
108 => 0.41270443024469
109 => 0.38339511177812
110 => 0.39655413529323
111 => 0.40428382877459
112 => 0.36936079241713
113 => 0.40359351263193
114 => 0.38288490175097
115 => 0.37585608818507
116 => 0.38531945967578
117 => 0.38163157460242
118 => 0.37846094757622
119 => 0.37669168321732
120 => 0.38364053880589
121 => 0.38331636638701
122 => 0.37194668992934
123 => 0.35711541047762
124 => 0.36209327468177
125 => 0.36028476994868
126 => 0.3537305154942
127 => 0.35814729163282
128 => 0.33869804479758
129 => 0.30523662650143
130 => 0.32734226437883
131 => 0.32649122136685
201 => 0.32606208688849
202 => 0.3426738627984
203 => 0.34107702384354
204 => 0.33817874550417
205 => 0.35367728633964
206 => 0.3480201104499
207 => 0.36545419354379
208 => 0.37693740823523
209 => 0.3740248935464
210 => 0.38482491246689
211 => 0.36220795461916
212 => 0.36972040078133
213 => 0.37126870552355
214 => 0.3534860367515
215 => 0.34133828644499
216 => 0.34052816999404
217 => 0.31946564502566
218 => 0.33071707585301
219 => 0.34061786936523
220 => 0.33587615760549
221 => 0.33437507331696
222 => 0.34204378740158
223 => 0.34263971216404
224 => 0.32905256442648
225 => 0.33187776269013
226 => 0.34365930909968
227 => 0.33158089794894
228 => 0.30811451808033
301 => 0.30229453142482
302 => 0.30151803792134
303 => 0.28573377252266
304 => 0.30268345076249
305 => 0.29528446198767
306 => 0.31865777887384
307 => 0.30530706562207
308 => 0.30473154305752
309 => 0.3038615562904
310 => 0.29027538702196
311 => 0.29324989464564
312 => 0.30313761101709
313 => 0.30666565961151
314 => 0.30629765523867
315 => 0.30308915581264
316 => 0.3045579904197
317 => 0.29982636237446
318 => 0.29815552603137
319 => 0.29288190693282
320 => 0.28513114373241
321 => 0.28620893489362
322 => 0.2708526448961
323 => 0.26248572308546
324 => 0.26016986940253
325 => 0.25707301307153
326 => 0.26051966756553
327 => 0.27080914245595
328 => 0.25839785270423
329 => 0.23711956697566
330 => 0.23839842820438
331 => 0.24127164968801
401 => 0.23591742046153
402 => 0.23085009184506
403 => 0.23525572295171
404 => 0.22623983278183
405 => 0.24236117694112
406 => 0.24192513976116
407 => 0.2479341799265
408 => 0.25169175605981
409 => 0.24303175960225
410 => 0.2408537939123
411 => 0.24209446215232
412 => 0.22158897976744
413 => 0.24625844454436
414 => 0.24647178710017
415 => 0.24464501861328
416 => 0.25778074702271
417 => 0.28550123110305
418 => 0.27507166993814
419 => 0.27103302861993
420 => 0.26335556852179
421 => 0.27358532826009
422 => 0.2727998423213
423 => 0.26924757701939
424 => 0.26709915588106
425 => 0.27105768770263
426 => 0.26660864998123
427 => 0.26580948055509
428 => 0.26096738333758
429 => 0.25923897493231
430 => 0.25795933015897
501 => 0.25655056699882
502 => 0.2596579474882
503 => 0.25261621448932
504 => 0.24412457480227
505 => 0.24341858684311
506 => 0.24536788166946
507 => 0.24450546381673
508 => 0.24341445791823
509 => 0.24133143054021
510 => 0.24071344081399
511 => 0.24272160761821
512 => 0.24045450437964
513 => 0.24379973870365
514 => 0.24289002006778
515 => 0.23780840571846
516 => 0.23147483278462
517 => 0.23141845070039
518 => 0.23005389280093
519 => 0.22831592315332
520 => 0.22783245975672
521 => 0.23488469298822
522 => 0.24948260472184
523 => 0.24661668535011
524 => 0.24868760580741
525 => 0.25887448479205
526 => 0.26211258729113
527 => 0.25981425883595
528 => 0.25666816509177
529 => 0.25680657724981
530 => 0.26755773196103
531 => 0.26822826829273
601 => 0.26992249727973
602 => 0.27210006031707
603 => 0.26018510723726
604 => 0.25624538403125
605 => 0.25437852460872
606 => 0.24862932015285
607 => 0.25482934425897
608 => 0.25121685572384
609 => 0.25170430384741
610 => 0.25138685261746
611 => 0.25156020245497
612 => 0.24235667069687
613 => 0.24570995394614
614 => 0.24013447016425
615 => 0.23266952325774
616 => 0.23264449813816
617 => 0.23447153331795
618 => 0.23338474130112
619 => 0.23046021192781
620 => 0.2308756275219
621 => 0.22723614979684
622 => 0.23131752601259
623 => 0.23143456527859
624 => 0.22986301312146
625 => 0.23615093630321
626 => 0.23872710356123
627 => 0.23769267426549
628 => 0.23865452524426
629 => 0.24673577723885
630 => 0.24805337392371
701 => 0.24863856333558
702 => 0.24785448704642
703 => 0.23880223569576
704 => 0.23920374153631
705 => 0.23625775808168
706 => 0.23376871250262
707 => 0.23386826127245
708 => 0.23514795425337
709 => 0.24073644855403
710 => 0.25249710535005
711 => 0.25294341367853
712 => 0.25348435239238
713 => 0.25128408278913
714 => 0.25062046042305
715 => 0.25149594961938
716 => 0.25591263396601
717 => 0.26727354522363
718 => 0.26325784041543
719 => 0.2599930098982
720 => 0.2628571464538
721 => 0.26241623508091
722 => 0.2586944993762
723 => 0.25859004265059
724 => 0.25144684192236
725 => 0.24880616325595
726 => 0.24659941451092
727 => 0.24418970248998
728 => 0.24276114442969
729 => 0.24495605887832
730 => 0.24545806178219
731 => 0.24065884297972
801 => 0.24000472719066
802 => 0.2439238728631
803 => 0.24219920297314
804 => 0.24397306872471
805 => 0.24438462079502
806 => 0.24431835143285
807 => 0.24251759799066
808 => 0.24366534453547
809 => 0.24095058179728
810 => 0.23799868506366
811 => 0.23611555885729
812 => 0.23447228148178
813 => 0.23538406727755
814 => 0.23213371740112
815 => 0.23109386505904
816 => 0.2432765138312
817 => 0.25227596746475
818 => 0.25214511184474
819 => 0.25134856191129
820 => 0.25016505028442
821 => 0.25582605271886
822 => 0.25385387266602
823 => 0.25528879843562
824 => 0.25565404726763
825 => 0.25675954547621
826 => 0.25715466606499
827 => 0.25596033721679
828 => 0.25195202372724
829 => 0.24196368761029
830 => 0.23731409018486
831 => 0.23577964558929
901 => 0.23583541973602
902 => 0.23429691978262
903 => 0.23475007696963
904 => 0.2341393302062
905 => 0.23298272359179
906 => 0.23531265007834
907 => 0.23558115240115
908 => 0.23503731971864
909 => 0.2351654120024
910 => 0.23066270966519
911 => 0.23100504034453
912 => 0.22909889962067
913 => 0.22874152121382
914 => 0.22392296345056
915 => 0.21538618991183
916 => 0.22011639113694
917 => 0.21440297322395
918 => 0.21223921528789
919 => 0.2224821088238
920 => 0.22145400640643
921 => 0.21969434197329
922 => 0.21709143153046
923 => 0.21612598672774
924 => 0.21026024972904
925 => 0.20991367069467
926 => 0.21282088833944
927 => 0.21147930742763
928 => 0.20959521973102
929 => 0.20277124508081
930 => 0.19509883823362
1001 => 0.19533041996931
1002 => 0.1977708698372
1003 => 0.20486680696759
1004 => 0.20209430156978
1005 => 0.20008281709284
1006 => 0.19970612651531
1007 => 0.20442119774824
1008 => 0.21109401138078
1009 => 0.21422474624138
1010 => 0.21112228307636
1011 => 0.20755834044086
1012 => 0.20777526111536
1013 => 0.20921833718065
1014 => 0.20936998407112
1015 => 0.20705022379463
1016 => 0.20770322272439
1017 => 0.20671125763861
1018 => 0.20062356973823
1019 => 0.20051346276838
1020 => 0.1990194459804
1021 => 0.19897420774582
1022 => 0.19643251248951
1023 => 0.19607691175324
1024 => 0.19103022155197
1025 => 0.19435196832523
1026 => 0.19212391498926
1027 => 0.18876571306729
1028 => 0.18818675779017
1029 => 0.18816935369543
1030 => 0.19161747618907
1031 => 0.1943116750063
1101 => 0.19216267293095
1102 => 0.19167338681505
1103 => 0.19689768245602
1104 => 0.19623284321519
1105 => 0.19565709672039
1106 => 0.21049653410805
1107 => 0.19874996147998
1108 => 0.19362778534321
1109 => 0.1872881196991
1110 => 0.18935234680019
1111 => 0.1897873097802
1112 => 0.17454155671674
1113 => 0.16835635659763
1114 => 0.1662338290011
1115 => 0.16501228436116
1116 => 0.16556895759277
1117 => 0.16000155203396
1118 => 0.16374294064587
1119 => 0.15892203803301
1120 => 0.15811379802139
1121 => 0.16673416908841
1122 => 0.16793364336291
1123 => 0.16281631346045
1124 => 0.16610246767829
1125 => 0.16491086247794
1126 => 0.15900467857148
1127 => 0.1587791057892
1128 => 0.15581559031734
1129 => 0.15117826245355
1130 => 0.14905887918368
1201 => 0.14795508597541
1202 => 0.14841053256564
1203 => 0.14818024483272
1204 => 0.1466774616028
1205 => 0.14826638260837
1206 => 0.14420734602664
1207 => 0.14259100495391
1208 => 0.14186094119019
1209 => 0.13825831259448
1210 => 0.14399169678647
1211 => 0.14512124569956
1212 => 0.14625302017295
1213 => 0.15610434426853
1214 => 0.15561219995627
1215 => 0.16006094485512
1216 => 0.15988807480906
1217 => 0.15861922069902
1218 => 0.15326613392513
1219 => 0.1553997789036
1220 => 0.1488327513019
1221 => 0.15375321489557
1222 => 0.15150772079489
1223 => 0.15299401108137
1224 => 0.15032152713289
1225 => 0.15180059009414
1226 => 0.14538910365036
1227 => 0.1394021478212
1228 => 0.14181147361699
1229 => 0.14443068629684
1230 => 0.15010980674972
1231 => 0.14672736945971
]
'min_raw' => 0.13825831259448
'max_raw' => 0.41270443024469
'avg_raw' => 0.27548137141958
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.138258'
'max' => '$0.4127044'
'avg' => '$0.275481'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.26191068740552
'max_diff' => 0.012535430244689
'year' => 2026
]
1 => [
'items' => [
101 => 0.14794382181331
102 => 0.14386891006041
103 => 0.13546120317317
104 => 0.13550878988108
105 => 0.13421544734833
106 => 0.13309781056893
107 => 0.14711588307118
108 => 0.14537251416259
109 => 0.14259468397324
110 => 0.14631292006827
111 => 0.14729608070814
112 => 0.14732406990939
113 => 0.15003679898276
114 => 0.1514845829755
115 => 0.15173976117928
116 => 0.15600829898862
117 => 0.15743905655893
118 => 0.16333214450267
119 => 0.15136174861882
120 => 0.15111522619293
121 => 0.14636524327528
122 => 0.14335272901464
123 => 0.14657151270402
124 => 0.14942291564502
125 => 0.14645384431291
126 => 0.14684154234837
127 => 0.14285580666704
128 => 0.14428051962682
129 => 0.14550767435734
130 => 0.14483011164397
131 => 0.14381576746764
201 => 0.14918913312083
202 => 0.14888594677229
203 => 0.15388974840168
204 => 0.15779056959707
205 => 0.16478153853442
206 => 0.15748609800085
207 => 0.15722022315105
208 => 0.15981919245545
209 => 0.15743865867027
210 => 0.15894307384927
211 => 0.16453915399092
212 => 0.16465739034612
213 => 0.16267677905749
214 => 0.16255625868058
215 => 0.16293665674408
216 => 0.16516466008348
217 => 0.16438612725707
218 => 0.16528706515383
219 => 0.16641370178939
220 => 0.1710739485981
221 => 0.17219751832648
222 => 0.16946782639062
223 => 0.16971428700936
224 => 0.16869330729363
225 => 0.16770705368106
226 => 0.16992400777133
227 => 0.17397553494562
228 => 0.17395033060535
301 => 0.17489020615935
302 => 0.17547574084314
303 => 0.17296219734272
304 => 0.17132597294949
305 => 0.17195340549752
306 => 0.17295668380551
307 => 0.17162805586408
308 => 0.16342714872924
309 => 0.16591478007797
310 => 0.16550071658258
311 => 0.16491103981331
312 => 0.16741237237075
313 => 0.16717111274354
314 => 0.15994445024295
315 => 0.16040707772939
316 => 0.15997258415267
317 => 0.16137652178807
318 => 0.15736284143063
319 => 0.15859742247603
320 => 0.15937174013423
321 => 0.15982781918349
322 => 0.16147548944577
323 => 0.16128215435783
324 => 0.16146347146525
325 => 0.16390653149539
326 => 0.17626269077088
327 => 0.17693520925791
328 => 0.17362348226567
329 => 0.17494645187814
330 => 0.17240663952384
331 => 0.17411163257255
401 => 0.17527814551435
402 => 0.1700068978379
403 => 0.16969476876062
404 => 0.16714447369726
405 => 0.16851485780821
406 => 0.16633447815359
407 => 0.16686946705439
408 => 0.16537359144825
409 => 0.16806586971344
410 => 0.17107625515166
411 => 0.17183679739708
412 => 0.16983613818341
413 => 0.16838752906284
414 => 0.16584424864864
415 => 0.17007378065816
416 => 0.1713106247104
417 => 0.17006728404289
418 => 0.1697791748427
419 => 0.16923320842894
420 => 0.16989500419833
421 => 0.17130388859206
422 => 0.17063948472999
423 => 0.17107833518618
424 => 0.16940588978781
425 => 0.1729630294302
426 => 0.17861262325459
427 => 0.17863078762254
428 => 0.17796638017908
429 => 0.17769451896808
430 => 0.17837624132468
501 => 0.17874604773742
502 => 0.18095061283218
503 => 0.1833161990126
504 => 0.1943553575305
505 => 0.19125560599258
506 => 0.20105020415214
507 => 0.20879645962696
508 => 0.21111922294116
509 => 0.20898238998656
510 => 0.2016723998783
511 => 0.20131373688944
512 => 0.21223794830939
513 => 0.20915135822267
514 => 0.20878421815331
515 => 0.20487846810818
516 => 0.20718725012141
517 => 0.20668228562733
518 => 0.20588517446971
519 => 0.21029016971979
520 => 0.2185359275913
521 => 0.2172507488988
522 => 0.21629142262257
523 => 0.21208793413581
524 => 0.21461937308798
525 => 0.21371797616363
526 => 0.21759094939126
527 => 0.21529668584808
528 => 0.20912797426702
529 => 0.21011036191864
530 => 0.20996187600139
531 => 0.21301770565663
601 => 0.21210042144448
602 => 0.20978276153708
603 => 0.21850774448732
604 => 0.21794119262544
605 => 0.2187444336338
606 => 0.21909804516674
607 => 0.2244087885371
608 => 0.22658443017111
609 => 0.227078338912
610 => 0.22914503019414
611 => 0.22702691775019
612 => 0.23550087771458
613 => 0.24113556662164
614 => 0.24768054774562
615 => 0.25724452429284
616 => 0.26084066794632
617 => 0.26019105678315
618 => 0.26744235464909
619 => 0.2804727757269
620 => 0.26282487743697
621 => 0.28140815718871
622 => 0.27552490537359
623 => 0.26157582115513
624 => 0.26067766458036
625 => 0.2701241463653
626 => 0.29107553377413
627 => 0.28582744885689
628 => 0.29108411776098
629 => 0.28495193425995
630 => 0.28464741966302
701 => 0.29078629129562
702 => 0.30513009947767
703 => 0.29831589387999
704 => 0.28854605924395
705 => 0.29575995310374
706 => 0.28951061062803
707 => 0.27542909294944
708 => 0.28582343574526
709 => 0.27887303473153
710 => 0.28090153125098
711 => 0.2955102403877
712 => 0.29375248185452
713 => 0.29602718416051
714 => 0.29201239412976
715 => 0.28826194716676
716 => 0.28126145939847
717 => 0.27918896009015
718 => 0.27976172433825
719 => 0.27918867625663
720 => 0.27527196768808
721 => 0.27442615484561
722 => 0.27301642971892
723 => 0.27345336248288
724 => 0.27080266681507
725 => 0.2758050772019
726 => 0.27673356865078
727 => 0.2803739057639
728 => 0.28075185763934
729 => 0.29089014468243
730 => 0.28530614654609
731 => 0.28905237459515
801 => 0.28871727669758
802 => 0.26187814010746
803 => 0.26557633632587
804 => 0.27132956908382
805 => 0.26873774552469
806 => 0.26507351340539
807 => 0.26211444950535
808 => 0.25763116511699
809 => 0.26394130179976
810 => 0.27223846052939
811 => 0.28096228727712
812 => 0.29144339350675
813 => 0.28910413260982
814 => 0.28076635028666
815 => 0.28114037711093
816 => 0.28345246376439
817 => 0.28045810147293
818 => 0.27957500557628
819 => 0.28333113994905
820 => 0.28335700638214
821 => 0.27991163068505
822 => 0.27608272609482
823 => 0.27606668284478
824 => 0.27538536625578
825 => 0.28507313896758
826 => 0.29040043441477
827 => 0.29101120025242
828 => 0.29035932500756
829 => 0.29061020591731
830 => 0.28751037007553
831 => 0.29459567558206
901 => 0.30109785257895
902 => 0.29935513024503
903 => 0.29674254172392
904 => 0.29466148912753
905 => 0.29886490039013
906 => 0.29867772910339
907 => 0.30104106173525
908 => 0.3009338473158
909 => 0.30013914744114
910 => 0.29935515862627
911 => 0.30246358565917
912 => 0.3015684085935
913 => 0.3006718410706
914 => 0.2988736376458
915 => 0.29911804335623
916 => 0.29650590593535
917 => 0.29529741164118
918 => 0.27712455704009
919 => 0.27226817647553
920 => 0.27379609266188
921 => 0.27429912234275
922 => 0.27218561929743
923 => 0.27521583975004
924 => 0.2747435831023
925 => 0.27658085745776
926 => 0.27543300820564
927 => 0.27548011633934
928 => 0.27885569624253
929 => 0.27983564144918
930 => 0.27933723340795
1001 => 0.2796863013156
1002 => 0.28773042391496
1003 => 0.28658680691789
1004 => 0.28597928318133
1005 => 0.28614757140825
1006 => 0.28820301720032
1007 => 0.28877842979892
1008 => 0.28634036618512
1009 => 0.28749017107967
1010 => 0.29238589438866
1011 => 0.29409912047287
1012 => 0.29956691573849
1013 => 0.29724409912734
1014 => 0.30150772954625
1015 => 0.31461267587524
1016 => 0.32508181379615
1017 => 0.31545396190866
1018 => 0.33467920046374
1019 => 0.34964880637554
1020 => 0.34907424796746
1021 => 0.34646395092352
1022 => 0.32942145258049
1023 => 0.31373869151591
1024 => 0.32685798707164
1025 => 0.32689143085402
1026 => 0.32576447173086
1027 => 0.3187650254049
1028 => 0.32552090617089
1029 => 0.32605716345234
1030 => 0.32575700197705
1031 => 0.32039054289001
1101 => 0.31219695175152
1102 => 0.31379795984729
1103 => 0.31642044376785
1104 => 0.31145553459878
1105 => 0.3098689452848
1106 => 0.31281871668045
1107 => 0.3223234947265
1108 => 0.32052667149432
1109 => 0.3204797491782
1110 => 0.32816732093708
1111 => 0.32266467863954
1112 => 0.31381815368652
1113 => 0.31158428946455
1114 => 0.30365557638782
1115 => 0.30913196675102
1116 => 0.30932905229077
1117 => 0.30632968925619
1118 => 0.31406153546634
1119 => 0.31399028514235
1120 => 0.32133052238545
1121 => 0.33536229912705
1122 => 0.33121241228276
1123 => 0.32638654538926
1124 => 0.32691125092736
1125 => 0.33266597559668
1126 => 0.32918653769402
1127 => 0.33043776782332
1128 => 0.33266408171002
1129 => 0.33400727215413
1130 => 0.32671798649298
1201 => 0.32501850531852
1202 => 0.32154196327243
1203 => 0.32063499834534
1204 => 0.32346656930145
1205 => 0.32272055039539
1206 => 0.3093124880143
1207 => 0.30791127089373
1208 => 0.30795424422234
1209 => 0.3044308171484
1210 => 0.29905674514126
1211 => 0.31317948550686
1212 => 0.31204523180788
1213 => 0.31079310350847
1214 => 0.3109464820806
1215 => 0.31707668500923
1216 => 0.31352085772796
1217 => 0.32297460734385
1218 => 0.32103120062855
1219 => 0.31903795286415
1220 => 0.31876242530729
1221 => 0.3179951949739
1222 => 0.31536407668688
1223 => 0.31218684324961
1224 => 0.31008895852708
1225 => 0.2860406730009
1226 => 0.29050389491211
1227 => 0.29563842488549
1228 => 0.29741084405696
1229 => 0.29437899841649
1230 => 0.31548379243209
1231 => 0.31933984166959
]
'min_raw' => 0.13309781056893
'max_raw' => 0.34964880637554
'avg_raw' => 0.24137330847224
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.133097'
'max' => '$0.349648'
'avg' => '$0.241373'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0051605020255504
'max_diff' => -0.063055623869148
'year' => 2027
]
2 => [
'items' => [
101 => 0.30765961700532
102 => 0.30547472387107
103 => 0.31562703366222
104 => 0.30950394978876
105 => 0.31226117408206
106 => 0.306301563281
107 => 0.31841103232658
108 => 0.31831877846136
109 => 0.31360792149787
110 => 0.31758950554486
111 => 0.31689760733472
112 => 0.31157906142527
113 => 0.31857963971843
114 => 0.31858311191792
115 => 0.31404901451342
116 => 0.30875418138652
117 => 0.3078075902818
118 => 0.30709446104102
119 => 0.31208578800444
120 => 0.31656099615237
121 => 0.32488824901749
122 => 0.32698191823842
123 => 0.3351536485912
124 => 0.33028778104045
125 => 0.33244475710216
126 => 0.33478645974004
127 => 0.33590915809791
128 => 0.33407978137108
129 => 0.34677384222734
130 => 0.34784560989958
131 => 0.34820496432933
201 => 0.34392459843093
202 => 0.34772656518082
203 => 0.34594775084645
204 => 0.35057573157563
205 => 0.35130145804699
206 => 0.35068679354422
207 => 0.35091715058104
208 => 0.34008500902601
209 => 0.33952330534228
210 => 0.33186443575799
211 => 0.33498548172509
212 => 0.32915083588522
213 => 0.33100106218455
214 => 0.3318166243077
215 => 0.33139062093731
216 => 0.3351619409813
217 => 0.33195554851413
218 => 0.32349335161354
219 => 0.31502884919306
220 => 0.31492258426021
221 => 0.31269403018377
222 => 0.31108319376655
223 => 0.311393498008
224 => 0.31248705062848
225 => 0.31101963450028
226 => 0.31133278213112
227 => 0.31653311929479
228 => 0.31757600982586
229 => 0.31403186031766
301 => 0.29980158862389
302 => 0.2963094442563
303 => 0.29881952837549
304 => 0.29761986983664
305 => 0.24020246323663
306 => 0.25369183123287
307 => 0.24567690682516
308 => 0.24937055274117
309 => 0.24118939037551
310 => 0.24509386986786
311 => 0.24437285507438
312 => 0.26606335963293
313 => 0.26572469223856
314 => 0.26588679439836
315 => 0.25814923595597
316 => 0.2704753766523
317 => 0.276547676793
318 => 0.27542385564599
319 => 0.27570669721692
320 => 0.27084654192946
321 => 0.26593385132532
322 => 0.26048492138766
323 => 0.27060835970373
324 => 0.26948280617584
325 => 0.27206442100745
326 => 0.27863019439373
327 => 0.27959702946581
328 => 0.28089646560736
329 => 0.28043071025078
330 => 0.29152689242731
331 => 0.29018307155077
401 => 0.29342129321959
402 => 0.28676002556235
403 => 0.27922216891486
404 => 0.28065486903244
405 => 0.28051688849007
406 => 0.278760237819
407 => 0.27717441213832
408 => 0.27453445918359
409 => 0.28288766097187
410 => 0.282548536234
411 => 0.28803857155067
412 => 0.28706815448109
413 => 0.2805874717891
414 => 0.28081893063928
415 => 0.28237560264206
416 => 0.28776326221745
417 => 0.28936268639927
418 => 0.28862176939222
419 => 0.29037546499109
420 => 0.29176151448851
421 => 0.29054953146797
422 => 0.30770865519275
423 => 0.30058299069229
424 => 0.30405598998976
425 => 0.3048842798581
426 => 0.30276263277739
427 => 0.30322274205871
428 => 0.30391968224764
429 => 0.30815136659991
430 => 0.31925653078801
501 => 0.32417493241152
502 => 0.33897218636548
503 => 0.32376652762414
504 => 0.3228642867617
505 => 0.32552971903307
506 => 0.33421727355245
507 => 0.34125772050991
508 => 0.34359344293882
509 => 0.34390214721638
510 => 0.34828411776892
511 => 0.35079578157072
512 => 0.34775203128657
513 => 0.3451727716147
514 => 0.33593418361953
515 => 0.33700357533581
516 => 0.34437062379624
517 => 0.3547770136636
518 => 0.36370677877012
519 => 0.36057988626355
520 => 0.38443586884658
521 => 0.38680109207674
522 => 0.38647429470315
523 => 0.39186262521386
524 => 0.38116788646453
525 => 0.37659567844839
526 => 0.3457304368316
527 => 0.35440231074907
528 => 0.36700738876942
529 => 0.36533905942681
530 => 0.35618491483373
531 => 0.36369983453057
601 => 0.36121516706553
602 => 0.3592554067469
603 => 0.36823344868476
604 => 0.35836172277645
605 => 0.366908910752
606 => 0.35594705376402
607 => 0.36059416964513
608 => 0.35795624191531
609 => 0.35966330444876
610 => 0.34968385175919
611 => 0.35506852219296
612 => 0.34945983176599
613 => 0.34945717251645
614 => 0.34933336036442
615 => 0.35593195977901
616 => 0.35614713986902
617 => 0.35127076493171
618 => 0.35056800311995
619 => 0.3531664818704
620 => 0.35012434379628
621 => 0.35154774105417
622 => 0.35016745704919
623 => 0.34985672604644
624 => 0.34738076854999
625 => 0.34631405798265
626 => 0.34673234268185
627 => 0.34530452136294
628 => 0.34444420737174
629 => 0.34916222225778
630 => 0.34664157722835
701 => 0.34877589725588
702 => 0.34634357021185
703 => 0.33791206496277
704 => 0.33306301713248
705 => 0.31713668531793
706 => 0.32165337326398
707 => 0.32464794204507
708 => 0.32365823708078
709 => 0.32578450630905
710 => 0.32591504197082
711 => 0.32522377016996
712 => 0.32442336598197
713 => 0.32403377348839
714 => 0.32693747674843
715 => 0.32862317422505
716 => 0.32494848708441
717 => 0.3240875593017
718 => 0.32780287088592
719 => 0.33006920880602
720 => 0.34680257466282
721 => 0.34556291287209
722 => 0.34867422069548
723 => 0.34832393518148
724 => 0.3515850814506
725 => 0.35691567733737
726 => 0.34607708544152
727 => 0.34795829022433
728 => 0.34749706225494
729 => 0.3525326282842
730 => 0.35254834877169
731 => 0.34952927539197
801 => 0.35116596404999
802 => 0.35025240934129
803 => 0.35190332617424
804 => 0.34554635643309
805 => 0.35328845938533
806 => 0.35767773286915
807 => 0.35773867793573
808 => 0.35981915873164
809 => 0.3619330477136
810 => 0.36599047353355
811 => 0.36181988830965
812 => 0.35431741149016
813 => 0.35485906608367
814 => 0.35046036666945
815 => 0.3505343096013
816 => 0.35013959643611
817 => 0.35132416035746
818 => 0.34580630160002
819 => 0.34710133202145
820 => 0.34528828184775
821 => 0.34795434900733
822 => 0.34508610146032
823 => 0.34749683983685
824 => 0.34853723460292
825 => 0.35237631368782
826 => 0.34451906635802
827 => 0.32849760716367
828 => 0.33186551212774
829 => 0.32688411614266
830 => 0.32734516330659
831 => 0.32827655195284
901 => 0.32525761661894
902 => 0.32583353434306
903 => 0.32581295850928
904 => 0.32563564708976
905 => 0.3248503054126
906 => 0.3237114046056
907 => 0.32824843488552
908 => 0.32901936473991
909 => 0.33073304630823
910 => 0.33583180025423
911 => 0.33532231449813
912 => 0.3361533069047
913 => 0.33433925514699
914 => 0.3274293119648
915 => 0.32780455512434
916 => 0.32312526691211
917 => 0.33061338638817
918 => 0.32884010085789
919 => 0.32769685214061
920 => 0.32738490613598
921 => 0.33249629890681
922 => 0.3340257077351
923 => 0.33307268278812
924 => 0.33111800081767
925 => 0.33487156805078
926 => 0.33587586429207
927 => 0.33610068918347
928 => 0.34275129064541
929 => 0.33647238392623
930 => 0.3379837791805
1001 => 0.34977525350753
1002 => 0.33908201340515
1003 => 0.34474646117509
1004 => 0.34446921593312
1005 => 0.34736695573776
1006 => 0.34423151669045
1007 => 0.34427038421523
1008 => 0.34684338085185
1009 => 0.3432300711181
1010 => 0.34233536481394
1011 => 0.34109933446274
1012 => 0.34379816151531
1013 => 0.34541598627588
1014 => 0.35845446568472
1015 => 0.36687791800972
1016 => 0.36651223372902
1017 => 0.36985390352236
1018 => 0.36834845067427
1019 => 0.3634869463094
1020 => 0.37178494146293
1021 => 0.36915910859349
1022 => 0.36937557906486
1023 => 0.36936752202311
1024 => 0.37111347132699
1025 => 0.36987630623129
1026 => 0.36743772683526
1027 => 0.36905656964208
1028 => 0.37386395403144
1029 => 0.38878622268458
1030 => 0.39713692191664
1031 => 0.38828350010536
1101 => 0.39439047191874
1102 => 0.39072846496726
1103 => 0.39006296936891
1104 => 0.39389859896938
1105 => 0.39774094233171
1106 => 0.39749620167044
1107 => 0.3947068576959
1108 => 0.39313122806167
1109 => 0.40506242352674
1110 => 0.4138531251028
1111 => 0.41325365818893
1112 => 0.41589951018969
1113 => 0.42366781349706
1114 => 0.42437804979594
1115 => 0.42428857634687
1116 => 0.42252818157461
1117 => 0.43017708502237
1118 => 0.43655793484814
1119 => 0.42212070104752
1120 => 0.42761821068153
1121 => 0.43008621987493
1122 => 0.43370998959618
1123 => 0.43982389653025
1124 => 0.44646522109437
1125 => 0.44740437720616
1126 => 0.44673800100209
1127 => 0.44235786892366
1128 => 0.44962488550921
1129 => 0.45388173339251
1130 => 0.45641658889078
1201 => 0.46284456067467
1202 => 0.4301014614595
1203 => 0.40692426839738
1204 => 0.403304815018
1205 => 0.41066511579294
1206 => 0.41260596840999
1207 => 0.41182361315368
1208 => 0.38573557518406
1209 => 0.40316746689714
1210 => 0.42192271666533
1211 => 0.42264318219208
1212 => 0.43203245237981
1213 => 0.43508998363213
1214 => 0.44264957681303
1215 => 0.44217672220131
1216 => 0.44401736284146
1217 => 0.44359423143374
1218 => 0.45759678594121
1219 => 0.47304368296242
1220 => 0.4725088060367
1221 => 0.47028813183051
1222 => 0.47358621170792
1223 => 0.48952906482389
1224 => 0.48806130238799
1225 => 0.48948710857076
1226 => 0.50828463089432
1227 => 0.53272408383131
1228 => 0.52136950426112
1229 => 0.54600567473618
1230 => 0.56151283814295
1231 => 0.58833087378432
]
'min_raw' => 0.24020246323663
'max_raw' => 0.58833087378432
'avg_raw' => 0.41426666851048
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.2402024'
'max' => '$0.58833'
'avg' => '$0.414266'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.1071046526677
'max_diff' => 0.23868206740878
'year' => 2028
]
3 => [
'items' => [
101 => 0.58497312364041
102 => 0.59541318811577
103 => 0.57896205009921
104 => 0.54118691188966
105 => 0.53520885167057
106 => 0.54717707961777
107 => 0.57659980018335
108 => 0.54625045344059
109 => 0.55239008675958
110 => 0.55062187195067
111 => 0.55052765129794
112 => 0.55412367038983
113 => 0.54890745714129
114 => 0.52765566598791
115 => 0.53739523663592
116 => 0.53363432067612
117 => 0.53780733732837
118 => 0.56032738711757
119 => 0.55037073629483
120 => 0.53988221346571
121 => 0.55303714868297
122 => 0.56978790174072
123 => 0.56873966971836
124 => 0.566705661468
125 => 0.57817125947811
126 => 0.5971090682858
127 => 0.60222788190824
128 => 0.60600648547479
129 => 0.60652749106658
130 => 0.61189417246526
131 => 0.58303617400673
201 => 0.62883455868638
202 => 0.63674267456571
203 => 0.63525627653821
204 => 0.6440458145137
205 => 0.64145970947226
206 => 0.63771284901465
207 => 0.65164613629414
208 => 0.63567274678651
209 => 0.61300053137425
210 => 0.6005621055935
211 => 0.61694202804077
212 => 0.6269446750988
213 => 0.63355578851632
214 => 0.63555630744192
215 => 0.58527633827888
216 => 0.55817822355493
217 => 0.57554780441247
218 => 0.59673989184309
219 => 0.58291845089104
220 => 0.58346022520891
221 => 0.56375448262207
222 => 0.59848341280724
223 => 0.59342369979554
224 => 0.61967349985072
225 => 0.61340877439974
226 => 0.63481446733338
227 => 0.62917763100106
228 => 0.65257582346523
301 => 0.66190999591996
302 => 0.67758352421939
303 => 0.68911303543918
304 => 0.69588338495185
305 => 0.69547691856205
306 => 0.72230441630599
307 => 0.70648517816777
308 => 0.68661248675801
309 => 0.68625305246794
310 => 0.69654540094727
311 => 0.71811533979204
312 => 0.72370811110465
313 => 0.72683370728849
314 => 0.72204674793014
315 => 0.70487609870612
316 => 0.69746189942835
317 => 0.70377901202304
318 => 0.69605372615541
319 => 0.70938973689532
320 => 0.72770292805941
321 => 0.72392132650223
322 => 0.73656265353848
323 => 0.74964509711461
324 => 0.76835357899779
325 => 0.77324466893513
326 => 0.78132945461006
327 => 0.78965135478331
328 => 0.79232412483746
329 => 0.79742727218267
330 => 0.79740037607718
331 => 0.81277905408341
401 => 0.8297422121623
402 => 0.83614541163907
403 => 0.85086921576141
404 => 0.82565521718553
405 => 0.84478032474288
406 => 0.8620316504921
407 => 0.8414639087452
408 => 0.86981174907409
409 => 0.87091243147648
410 => 0.88753142896213
411 => 0.87068489119574
412 => 0.86068147084612
413 => 0.88956097057222
414 => 0.90353485079396
415 => 0.89932580434796
416 => 0.86729475306766
417 => 0.84865130734611
418 => 0.7998578138407
419 => 0.85765581461991
420 => 0.88580753480867
421 => 0.86722184691333
422 => 0.87659538682284
423 => 0.9277343811886
424 => 0.9472047992384
425 => 0.94315508839254
426 => 0.94383942286158
427 => 0.95434530702816
428 => 1.0009341831189
429 => 0.97301704864364
430 => 0.9943586519149
501 => 1.0056781613371
502 => 1.0161923525316
503 => 0.99037282200223
504 => 0.9567819921478
505 => 0.94614236628579
506 => 0.86537386653601
507 => 0.86116951536422
508 => 0.85880948564661
509 => 0.84392983210994
510 => 0.83223850031024
511 => 0.82294111919179
512 => 0.79854201470397
513 => 0.80677599622539
514 => 0.76788891616068
515 => 0.79276749191258
516 => 0.73070277316792
517 => 0.78239211520155
518 => 0.75425995635864
519 => 0.77314994440967
520 => 0.7730840390209
521 => 0.73830158194279
522 => 0.7182397865915
523 => 0.7310239434061
524 => 0.74472957431898
525 => 0.74695326682332
526 => 0.76472297505544
527 => 0.76968211866442
528 => 0.75465568200892
529 => 0.72941661982395
530 => 0.7352790783278
531 => 0.71812098405703
601 => 0.68805208382407
602 => 0.70964809292402
603 => 0.71702191994023
604 => 0.72027862202825
605 => 0.69070931208565
606 => 0.68141799292074
607 => 0.67647137255906
608 => 0.72559959322586
609 => 0.72829094805467
610 => 0.71452159623123
611 => 0.77676037213671
612 => 0.76267382030237
613 => 0.77841194999031
614 => 0.73474712166596
615 => 0.73641517691044
616 => 0.71574354742178
617 => 0.72731827865665
618 => 0.71913763169085
619 => 0.72638315475659
620 => 0.73072609140779
621 => 0.75139432888547
622 => 0.7826281132737
623 => 0.74830718343128
624 => 0.73335306281417
625 => 0.74263051513986
626 => 0.76733759325154
627 => 0.80477008132279
628 => 0.78260929498558
629 => 0.79244387564748
630 => 0.79459229401206
701 => 0.77825175060391
702 => 0.80537258046615
703 => 0.81990685351856
704 => 0.8348160102263
705 => 0.84776121325054
706 => 0.82886096517784
707 => 0.84908693985976
708 => 0.83278837463129
709 => 0.81816687670666
710 => 0.81818905148352
711 => 0.80901677224939
712 => 0.79124432545171
713 => 0.78796681358397
714 => 0.8050168442241
715 => 0.81868935415358
716 => 0.81981548755827
717 => 0.82738529157415
718 => 0.83186502361557
719 => 0.87577248752185
720 => 0.89343243272655
721 => 0.9150266794372
722 => 0.92343885551606
723 => 0.94875648958138
724 => 0.92831044387593
725 => 0.9238868132759
726 => 0.86247451436841
727 => 0.87253077487413
728 => 0.8886318182286
729 => 0.86274001464294
730 => 0.87916240454638
731 => 0.88240453218709
801 => 0.86186022106472
802 => 0.87283382530246
803 => 0.84369118589394
804 => 0.78326334317516
805 => 0.80543985392932
806 => 0.82176923037718
807 => 0.79846519678848
808 => 0.84023677500557
809 => 0.81583468135155
810 => 0.80810038917029
811 => 0.77792615789695
812 => 0.79216723354529
813 => 0.81142849227224
814 => 0.79952727374065
815 => 0.82422408917065
816 => 0.85920136621961
817 => 0.88412825677756
818 => 0.88604183391617
819 => 0.87001551325937
820 => 0.8956977943905
821 => 0.89588486177056
822 => 0.86691514373944
823 => 0.84917135274945
824 => 0.84513992610327
825 => 0.85521122027318
826 => 0.86743963065893
827 => 0.88672042558717
828 => 0.89837140615417
829 => 0.92875098427031
830 => 0.93697082705777
831 => 0.94600194218057
901 => 0.9580702970774
902 => 0.97256145139372
903 => 0.94085563073148
904 => 0.94211536209344
905 => 0.91259134088973
906 => 0.88104069006064
907 => 0.90498370119577
908 => 0.93628600324966
909 => 0.92910522057253
910 => 0.92829723583127
911 => 0.92965604204979
912 => 0.92424196641366
913 => 0.8997543029665
914 => 0.88745675168422
915 => 0.90332373027829
916 => 0.91175632324307
917 => 0.92483453953206
918 => 0.92322237332679
919 => 0.95691045398932
920 => 0.9700006234601
921 => 0.96665159794954
922 => 0.96726789924228
923 => 0.99096702580114
924 => 1.0173253286317
925 => 1.0420133575169
926 => 1.0671270808745
927 => 1.0368515071616
928 => 1.0214794379681
929 => 1.0373394895356
930 => 1.0289239229275
1001 => 1.0772822648771
1002 => 1.0806304915521
1003 => 1.1289853366432
1004 => 1.1748798426225
1005 => 1.1460543257024
1006 => 1.1732354898282
1007 => 1.2026341349432
1008 => 1.2593488911282
1009 => 1.2402493564942
1010 => 1.2256194122925
1011 => 1.2117941857133
1012 => 1.2405622875318
1013 => 1.2775719909397
1014 => 1.2855435265792
1015 => 1.2984604596762
1016 => 1.2848798839321
1017 => 1.3012361915645
1018 => 1.3589811448326
1019 => 1.3433779487308
1020 => 1.3212189019272
1021 => 1.3668029966481
1022 => 1.3832997033239
1023 => 1.4990822301672
1024 => 1.6452624530444
1025 => 1.5847428809021
1026 => 1.547176429519
1027 => 1.5560054366822
1028 => 1.6093855055641
1029 => 1.6265294894903
1030 => 1.5799262312933
1031 => 1.5963872899462
1101 => 1.6870893415389
1102 => 1.7357480821482
1103 => 1.6696629766601
1104 => 1.4873367915915
1105 => 1.3192237222099
1106 => 1.3638148784401
1107 => 1.3587596251483
1108 => 1.4562076642733
1109 => 1.3430058176641
1110 => 1.3449118464387
1111 => 1.4443750078135
1112 => 1.417839941589
1113 => 1.3748565326597
1114 => 1.3195375486634
1115 => 1.2172752903595
1116 => 1.1266987563857
1117 => 1.3043401980383
1118 => 1.2966799760543
1119 => 1.28558683944
1120 => 1.3102734145722
1121 => 1.4301444160075
1122 => 1.4273810014399
1123 => 1.409801567867
1124 => 1.423135413294
1125 => 1.3725190450882
1126 => 1.3855640356881
1127 => 1.3191970922408
1128 => 1.3491977224074
1129 => 1.374764309569
1130 => 1.3798971804615
1201 => 1.3914618006731
1202 => 1.2926433871518
1203 => 1.3370099536667
1204 => 1.3630711549091
1205 => 1.2453256995814
1206 => 1.3607437058378
1207 => 1.2909231784236
1208 => 1.2672250427501
1209 => 1.2991314604425
1210 => 1.2866974984377
1211 => 1.2760075080528
1212 => 1.2700423097407
1213 => 1.2934708615111
1214 => 1.2923778915679
1215 => 1.2540442335854
1216 => 1.2040395394271
1217 => 1.2208227561347
1218 => 1.2147252561613
1219 => 1.1926271296646
1220 => 1.2075185987854
1221 => 1.1419441051774
1222 => 1.0291265971903
1223 => 1.1036572986603
1224 => 1.1007879477275
1225 => 1.0993410908725
1226 => 1.1553488531499
1227 => 1.1499649991258
1228 => 1.1401932513533
1229 => 1.1924476638537
1230 => 1.17337410037
1231 => 1.2321543287299
]
'min_raw' => 0.52765566598791
'max_raw' => 1.7357480821482
'avg_raw' => 1.1317018740681
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.527655'
'max' => '$1.73'
'avg' => '$1.13'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.28745320275128
'max_diff' => 1.1474172083639
'year' => 2029
]
4 => [
'items' => [
101 => 1.2708707887945
102 => 1.2610510421758
103 => 1.2974640599995
104 => 1.2212094075503
105 => 1.2465381442883
106 => 1.2517583618259
107 => 1.1918028525147
108 => 1.1508458642274
109 => 1.1481145000525
110 => 1.0771007265831
111 => 1.1150357111673
112 => 1.1484169277451
113 => 1.1324299154914
114 => 1.1273689050103
115 => 1.153224509959
116 => 1.1552337119018
117 => 1.1094236946803
118 => 1.1189490478752
119 => 1.1586713541563
120 => 1.1179481476739
121 => 1.0388296095765
122 => 1.019207118229
123 => 1.016589116169
124 => 0.96337136335508
125 => 1.0205183869294
126 => 0.99557217969421
127 => 1.0743769494488
128 => 1.0293640876034
129 => 1.0274236730954
130 => 1.0244904519695
131 => 0.97868373372487
201 => 0.98871249385162
202 => 1.0220496199363
203 => 1.0339446820929
204 => 1.0327039296565
205 => 1.0218862498314
206 => 1.0268385282599
207 => 1.0108855139536
208 => 1.0052521725688
209 => 0.98747179758575
210 => 0.96133955831457
211 => 0.96497340646356
212 => 0.913198602595
213 => 0.88498894155058
214 => 0.87718087917084
215 => 0.86673961183527
216 => 0.87836024809955
217 => 0.9130519310808
218 => 0.87120640115429
219 => 0.79946517521794
220 => 0.80377694513781
221 => 0.81346421197179
222 => 0.79541205431435
223 => 0.77832720209433
224 => 0.79318109496176
225 => 0.76278339178466
226 => 0.817137629174
227 => 0.81566749937861
228 => 0.83592739783387
301 => 0.84859632811291
302 => 0.8193985454346
303 => 0.81205538205021
304 => 0.81623838164213
305 => 0.74710271613445
306 => 0.83027753899685
307 => 0.83099683831888
308 => 0.82483776082443
309 => 0.8691257862641
310 => 0.96258733372336
311 => 0.92742334008715
312 => 0.91380677891387
313 => 0.88792168616983
314 => 0.92241203534654
315 => 0.91976371466303
316 => 0.90778700418642
317 => 0.90054345232054
318 => 0.91388991873284
319 => 0.89888967743326
320 => 0.89619522191679
321 => 0.8798697530835
322 => 0.87404230347152
323 => 0.86972789177626
324 => 0.86497814842512
325 => 0.87545489869544
326 => 0.85171320425163
327 => 0.82308304817939
328 => 0.82070276048456
329 => 0.82727494408701
330 => 0.82436724208445
331 => 0.82068883952605
401 => 0.81366576728873
402 => 0.81158217178011
403 => 0.81835284636628
404 => 0.81070914951335
405 => 0.82198784059357
406 => 0.81892066069819
407 => 0.80178764313249
408 => 0.78043355979008
409 => 0.78024346365663
410 => 0.77564276142823
411 => 0.76978307542014
412 => 0.76815304482415
413 => 0.79193014153535
414 => 0.8411480201389
415 => 0.83148537288501
416 => 0.83846762579387
417 => 0.87281339951577
418 => 0.88373088816851
419 => 0.87598191331768
420 => 0.86537463860592
421 => 0.86584130486041
422 => 0.90208957359092
423 => 0.90435033364861
424 => 0.91006254496556
425 => 0.91740435077856
426 => 0.8772322545945
427 => 0.86394920274276
428 => 0.85765495585974
429 => 0.83827111164014
430 => 0.85917492578577
501 => 0.84699516847368
502 => 0.84863863385484
503 => 0.84756832486935
504 => 0.8481527859494
505 => 0.81712243605691
506 => 0.82842826465056
507 => 0.8096301318121
508 => 0.78446154213084
509 => 0.78437716819299
510 => 0.79053714486116
511 => 0.78687294969902
512 => 0.77701269473277
513 => 0.77841329741164
514 => 0.76614254416139
515 => 0.77990318902538
516 => 0.78029779508212
517 => 0.7749991972621
518 => 0.79619936927813
519 => 0.80488509705079
520 => 0.80139744645869
521 => 0.80464039418789
522 => 0.83188689950264
523 => 0.83632926871732
524 => 0.83830227567604
525 => 0.83565870772469
526 => 0.80513841028792
527 => 0.80649211526157
528 => 0.79655952636232
529 => 0.78816753541288
530 => 0.78850317104066
531 => 0.79281774527113
601 => 0.81165974398203
602 => 0.85131161947263
603 => 0.85281637916236
604 => 0.85464019180324
605 => 0.84722182921798
606 => 0.84498438007809
607 => 0.84793615302822
608 => 0.86282731266592
609 => 0.90113141816449
610 => 0.88759218903611
611 => 0.87658458500408
612 => 0.88624122136891
613 => 0.88475465789176
614 => 0.87220656612002
615 => 0.87185438297671
616 => 0.84777058299914
617 => 0.83886735050902
618 => 0.83142714304488
619 => 0.82330263072557
620 => 0.81848614748656
621 => 0.82588645479416
622 => 0.82757899263327
623 => 0.81139809136997
624 => 0.80919269431827
625 => 0.82240636757889
626 => 0.81659152263228
627 => 0.82257223486108
628 => 0.82395981139976
629 => 0.82373637961844
630 => 0.81766501366349
701 => 0.82153472127244
702 => 0.81238170916192
703 => 0.80242918322971
704 => 0.79608009174923
705 => 0.79053966734774
706 => 0.79361381681704
707 => 0.78265503527649
708 => 0.77914910050497
709 => 0.8202237514057
710 => 0.85056603765299
711 => 0.85012484879409
712 => 0.8474392250801
713 => 0.84344893299999
714 => 0.86253539794627
715 => 0.8558860552049
716 => 0.86072400762042
717 => 0.8619554695584
718 => 0.86568273395204
719 => 0.86701491060357
720 => 0.86298814750648
721 => 0.84947383872495
722 => 0.8157974661433
723 => 0.80012102379892
724 => 0.79494753671347
725 => 0.79513558314318
726 => 0.78994842313568
727 => 0.79147627423009
728 => 0.78941709887622
729 => 0.78551751892402
730 => 0.79337302874372
731 => 0.7942783030713
801 => 0.79244473321303
802 => 0.79287660529085
803 => 0.7776954299923
804 => 0.77884962177847
805 => 0.77242293524548
806 => 0.77121800899541
807 => 0.75497190507562
808 => 0.7261895770713
809 => 0.74213778075387
810 => 0.72287459336211
811 => 0.71557933241193
812 => 0.75011396310423
813 => 0.74664764402428
814 => 0.74071481253208
815 => 0.7319389182447
816 => 0.72868385368709
817 => 0.70890711186331
818 => 0.70773859645155
819 => 0.71754048371636
820 => 0.713017250006
821 => 0.70666491679408
822 => 0.68365740982621
823 => 0.65778935447055
824 => 0.65857014846094
825 => 0.6667982955773
826 => 0.69072274303491
827 => 0.68137504751608
828 => 0.67459318716472
829 => 0.67332314858288
830 => 0.68922034044044
831 => 0.71171819748353
901 => 0.72227368864697
902 => 0.71181351747904
903 => 0.69979743605692
904 => 0.70052879925593
905 => 0.70539423096241
906 => 0.70590551904127
907 => 0.6980842853086
908 => 0.70028591679121
909 => 0.69694143724772
910 => 0.67641637246279
911 => 0.67604513912652
912 => 0.67100795721692
913 => 0.6708554333506
914 => 0.66228593033845
915 => 0.66108699762888
916 => 0.64407172926661
917 => 0.65527123042963
918 => 0.64775919304968
919 => 0.63643678080761
920 => 0.6344847926694
921 => 0.63442611354887
922 => 0.64605169927643
923 => 0.65513537869166
924 => 0.64788986815608
925 => 0.64624020585545
926 => 0.66385428335766
927 => 0.66161273143962
928 => 0.65967156193506
929 => 0.70970376114398
930 => 0.67009937140893
1001 => 0.65282959694492
1002 => 0.63145497160447
1003 => 0.63841465739554
1004 => 0.63988116545077
1005 => 0.58847904457281
1006 => 0.56762521053435
1007 => 0.56046896055251
1008 => 0.55635043751344
1009 => 0.5582273001795
1010 => 0.53945640363412
1011 => 0.55207075655459
1012 => 0.53581674681067
1013 => 0.53309170918198
1014 => 0.56215589208953
1015 => 0.56620000335062
1016 => 0.54894656830392
1017 => 0.56002606668131
1018 => 0.55600848655312
1019 => 0.53609537515589
1020 => 0.53533484077145
1021 => 0.52534314145204
1022 => 0.50970806679138
1023 => 0.5025624181264
1024 => 0.49884090226032
1025 => 0.50037647223756
1026 => 0.49960004106785
1027 => 0.4945333024872
1028 => 0.49989046059238
1029 => 0.4862051353642
1030 => 0.48075552858817
1031 => 0.47829406763736
1101 => 0.46614755379942
1102 => 0.48547805889481
1103 => 0.48928641191789
1104 => 0.49310226857288
1105 => 0.52631669555862
1106 => 0.5246573966494
1107 => 0.53965665067733
1108 => 0.53907380724766
1109 => 0.53479577702709
1110 => 0.51674747122832
1111 => 0.5239412042396
1112 => 0.50180001218523
1113 => 0.51838969872707
1114 => 0.51081885859125
1115 => 0.51582999006157
1116 => 0.50681952384242
1117 => 0.51180628788113
1118 => 0.49018951370024
1119 => 0.47000407412635
1120 => 0.4781272842606
1121 => 0.48695814267829
1122 => 0.50610569378872
1123 => 0.49470157031121
1124 => 0.49880292435137
1125 => 0.4850640748752
1126 => 0.45671690409753
1127 => 0.45687734600564
1128 => 0.45251675135818
1129 => 0.44874856092553
1130 => 0.49601147107743
1201 => 0.49013358108399
1202 => 0.48076793265869
1203 => 0.49330422525204
1204 => 0.49661901999143
1205 => 0.49671338753761
1206 => 0.50585954300517
1207 => 0.51074084781775
1208 => 0.51160119894775
1209 => 0.52599287219173
1210 => 0.53081677123235
1211 => 0.55068572867692
1212 => 0.51032670320818
1213 => 0.50949553563765
1214 => 0.49348063659755
1215 => 0.48332373444078
1216 => 0.49417608837783
1217 => 0.50378979247202
1218 => 0.49377936118185
1219 => 0.49508651217661
1220 => 0.48164832605185
1221 => 0.48645184526603
1222 => 0.49058928311719
1223 => 0.48830483312313
1224 => 0.4848849009134
1225 => 0.50300157836953
1226 => 0.50197936442762
1227 => 0.51885003097538
1228 => 0.5320019219823
1229 => 0.55557246184843
1230 => 0.53097537473809
1231 => 0.53007895911923
]
'min_raw' => 0.44874856092553
'max_raw' => 1.2974640599995
'avg_raw' => 0.87310631046252
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.448748'
'max' => '$1.29'
'avg' => '$0.8731063'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.078907105062381
'max_diff' => -0.43828402214871
'year' => 2030
]
5 => [
'items' => [
101 => 0.53884156558324
102 => 0.53081542972296
103 => 0.53588767053386
104 => 0.55475524543726
105 => 0.55515388756383
106 => 0.54847611832235
107 => 0.54806977545713
108 => 0.54935231408675
109 => 0.55686418289978
110 => 0.55423930512009
111 => 0.55727688014052
112 => 0.56107541421656
113 => 0.57678776170015
114 => 0.58057595548455
115 => 0.57137260854176
116 => 0.57220356772519
117 => 0.56876126333106
118 => 0.56543604041829
119 => 0.5729106559164
120 => 0.58657066265314
121 => 0.58648568446018
122 => 0.58965454051052
123 => 0.59162871157766
124 => 0.58315412417596
125 => 0.57763747939666
126 => 0.57975291203827
127 => 0.58313553490033
128 => 0.57865597303396
129 => 0.55100604205978
130 => 0.55939326483291
131 => 0.55799722084922
201 => 0.5560090844517
202 => 0.56444250180656
203 => 0.56362907812923
204 => 0.53926388095903
205 => 0.54082366182918
206 => 0.5393587363999
207 => 0.54409221015744
208 => 0.53055980660611
209 => 0.53472228279637
210 => 0.53733294884211
211 => 0.53887065119914
212 => 0.54442588652508
213 => 0.54377404377787
214 => 0.54438536706468
215 => 0.55262231452531
216 => 0.5942819682021
217 => 0.59654941123488
218 => 0.58538369246313
219 => 0.58984417687838
220 => 0.58128102220181
221 => 0.58702952530434
222 => 0.59096250513095
223 => 0.57319012556305
224 => 0.57213776058683
225 => 0.56353926272482
226 => 0.56815960843205
227 => 0.56080830619724
228 => 0.56261205862803
301 => 0.55756860958323
302 => 0.56664581372317
303 => 0.57679553840654
304 => 0.57935975968633
305 => 0.57261439746587
306 => 0.56773031067722
307 => 0.55915546319456
308 => 0.57341562566116
309 => 0.57758573173698
310 => 0.57339372186922
311 => 0.57242234158563
312 => 0.57058157770349
313 => 0.57281286834508
314 => 0.57756302044371
315 => 0.57532293643553
316 => 0.57680255138814
317 => 0.57116378496113
318 => 0.58315692961701
319 => 0.602204929638
320 => 0.60226617207273
321 => 0.60002607598966
322 => 0.59910947693601
323 => 0.60140795145764
324 => 0.60265477959725
325 => 0.61008762473204
326 => 0.61806336369927
327 => 0.65528265737182
328 => 0.64483162864398
329 => 0.67785480017595
330 => 0.70397184133559
331 => 0.71180320001957
401 => 0.70459871852421
402 => 0.67995257650702
403 => 0.67874331919903
404 => 0.71557506070547
405 => 0.70516840672927
406 => 0.7039305683525
407 => 0.6907620593846
408 => 0.69854627913619
409 => 0.6968437560889
410 => 0.69415624016848
411 => 0.70900798920107
412 => 0.73680913756529
413 => 0.73247606787521
414 => 0.72924163235688
415 => 0.71506927744559
416 => 0.72360420061226
417 => 0.72056507794829
418 => 0.73362307758758
419 => 0.72588780787138
420 => 0.70508956609017
421 => 0.70840175464573
422 => 0.70790112400875
423 => 0.71820406704261
424 => 0.71511137927862
425 => 0.70729722708697
426 => 0.73671411626256
427 => 0.73480394710483
428 => 0.73751213024502
429 => 0.73870435621668
430 => 0.75660989827413
501 => 0.76394522594163
502 => 0.76561047374514
503 => 0.77257846769466
504 => 0.76543710370798
505 => 0.79400765136094
506 => 0.81300539841249
507 => 0.83507225922798
508 => 0.86731787389244
509 => 0.87944252329489
510 => 0.87725231390387
511 => 0.90170057092835
512 => 0.94563354534712
513 => 0.88613242412571
514 => 0.94878724925187
515 => 0.92895145500167
516 => 0.88192114366515
517 => 0.87889294606602
518 => 0.91074241893626
519 => 0.98138148436428
520 => 0.9636871996562
521 => 0.98141042587525
522 => 0.96073534106614
523 => 0.95970864884208
524 => 0.98040628315373
525 => 1.0287674338922
526 => 1.005792863967
527 => 0.97285318438351
528 => 0.99717533118977
529 => 0.97610523671776
530 => 0.92862841672422
531 => 0.96367366917016
601 => 0.94023990689088
602 => 0.9470791245313
603 => 0.99633340733326
604 => 0.99040700171586
605 => 0.99807631935516
606 => 0.98454017446279
607 => 0.97189528067918
608 => 0.94829264740994
609 => 0.94130507129467
610 => 0.94323618594628
611 => 0.94130411433015
612 => 0.92809865793541
613 => 0.92524694088427
614 => 0.92049395419577
615 => 0.92196710351513
616 => 0.91303009800545
617 => 0.92989607388176
618 => 0.93302654762688
619 => 0.94530019836399
620 => 0.94657448949979
621 => 0.98075643209816
622 => 0.96192959251919
623 => 0.97456026193989
624 => 0.97343045598243
625 => 0.88294043312019
626 => 0.89540915987037
627 => 0.91480658579166
628 => 0.90606807170671
629 => 0.89371385728797
630 => 0.88373716675377
701 => 0.86862146042548
702 => 0.88989652681112
703 => 0.91787097675717
704 => 0.94728396771529
705 => 0.98262174913596
706 => 0.97473476769999
707 => 0.94662335247208
708 => 0.9478844100238
709 => 0.95567977160069
710 => 0.94558407007534
711 => 0.942606650604
712 => 0.95527071988672
713 => 0.95535793037182
714 => 0.94374160566061
715 => 0.93083218650908
716 => 0.93077809557147
717 => 0.92848098912365
718 => 0.96114399120016
719 => 0.97910533974025
720 => 0.98116457940421
721 => 0.9789667365037
722 => 0.97981259900684
723 => 0.96936128604267
724 => 0.99324988823818
725 => 1.0151724319507
726 => 1.0092967219289
727 => 1.0004881973248
728 => 0.99347178320169
729 => 1.0076438777463
730 => 1.0070128166852
731 => 1.0149809576562
801 => 1.0146194767555
802 => 1.0119400906439
803 => 1.0092968176182
804 => 1.0197770963831
805 => 1.0167589444069
806 => 1.0137361044071
807 => 1.0076733360138
808 => 1.0084973669304
809 => 0.99969036324233
810 => 0.99561584035515
811 => 0.93434479227938
812 => 0.91797116614428
813 => 0.92312264224228
814 => 0.92481864193176
815 => 0.91769281885439
816 => 0.92790941867358
817 => 0.92631717241381
818 => 0.93251167117764
819 => 0.92864161728387
820 => 0.9288004456456
821 => 0.9401814489647
822 => 0.94348540264648
823 => 0.94180498513775
824 => 0.94298189195952
825 => 0.97010321292597
826 => 0.96624742837556
827 => 0.96419911968179
828 => 0.96476651518836
829 => 0.97169659418296
830 => 0.97363663793317
831 => 0.9654165362391
901 => 0.96929318371786
902 => 0.98579945666263
903 => 0.99157571801916
904 => 1.0100107715065
905 => 1.0021792331281
906 => 1.0165543607626
907 => 1.060738602269
908 => 1.0960360317012
909 => 1.0635750568673
910 => 1.1283942909191
911 => 1.1788653623952
912 => 1.176928198608
913 => 1.1681273998792
914 => 1.1106674268465
915 => 1.0577919029818
916 => 1.102024523908
917 => 1.1021372819552
918 => 1.0983376605897
919 => 1.074738538616
920 => 1.0975164622991
921 => 1.0993244911638
922 => 1.0983124757932
923 => 1.080219084307
924 => 1.0525938197254
925 => 1.0579917302991
926 => 1.0668336179332
927 => 1.0500940800308
928 => 1.0447447833866
929 => 1.0546901435935
930 => 1.0867361663782
1001 => 1.0806780514007
1002 => 1.0805198495359
1003 => 1.1064390344501
1004 => 1.0878864917617
1005 => 1.0580598152379
1006 => 1.0505281860501
1007 => 1.0237959763469
1008 => 1.0422600088058
1009 => 1.0429244964631
1010 => 1.0328119345832
1011 => 1.058880393901
1012 => 1.0586401684591
1013 => 1.0833882908032
1014 => 1.1306974057549
1015 => 1.1167057725235
1016 => 1.1004350253608
1017 => 1.1022041067163
1018 => 1.1216065627209
1019 => 1.1098753949055
1020 => 1.1140940046445
1021 => 1.1216001773498
1022 => 1.1261288377107
1023 => 1.1015525021825
1024 => 1.0958225827488
1025 => 1.084101178516
1026 => 1.081043282942
1027 => 1.0905901221145
1028 => 1.0880748672874
1029 => 1.0428686488485
1030 => 1.0381443474966
1031 => 1.0382892350743
1101 => 1.0264097546967
1102 => 1.0082906957189
1103 => 1.0559065008798
1104 => 1.0520822853426
1105 => 1.0478606473604
1106 => 1.0483777739249
1107 => 1.0690461810958
1108 => 1.0570574611571
1109 => 1.0889314380268
1110 => 1.0823791066018
1111 => 1.0756587326
1112 => 1.0747297722054
1113 => 1.07214300157
1114 => 1.0632720025665
1115 => 1.0525597382054
1116 => 1.0454865733938
1117 => 0.96440609974457
1118 => 0.97945416403044
1119 => 0.99676559031712
1120 => 1.0027414253001
1121 => 0.99251934604652
1122 => 1.0636756325598
1123 => 1.0766765717848
1124 => 1.037295878842
1125 => 1.0299293590954
1126 => 1.064158580368
1127 => 1.0435141755885
1128 => 1.0528103497966
1129 => 1.0327171058941
1130 => 1.0735450262374
1201 => 1.0732339858899
1202 => 1.0573510027359
1203 => 1.0707751913357
1204 => 1.0684424082134
1205 => 1.0505105593507
1206 => 1.0741134978308
1207 => 1.0741252045939
1208 => 1.058838178634
1209 => 1.0409862790732
1210 => 1.0377947810748
1211 => 1.0353904160504
1212 => 1.0522190233909
1213 => 1.0673075001107
1214 => 1.0953834145357
1215 => 1.1024423664894
1216 => 1.1299939259057
1217 => 1.1135883137344
1218 => 1.1208607091217
1219 => 1.1287559230578
1220 => 1.1325411789556
1221 => 1.1263733075981
1222 => 1.169172220046
1223 => 1.1727857595814
1224 => 1.1739973481306
1225 => 1.1595657956585
1226 => 1.1723843920007
1227 => 1.1663869952795
1228 => 1.1819905554232
1229 => 1.18443739289
1230 => 1.1823650086044
1231 => 1.183141673437
]
'min_raw' => 0.53055980660611
'max_raw' => 1.18443739289
'avg_raw' => 0.85749859974805
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.530559'
'max' => '$1.18'
'avg' => '$0.857498'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.081811245680584
'max_diff' => -0.11302666710953
'year' => 2031
]
6 => [
'items' => [
101 => 1.1466203519083
102 => 1.1447265287217
103 => 1.1189041151931
104 => 1.1294269395756
105 => 1.1097550237645
106 => 1.1159931909114
107 => 1.1187429155503
108 => 1.1173066154444
109 => 1.1300218842779
110 => 1.1192113082117
111 => 1.0906804205496
112 => 1.0621417596663
113 => 1.061783480026
114 => 1.0542697543646
115 => 1.0488387069189
116 => 1.0498849193337
117 => 1.0535719083431
118 => 1.0486244124151
119 => 1.0496802115158
120 => 1.0672135113391
121 => 1.0707296895768
122 => 1.0587803420653
123 => 1.0108019875239
124 => 0.99902797897489
125 => 1.0074909028312
126 => 1.00344617031
127 => 0.80985937520273
128 => 0.85533972119966
129 => 0.8283168439749
130 => 0.84077022906287
131 => 0.81318686895652
201 => 0.82635109416704
202 => 0.82392014245119
203 => 0.89705119295298
204 => 0.89590935218786
205 => 0.89645589093725
206 => 0.87036817242965
207 => 0.91192661637101
208 => 0.93239980024982
209 => 0.92861075879
210 => 0.92956437889375
211 => 0.91317802601686
212 => 0.89661454665189
213 => 0.87824309893495
214 => 0.91237497801347
215 => 0.90858009571054
216 => 0.9172841903579
217 => 0.93942115373742
218 => 0.9426809056852
219 => 0.94706204536017
220 => 0.94549171865745
221 => 0.98290327157634
222 => 0.97837248566849
223 => 0.98929037611034
224 => 0.96683144712911
225 => 0.94141703716573
226 => 0.94624748564011
227 => 0.94578227460801
228 => 0.93985960422507
229 => 0.93451288222382
301 => 0.92561209652134
302 => 0.95377549955243
303 => 0.95263211682178
304 => 0.97114215419395
305 => 0.96787032529151
306 => 0.94602025112866
307 => 0.94680063080197
308 => 0.95204905914272
309 => 0.97021392955553
310 => 0.97560649985275
311 => 0.97310844643431
312 => 0.97902115358501
313 => 0.98369431623644
314 => 0.97960803086475
315 => 1.0374612145146
316 => 1.0134365391533
317 => 1.0251459987618
318 => 1.0279386358823
319 => 1.020785354621
320 => 1.0223366451868
321 => 1.0246864276925
322 => 1.038953846933
323 => 1.076395683331
324 => 1.0929784177964
325 => 1.1428683926135
326 => 1.0916014525419
327 => 1.0885594844817
328 => 1.0975461754792
329 => 1.126836872087
330 => 1.1505742305523
331 => 1.1584492817964
401 => 1.1594900998212
402 => 1.1742642194785
403 => 1.182732469345
404 => 1.1724702527542
405 => 1.1637740986923
406 => 1.132625554249
407 => 1.1362310830829
408 => 1.1610696013182
409 => 1.1961554713069
410 => 1.2262627978198
411 => 1.2157202614213
412 => 1.2961523722715
413 => 1.3041268875266
414 => 1.3030250673653
415 => 1.3211921998833
416 => 1.2851341415072
417 => 1.2697186229594
418 => 1.165654305906
419 => 1.1948921342697
420 => 1.2373910348737
421 => 1.2317661460161
422 => 1.2009023083985
423 => 1.2262393848314
424 => 1.217862154999
425 => 1.2112546862587
426 => 1.2415247814791
427 => 1.2082415683573
428 => 1.2370590093625
429 => 1.2001003431951
430 => 1.2157684188395
501 => 1.2068744613242
502 => 1.212629941839
503 => 1.178983520353
504 => 1.1971383126662
505 => 1.1782282213054
506 => 1.1782192554599
507 => 1.177801814145
508 => 1.2000494527708
509 => 1.2007749474677
510 => 1.1843339089089
511 => 1.1819644983953
512 => 1.1907254509224
513 => 1.1804686700102
514 => 1.1852677532436
515 => 1.1806140293525
516 => 1.1795663780821
517 => 1.171218514517
518 => 1.1676220253639
519 => 1.169032301431
520 => 1.164218302167
521 => 1.1613176934804
522 => 1.17722481007
523 => 1.1687262793674
524 => 1.1759222883537
525 => 1.1677215279051
526 => 1.139294119289
527 => 1.1229452159794
528 => 1.0692484763257
529 => 1.0844768050809
530 => 1.0945732028004
531 => 1.0912363434144
601 => 1.0984052085688
602 => 1.0988453186662
603 => 1.0965146475266
604 => 1.0938160289243
605 => 1.0925024906317
606 => 1.102292528903
607 => 1.1079759756371
608 => 1.095586511384
609 => 1.0926838332565
610 => 1.1052102656575
611 => 1.1128513821858
612 => 1.1692690934582
613 => 1.1650894871804
614 => 1.1755794787315
615 => 1.1743984666649
616 => 1.1853936489972
617 => 1.2033661251998
618 => 1.1668230558966
619 => 1.1731656691634
620 => 1.1716106068627
621 => 1.1885883693023
622 => 1.1886413720234
623 => 1.1784623553388
624 => 1.1839805654192
625 => 1.1809004519365
626 => 1.1864666333021
627 => 1.1650336659903
628 => 1.1911367066302
629 => 1.2059354486302
630 => 1.2061409291772
701 => 1.2131554154352
702 => 1.2202825397249
703 => 1.2339624341572
704 => 1.2199010148939
705 => 1.1946058904908
706 => 1.1964321167699
707 => 1.1816015945875
708 => 1.1818508983447
709 => 1.1805200953503
710 => 1.1845139353148
711 => 1.1659100892694
712 => 1.1702763747514
713 => 1.1641635495077
714 => 1.1731523810751
715 => 1.1634818842157
716 => 1.1716098569645
717 => 1.1751176205564
718 => 1.1880613437271
719 => 1.1615700857791
720 => 1.1075526175229
721 => 1.1189077442488
722 => 1.1021126198952
723 => 1.1036670725976
724 => 1.106807314446
725 => 1.0966287631924
726 => 1.0985705100085
727 => 1.0985011371484
728 => 1.097903319318
729 => 1.0952554850226
730 => 1.0914156014363
731 => 1.1067125157904
801 => 1.1093117596191
802 => 1.1150895566721
803 => 1.1322803615847
804 => 1.1305625947868
805 => 1.1333643437036
806 => 1.1272481415494
807 => 1.1039507856739
808 => 1.1052159441849
809 => 1.0894393972799
810 => 1.1146861148972
811 => 1.1087073589251
812 => 1.1048528160557
813 => 1.1038010683217
814 => 1.1210344859146
815 => 1.1261909945591
816 => 1.1229778044122
817 => 1.1163874576773
818 => 1.1290428716695
819 => 1.1324289265647
820 => 1.1331869393828
821 => 1.1556099065419
822 => 1.1344401341589
823 => 1.139535908781
824 => 1.179291687729
825 => 1.1432386821456
826 => 1.1623367632811
827 => 1.1614020115911
828 => 1.1711719436562
829 => 1.1606005919989
830 => 1.1607316365723
831 => 1.1694066743736
901 => 1.157224148333
902 => 1.1542075835621
903 => 1.1500402209362
904 => 1.15913950477
905 => 1.1645941139032
906 => 1.2085542575476
907 => 1.236954515168
908 => 1.2357215850844
909 => 1.2469882581006
910 => 1.2419125187159
911 => 1.2255216173303
912 => 1.253498887338
913 => 1.2446457084889
914 => 1.2453755537966
915 => 1.2453483889178
916 => 1.2512349788941
917 => 1.2470637903978
918 => 1.2388419497079
919 => 1.2442999912551
920 => 1.2605084233647
921 => 1.3108198939683
922 => 1.3389748594564
923 => 1.3091249296935
924 => 1.3297150115375
925 => 1.3173682994274
926 => 1.3151245345541
927 => 1.3280566275472
928 => 1.3410113564572
929 => 1.3401861962305
930 => 1.3307817282745
1001 => 1.3254693829557
1002 => 1.3656962414757
1003 => 1.3953347055866
1004 => 1.393313561033
1005 => 1.4022342357811
1006 => 1.4284256127475
1007 => 1.4308202240163
1008 => 1.4305185580359
1009 => 1.4245832641544
1010 => 1.4503720761579
1011 => 1.4718855568422
1012 => 1.4232094151079
1013 => 1.4417446526628
1014 => 1.4500657179693
1015 => 1.462283510588
1016 => 1.4828969746756
1017 => 1.505288664126
1018 => 1.5084550945267
1019 => 1.5062083606297
1020 => 1.4914404395163
1021 => 1.5159416933013
1022 => 1.5302939531435
1023 => 1.5388403954339
1024 => 1.5605127510899
1025 => 1.4501171060358
1026 => 1.3719735814469
1027 => 1.3597703416762
1028 => 1.3845861096187
1029 => 1.3911298297231
1030 => 1.3884920643541
1031 => 1.3005344229309
1101 => 1.3593072628974
1102 => 1.4225418969405
1103 => 1.4249709967653
1104 => 1.4566275767411
1105 => 1.4669362568283
1106 => 1.4924239530317
1107 => 1.4908296906946
1108 => 1.4970355391223
1109 => 1.4956089220391
1110 => 1.5428195121882
1111 => 1.5948998039631
1112 => 1.5930964290641
1113 => 1.5856092709354
1114 => 1.5967289775067
1115 => 1.6504814198816
1116 => 1.6455327563531
1117 => 1.6503399614449
1118 => 1.7137171203599
1119 => 1.7961164422451
1120 => 1.7578336844727
1121 => 1.8408962532719
1122 => 1.8931797373734
1123 => 1.9835986169137
1124 => 1.9722777278729
1125 => 2.0074771341536
1126 => 1.952010973749
1127 => 1.8246494578996
1128 => 1.8044940104961
1129 => 1.8448457266151
1130 => 1.9440464832307
1201 => 1.8417215417637
1202 => 1.8624217441542
1203 => 1.8564600844732
1204 => 1.8561424129642
1205 => 1.8682666423985
1206 => 1.8506798152467
1207 => 1.7790279176204
1208 => 1.8118655600553
1209 => 1.7991853693181
1210 => 1.8132549863118
1211 => 1.8891829064758
1212 => 1.8556133630757
1213 => 1.8202505760721
1214 => 1.8646033586053
1215 => 1.9210796920398
1216 => 1.9175455045912
1217 => 1.9106877037651
1218 => 1.9493447679587
1219 => 2.0131949125494
1220 => 2.0304533500616
1221 => 2.0431931757999
1222 => 2.0449497825281
1223 => 2.0630439235535
1224 => 1.9657471669495
1225 => 2.120159618438
1226 => 2.1468223832522
1227 => 2.1418108885255
1228 => 2.1714454294758
1229 => 2.1627261957725
1230 => 2.1500933941422
1231 => 2.1970704449961
]
'min_raw' => 0.80985937520273
'max_raw' => 2.1970704449961
'avg_raw' => 1.5034649100994
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.809859'
'max' => '$2.19'
'avg' => '$1.50'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.27929956859661
'max_diff' => 1.0126330521061
'year' => 2032
]
7 => [
'items' => [
101 => 2.1432150470446
102 => 2.0667740898587
103 => 2.0248370689157
104 => 2.0800631210564
105 => 2.113787743975
106 => 2.1360775744354
107 => 2.1428224636648
108 => 1.9733000371963
109 => 1.8819368514745
110 => 1.9404996060411
111 => 2.0119502083978
112 => 1.9653502552457
113 => 1.9671768851839
114 => 1.9007375982414
115 => 2.0178286110571
116 => 2.0007694353803
117 => 2.0892724689689
118 => 2.0681505097217
119 => 2.1403212979452
120 => 2.1213163106995
121 => 2.2002049502021
122 => 2.2316757643243
123 => 2.2845201592766
124 => 2.3233927113189
125 => 2.3462194173916
126 => 2.3448489875798
127 => 2.4352997692596
128 => 2.3819641034126
129 => 2.3149619368576
130 => 2.3137500790538
131 => 2.3484514505406
201 => 2.4211760053208
202 => 2.4400324242761
203 => 2.4505705900321
204 => 2.4344310223406
205 => 2.3765389796653
206 => 2.3515414891575
207 => 2.3728400753172
208 => 2.3467937346522
209 => 2.3917570259524
210 => 2.4535012285483
211 => 2.4407512948753
212 => 2.4833724115673
213 => 2.5274807834712
214 => 2.5905577363249
215 => 2.6070483875336
216 => 2.6343068068983
217 => 2.662364674349
218 => 2.6713761051934
219 => 2.6885817227581
220 => 2.6884910406606
221 => 2.7403413272637
222 => 2.7975337990565
223 => 2.8191226331495
224 => 2.8687649667312
225 => 2.7837542101474
226 => 2.8482358455494
227 => 2.906399894762
228 => 2.8370543174685
301 => 2.9326310403203
302 => 2.9363420678872
303 => 2.9923741782114
304 => 2.9355748999443
305 => 2.901847669819
306 => 2.9992169194479
307 => 3.0463308322406
308 => 3.0321397382817
309 => 2.9241448125536
310 => 2.8612871336596
311 => 2.6967764636532
312 => 2.8916464586078
313 => 2.9865619487146
314 => 2.9238990043641
315 => 2.9555025486087
316 => 3.1279212385234
317 => 3.1935671123595
318 => 3.1799132295009
319 => 3.182220510942
320 => 3.217641832907
321 => 3.3747194813784
322 => 3.280594913383
323 => 3.3525496188352
324 => 3.3907141351551
325 => 3.4261634648446
326 => 3.3391111150029
327 => 3.2258572869118
328 => 3.1899850454831
329 => 2.9176684095001
330 => 2.903493145986
331 => 2.8955361410211
401 => 2.845368350258
402 => 2.8059502088325
403 => 2.7746034392693
404 => 2.6923401549975
405 => 2.7201015985752
406 => 2.5889910931278
407 => 2.672870948242
408 => 2.4636154157741
409 => 2.6378896412751
410 => 2.5430401036116
411 => 2.6067290171825
412 => 2.6065068125629
413 => 2.4892353300905
414 => 2.4215955863938
415 => 2.4646982636555
416 => 2.5109077551749
417 => 2.5184050897065
418 => 2.5783169016525
419 => 2.5950370005666
420 => 2.5443743202703
421 => 2.4592790599786
422 => 2.4790447481281
423 => 2.4211950353543
424 => 2.3198156388753
425 => 2.392628091341
426 => 2.4174894639503
427 => 2.4284696624157
428 => 2.328774669481
429 => 2.2974483382173
430 => 2.2807704623059
501 => 2.4464096883068
502 => 2.4554837790166
503 => 2.4090594479984
504 => 2.6189018263363
505 => 2.5714080333352
506 => 2.6244702363792
507 => 2.4772512191027
508 => 2.4828751838193
509 => 2.4131793417512
510 => 2.4522043562315
511 => 2.4246227338318
512 => 2.4490515207142
513 => 2.4636940348479
514 => 2.5333784405141
515 => 2.6386853252522
516 => 2.5229699140777
517 => 2.4725510523538
518 => 2.5038306306009
519 => 2.5871322694475
520 => 2.7133385164326
521 => 2.63862187808
522 => 2.6717798534101
523 => 2.679023395924
524 => 2.6239301129631
525 => 2.7153698843596
526 => 2.7643732007063
527 => 2.8146404634705
528 => 2.858286119272
529 => 2.7945626133217
530 => 2.8627558990942
531 => 2.807804148497
601 => 2.7585067474037
602 => 2.7585815112121
603 => 2.7276565313861
604 => 2.6677354861751
605 => 2.6566851260845
606 => 2.7141704947828
607 => 2.7602683165942
608 => 2.7640651539922
609 => 2.7895872767386
610 => 2.8046910060812
611 => 2.9527280861624
612 => 3.0122698243981
613 => 3.0850763348452
614 => 3.1134385738144
615 => 3.1987987446864
616 => 3.1298634740932
617 => 3.1149488946771
618 => 2.9078930412408
619 => 2.9417984256415
620 => 2.99608421745
621 => 2.908788193953
622 => 2.964157428087
623 => 2.9750884877858
624 => 2.9058219084788
625 => 2.9428201813189
626 => 2.8445637378789
627 => 2.6408270472153
628 => 2.7155967015375
629 => 2.7706523343121
630 => 2.6920811580322
701 => 2.8329169503896
702 => 2.7506435879352
703 => 2.7245668818551
704 => 2.6228323544195
705 => 2.670847135248
706 => 2.7357878138241
707 => 2.6956620246283
708 => 2.7789290621271
709 => 2.8968573937332
710 => 2.9809001455892
711 => 2.9873519045137
712 => 2.9333180454974
713 => 3.0199076494106
714 => 3.0205383601431
715 => 2.9228649332
716 => 2.8630405030453
717 => 2.8494482666425
718 => 2.8834043380917
719 => 2.9246332774676
720 => 2.9896398237103
721 => 3.0289219181374
722 => 3.1313487867904
723 => 3.1590625606394
724 => 3.1895115958082
725 => 3.2302008969285
726 => 3.2790588354461
727 => 3.1721604474536
728 => 3.1764077196921
729 => 3.0768654209025
730 => 2.9704901988361
731 => 3.0512157325258
801 => 3.1567536293575
802 => 3.1325431192153
803 => 3.1298189422484
804 => 3.134400252283
805 => 3.1161463182771
806 => 3.0335844512909
807 => 2.9921223985551
808 => 3.0456190246821
809 => 3.0740501006077
810 => 3.1181442199179
811 => 3.112708688999
812 => 3.2262904049794
813 => 3.2704248252766
814 => 3.2591333519462
815 => 3.2612112547835
816 => 3.3411145145969
817 => 3.429983372868
818 => 3.5132207859177
819 => 3.5978934576019
820 => 3.495817247056
821 => 3.4439892425262
822 => 3.4974625136997
823 => 3.4690888433243
824 => 3.632132369479
825 => 3.6434211494795
826 => 3.8064528857316
827 => 3.9611894168928
828 => 3.8640021740633
829 => 3.955645366642
830 => 4.0547649511949
831 => 4.2459827113704
901 => 4.1815872968652
902 => 4.132261418559
903 => 4.0856487019006
904 => 4.1826423657064
905 => 4.307423164681
906 => 4.3342997536445
907 => 4.3778500954126
908 => 4.3320622361259
909 => 4.3872086692695
910 => 4.5818998108368
911 => 4.5292925457991
912 => 4.4545817724056
913 => 4.608271730337
914 => 4.6638915286578
915 => 5.0542604015877
916 => 5.5471172289955
917 => 5.3430712661762
918 => 5.2164133525323
919 => 5.2461809666045
920 => 5.4261555957173
921 => 5.4839577344791
922 => 5.3268315957324
923 => 5.3823312042549
924 => 5.6881395038148
925 => 5.8521958450239
926 => 5.6293852979558
927 => 5.0146598353895
928 => 4.4478548846898
929 => 4.5981970811749
930 => 4.581152941755
1001 => 4.9097058092699
1002 => 4.5280378799263
1003 => 4.5344641890145
1004 => 4.8698111818861
1005 => 4.7803463534908
1006 => 4.6354247892801
1007 => 4.4489129724883
1008 => 4.1041286288939
1009 => 3.7987435207495
1010 => 4.3976740438107
1011 => 4.3718470705719
1012 => 4.334445785979
1013 => 4.4176782975988
1014 => 4.8218317480639
1015 => 4.8125147029136
1016 => 4.7532444152658
1017 => 4.7982004060623
1018 => 4.6275437867344
1019 => 4.6715258833142
1020 => 4.4477650998897
1021 => 4.5489143190734
1022 => 4.6351138526909
1023 => 4.6524196852705
1024 => 4.6914106097301
1025 => 4.3582374292617
1026 => 4.5078224058414
1027 => 4.595689565365
1028 => 4.1987025420025
1029 => 4.5878424083237
1030 => 4.3524376254332
1031 => 4.2725377064589
1101 => 4.3801124213439
1102 => 4.3381904503334
1103 => 4.3021484013993
1104 => 4.282036318813
1105 => 4.3610273168365
1106 => 4.3573422923641
1107 => 4.2280976881056
1108 => 4.0595033705345
1109 => 4.1160891574312
1110 => 4.095531010557
1111 => 4.0210256342314
1112 => 4.0712332620614
1113 => 3.8501442785969
1114 => 3.4697721737516
1115 => 3.7210576373251
1116 => 3.7113834203235
1117 => 3.7065052414205
1118 => 3.8953393222759
1119 => 3.8771872825451
1120 => 3.8442411526885
1121 => 4.0204205527199
1122 => 3.9561127017611
1123 => 4.1542943455809
1124 => 4.2848295937857
1125 => 4.251721632468
1126 => 4.3744906643363
1127 => 4.1173927796741
1128 => 4.2027903839821
1129 => 4.220390711874
1130 => 4.0182465262712
1201 => 3.8801571807351
1202 => 3.8709481957216
1203 => 3.6315203004461
1204 => 3.7594207495079
1205 => 3.871967851802
1206 => 3.8180665238111
1207 => 3.8010029736255
1208 => 3.888176950891
1209 => 3.8949511155192
1210 => 3.7404994441034
1211 => 3.7726148374391
1212 => 3.9065413663887
1213 => 3.7692402325297
1214 => 3.5024865574544
1215 => 3.4363279578777
1216 => 3.4275011811492
1217 => 3.2480738119924
1218 => 3.440748991851
1219 => 3.3566411124689
1220 => 3.6223368956699
1221 => 3.4705728892606
1222 => 3.4640306462711
1223 => 3.4541410864542
1224 => 3.2997005377696
1225 => 3.3335132027227
1226 => 3.4459116508408
1227 => 3.4860166833885
1228 => 3.4818333999229
1229 => 3.4453608371263
1230 => 3.4620577896049
1231 => 3.4082710880675
]
'min_raw' => 1.8819368514745
'max_raw' => 5.8521958450239
'avg_raw' => 3.8670663482492
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$1.88'
'max' => '$5.85'
'avg' => '$3.86'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 1.0720774762718
'max_diff' => 3.6551254000278
'year' => 2033
]
8 => [
'items' => [
101 => 3.3892778842813
102 => 3.3293301086396
103 => 3.2412234394422
104 => 3.2534752121837
105 => 3.0789128461394
106 => 2.9838020043925
107 => 2.9574765769378
108 => 2.9222731151299
109 => 2.9614529016218
110 => 3.078418332889
111 => 2.9373332071802
112 => 2.6954526551234
113 => 2.7099900884464
114 => 2.7426513849205
115 => 2.6817872750171
116 => 2.624184502931
117 => 2.6742654397992
118 => 2.5717774612377
119 => 2.7550365674876
120 => 2.7500799222412
121 => 2.8183875843841
122 => 2.8611017673363
123 => 2.7626594045123
124 => 2.7379014164785
125 => 2.7520046916504
126 => 2.5189089684932
127 => 2.7993386908545
128 => 2.8017638587386
129 => 2.780998098953
130 => 2.930318268814
131 => 3.2454304013498
201 => 3.1268725417337
202 => 3.08096335506
203 => 2.9936899576341
204 => 3.1099765779226
205 => 3.1010475798383
206 => 3.0606672642792
207 => 3.0362451234347
208 => 3.0812436667643
209 => 3.0306693059394
210 => 3.0215847610447
211 => 2.9665423030655
212 => 2.9468946498391
213 => 2.932348309586
214 => 2.9163342182611
215 => 2.9516573132608
216 => 2.8716105328513
217 => 2.7750819627601
218 => 2.7670566566106
219 => 2.7892152324815
220 => 2.7794117121706
221 => 2.7670097211271
222 => 2.7433309427437
223 => 2.7363059550144
224 => 2.7591337570951
225 => 2.7333624994895
226 => 2.7713893939196
227 => 2.7610481827586
228 => 2.7032830178468
301 => 2.6312862349634
302 => 2.6306453125774
303 => 2.6151337238035
304 => 2.5953773833171
305 => 2.5898816213576
306 => 2.6700477629832
307 => 2.8359892769777
308 => 2.8034109871367
309 => 2.8269521403043
310 => 2.942751314353
311 => 2.9795603895804
312 => 2.9534341798547
313 => 2.9176710125877
314 => 2.9192444104463
315 => 3.0414579792446
316 => 3.0490802896203
317 => 3.0683394088892
318 => 3.0930928197763
319 => 2.9576497927655
320 => 2.9128650560543
321 => 2.8916435632379
322 => 2.8262895791148
323 => 2.8967682479645
324 => 2.8557033458233
325 => 2.8612444040989
326 => 2.8576357826278
327 => 2.8596063339649
328 => 2.7549853428325
329 => 2.7931037332838
330 => 2.7297245159752
331 => 2.64486685865
401 => 2.6445823860277
402 => 2.6653511774403
403 => 2.6529970876252
404 => 2.6197525495855
405 => 2.6244747793042
406 => 2.5831030780044
407 => 2.6294980529009
408 => 2.6308284947717
409 => 2.6129639022852
410 => 2.684441762386
411 => 2.7137262999897
412 => 2.7019674425184
413 => 2.7129012672028
414 => 2.8047647621617
415 => 2.8197425201253
416 => 2.8263946508376
417 => 2.8174816769216
418 => 2.7145803632544
419 => 2.7191444740858
420 => 2.6856560571407
421 => 2.6573618737446
422 => 2.658493492697
423 => 2.673040380949
424 => 2.7365674951091
425 => 2.8702565617312
426 => 2.8753299640841
427 => 2.8814790757373
428 => 2.8564675483476
429 => 2.8489238323588
430 => 2.8588759409463
501 => 2.9090825253324
502 => 3.0382274913281
503 => 2.9925790350429
504 => 2.9554661295226
505 => 2.9880241532314
506 => 2.9830121006797
507 => 2.9407053331915
508 => 2.9395179231351
509 => 2.8583177100335
510 => 2.8282998400893
511 => 2.8032146611652
512 => 2.7758223006453
513 => 2.7595831911289
514 => 2.7845338438894
515 => 2.7902403533832
516 => 2.7356853150595
517 => 2.7282496649238
518 => 2.7728004868712
519 => 2.7531953311542
520 => 2.7733597199936
521 => 2.7780380311713
522 => 2.777284715321
523 => 2.7568146811147
524 => 2.7698616704926
525 => 2.7390016511191
526 => 2.7054460150755
527 => 2.6840396098696
528 => 2.6653596821799
529 => 2.6757243917459
530 => 2.6387760946643
531 => 2.6269555908055
601 => 2.7654416440579
602 => 2.8677427805714
603 => 2.8662552815308
604 => 2.8572005136748
605 => 2.8437469653334
606 => 2.9080983144743
607 => 2.8856795911794
608 => 2.9019910855234
609 => 2.9061430454252
610 => 2.9187097775577
611 => 2.9232013041479
612 => 2.9096247912265
613 => 2.8640603556306
614 => 2.7505181142624
615 => 2.697663894404
616 => 2.6802211214941
617 => 2.6808551331608
618 => 2.6633662610396
619 => 2.6685175176756
620 => 2.661574864203
621 => 2.6484271581341
622 => 2.6749125579455
623 => 2.6779647535451
624 => 2.6717827447522
625 => 2.6732388316149
626 => 2.6220544391801
627 => 2.6259458773702
628 => 2.6042778550273
629 => 2.6002153620499
630 => 2.5454404884176
701 => 2.4483988600331
702 => 2.5021693422169
703 => 2.4372221610128
704 => 2.4126256793804
705 => 2.5290615978904
706 => 2.5173746611017
707 => 2.4973717055086
708 => 2.4677831652054
709 => 2.4568084877881
710 => 2.3901298219612
711 => 2.3861900906673
712 => 2.4192378379265
713 => 2.4039874396699
714 => 2.3825701047402
715 => 2.3049986886652
716 => 2.2177827339836
717 => 2.2204152354355
718 => 2.2481570079092
719 => 2.3288199528641
720 => 2.2973035447871
721 => 2.2744380291181
722 => 2.2701560053682
723 => 2.3237544976224
724 => 2.3996075933935
725 => 2.4351961688119
726 => 2.3999289714133
727 => 2.3594159139627
728 => 2.3618817560502
729 => 2.3782858987423
730 => 2.3800097421971
731 => 2.3536399066063
801 => 2.3610628608629
802 => 2.349786714578
803 => 2.2805850256413
804 => 2.2793333865294
805 => 2.2623501760364
806 => 2.2618359311722
807 => 2.2329432534631
808 => 2.228900968126
809 => 2.1715328028745
810 => 2.2092927029698
811 => 2.1839653444696
812 => 2.1457910410899
813 => 2.1392097767985
814 => 2.1390119360468
815 => 2.1782084099997
816 => 2.2088346693504
817 => 2.1844059247143
818 => 2.178843973092
819 => 2.2382310651663
820 => 2.2306735163745
821 => 2.2241287278617
822 => 2.3928157806312
823 => 2.2592868155493
824 => 2.2010605652067
825 => 2.1289945235427
826 => 2.152459590097
827 => 2.1574040243936
828 => 1.9840981850721
829 => 1.9137880276432
830 => 1.889660231196
831 => 1.8757743432237
901 => 1.8821023167407
902 => 1.8188149284958
903 => 1.8613451000731
904 => 1.8065435714028
905 => 1.7973559167816
906 => 1.8953478386509
907 => 1.9089828421185
908 => 1.8508116812621
909 => 1.8881669835874
910 => 1.8746214316867
911 => 1.8074829863219
912 => 1.804918791546
913 => 1.7712310796924
914 => 1.7185163338679
915 => 1.6944242805007
916 => 1.6818769299303
917 => 1.6870542113186
918 => 1.6844364194212
919 => 1.6673535565482
920 => 1.6854155891246
921 => 1.6392745596389
922 => 1.6209008299142
923 => 1.6126018424648
924 => 1.5716490230176
925 => 1.6368231705595
926 => 1.6496632986675
927 => 1.6625287257945
928 => 1.7745134853341
929 => 1.7689190432131
930 => 1.8194900753828
1001 => 1.8175249780668
1002 => 1.8031013004956
1003 => 1.7422501774026
1004 => 1.7665043505005
1005 => 1.6918537756405
1006 => 1.7477870620713
1007 => 1.7222614459742
1008 => 1.7391568255924
1009 => 1.7087774096439
1010 => 1.7255906327651
1011 => 1.6527081693793
1012 => 1.5846515505535
1013 => 1.6120395206656
1014 => 1.6418133763717
1015 => 1.7063706817798
1016 => 1.6679208832649
1017 => 1.6817488847587
1018 => 1.635427394534
1019 => 1.5398529291208
1020 => 1.5403938702157
1021 => 1.5256918209148
1022 => 1.5129871037844
1023 => 1.6723373051526
1024 => 1.6525195886585
1025 => 1.6209426511039
1026 => 1.6632096368384
1027 => 1.6743856987339
1028 => 1.6747038655043
1029 => 1.7055407672274
1030 => 1.7219984272048
1031 => 1.7248991611074
1101 => 1.773421692244
1102 => 1.7896858046534
1103 => 1.856675381884
1104 => 1.720602109739
1105 => 1.7177997702447
1106 => 1.6638044200064
1107 => 1.6295597152526
1108 => 1.6661491842386
1109 => 1.6985624587995
1110 => 1.6648115907987
1111 => 1.6692187416399
1112 => 1.6239109588961
1113 => 1.6401063592977
1114 => 1.6540560198796
1115 => 1.6463538372294
1116 => 1.6348232970122
1117 => 1.6959049399216
1118 => 1.6924584742478
1119 => 1.7493391043859
1120 => 1.7936816231514
1121 => 1.8731513439526
1122 => 1.7902205474463
1123 => 1.7871982196016
1124 => 1.8167419590806
1125 => 1.7896812816608
1126 => 1.8067826956873
1127 => 1.8703960417661
1128 => 1.8717400915281
1129 => 1.8492255263035
1130 => 1.8478555129635
1201 => 1.8521796814972
1202 => 1.8775064716623
1203 => 1.868656512965
1204 => 1.8788979092231
1205 => 1.8917049320656
1206 => 1.9446802086076
1207 => 1.9574523684349
1208 => 1.9264226416602
1209 => 1.9292242785628
1210 => 1.917618308964
1211 => 1.9064070877539
1212 => 1.9316082757668
1213 => 1.9776639421909
1214 => 1.9773774322804
1215 => 1.9880614516966
1216 => 1.9947175072816
1217 => 1.96614484418
1218 => 1.9475450911468
1219 => 1.9546774199928
1220 => 1.9660821691394
1221 => 1.9509790135539
1222 => 1.8577553408179
1223 => 1.8860334479747
1224 => 1.881326588215
1225 => 1.8746234475435
1226 => 1.9030573029578
1227 => 1.9003147882383
1228 => 1.8181658248552
1229 => 1.8234247349593
1230 => 1.8184856365967
1231 => 1.8344448738508
]
'min_raw' => 1.5129871037844
'max_raw' => 3.3892778842813
'avg_raw' => 2.4511324940328
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$1.51'
'max' => '$3.38'
'avg' => '$2.45'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.36894974769009
'max_diff' => -2.4629179607426
'year' => 2034
]
9 => [
'items' => [
101 => 1.7888194304753
102 => 1.8028535095656
103 => 1.8116555524097
104 => 1.8168400232653
105 => 1.8355698870209
106 => 1.8333721536884
107 => 1.8354332728312
108 => 1.86320471628
109 => 2.0036631472354
110 => 2.0113079897283
111 => 1.9736619893237
112 => 1.9887008239508
113 => 1.9598295500984
114 => 1.9792110296562
115 => 1.9924713457335
116 => 1.9325505271924
117 => 1.9290024052013
118 => 1.9000119693316
119 => 1.9155897874658
120 => 1.8908043587296
121 => 1.8968858359839
122 => 1.8798814954071
123 => 1.910485922915
124 => 1.9447064283161
125 => 1.9533518793892
126 => 1.9306094197167
127 => 1.9141423801128
128 => 1.8852316831482
129 => 1.9333108165171
130 => 1.9473706202992
131 => 1.9332369663533
201 => 1.9299618899076
202 => 1.9237556259609
203 => 1.9312785781428
204 => 1.9472940475883
205 => 1.9397414479571
206 => 1.9447300730732
207 => 1.9257185783785
208 => 1.9661543029204
209 => 2.03037596488
210 => 2.0305824480245
211 => 2.023029807682
212 => 2.0199394299777
213 => 2.0276888973017
214 => 2.0318926654252
215 => 2.0569530217418
216 => 2.0838437825181
217 => 2.2093312297032
218 => 2.1740948566798
219 => 2.285434785104
220 => 2.3734902128074
221 => 2.3998941853784
222 => 2.3756037730159
223 => 2.2925075844663
224 => 2.2884304890248
225 => 2.4126112770238
226 => 2.3775245165737
227 => 2.3733510580633
228 => 2.3289525106821
301 => 2.3551975510514
302 => 2.3494573757311
303 => 2.3403962281691
304 => 2.3904699369484
305 => 2.4842034496726
306 => 2.4695942026872
307 => 2.4586890775161
308 => 2.4109059934505
309 => 2.4396820827962
310 => 2.4294354685499
311 => 2.4734614260142
312 => 2.4473814241067
313 => 2.3772586998545
314 => 2.3884259748192
315 => 2.3867380636737
316 => 2.4214751554409
317 => 2.41104794272
318 => 2.3847019830391
319 => 2.4838830787163
320 => 2.4774428100372
321 => 2.4865736385737
322 => 2.4905933116757
323 => 2.5509630968474
324 => 2.5756946662146
325 => 2.581309165448
326 => 2.6048022435387
327 => 2.5807246362634
328 => 2.6770522324073
329 => 2.741104462972
330 => 2.8155044248704
331 => 2.9242227660286
401 => 2.9651018680049
402 => 2.9577174241276
403 => 3.0401464296084
404 => 3.1882695201636
405 => 2.98765733573
406 => 3.198902453063
407 => 3.1320246878576
408 => 2.973458709635
409 => 2.9632489300075
410 => 3.0706316514487
411 => 3.3087961924013
412 => 3.2491386761326
413 => 3.3088937707262
414 => 3.239186278804
415 => 3.2357247142892
416 => 3.3055082334336
417 => 3.4685612296161
418 => 3.39110086308
419 => 3.2800424335893
420 => 3.3620462496647
421 => 3.2910069550853
422 => 3.1309355417513
423 => 3.2490930571542
424 => 3.1700844915366
425 => 3.1931433913102
426 => 3.3592076446012
427 => 3.3392263542937
428 => 3.3650839941693
429 => 3.3194459366012
430 => 3.2768127943715
501 => 3.197234868421
502 => 3.1736757676914
503 => 3.1801866555654
504 => 3.1736725412187
505 => 3.1291494230083
506 => 3.1195346598698
507 => 3.1035096334066
508 => 3.1084764591888
509 => 3.0783447211512
510 => 3.135209536363
511 => 3.1457641471573
512 => 3.1871456175364
513 => 3.1914419790689
514 => 3.3066887850464
515 => 3.2432127809579
516 => 3.285797964755
517 => 3.2819887450889
518 => 2.9768953151972
519 => 3.0189344979741
520 => 3.0843342737528
521 => 3.0548717634118
522 => 3.0132186669553
523 => 2.979581558269
524 => 2.9286178990382
525 => 3.0003482707351
526 => 3.094666081842
527 => 3.1938340344067
528 => 3.3129778316716
529 => 3.2863863231088
530 => 3.1916067239915
531 => 3.1958584675714
601 => 3.2221410733826
602 => 3.1881027108305
603 => 3.1780641332061
604 => 3.2207619269699
605 => 3.2210559632093
606 => 3.1818907134195
607 => 3.1383657054433
608 => 3.1381833340706
609 => 3.1304384793029
610 => 3.2405640712619
611 => 3.3011220118861
612 => 3.3080648821847
613 => 3.3006547013971
614 => 3.3035065858827
615 => 3.2682692545366
616 => 3.3488113446877
617 => 3.4227247313975
618 => 3.4029143648301
619 => 3.373215809136
620 => 3.3495594790494
621 => 3.3973416852707
622 => 3.3952140188438
623 => 3.4220791624452
624 => 3.4208604043509
625 => 3.4118266670069
626 => 3.4029146874533
627 => 3.4382496790188
628 => 3.4280737689105
629 => 3.4178820528032
630 => 3.3974410058763
701 => 3.4002192836435
702 => 3.3705258558238
703 => 3.3567883174356
704 => 3.1502087010401
705 => 3.0950038773556
706 => 3.1123724386846
707 => 3.1180906200486
708 => 3.0940654100341
709 => 3.1285113896247
710 => 3.1231430201929
711 => 3.1440282052612
712 => 3.1309800483598
713 => 3.1315155492704
714 => 3.169887396557
715 => 3.1810269070699
716 => 3.1753612621162
717 => 3.1793292856348
718 => 3.2707707128233
719 => 3.2577706660093
720 => 3.25086465024
721 => 3.2527776638046
722 => 3.2761429089776
723 => 3.282683901931
724 => 3.2549692551602
725 => 3.2680396427938
726 => 3.3236916944582
727 => 3.3431667629075
728 => 3.4053218328342
729 => 3.3789172544111
730 => 3.4273840008702
731 => 3.576354255954
801 => 3.6953620036726
802 => 3.5859175606674
803 => 3.8044601338073
804 => 3.9746268750668
805 => 3.9680955921097
806 => 3.9384230847435
807 => 3.7446927739364
808 => 3.5664192535755
809 => 3.7155526232509
810 => 3.7159327948797
811 => 3.7031221061648
812 => 3.6235560187924
813 => 3.7003533787937
814 => 3.7064492743436
815 => 3.7030371938651
816 => 3.6420340612292
817 => 3.5488935529577
818 => 3.5670929853271
819 => 3.5969040268065
820 => 3.5404655060512
821 => 3.5224299789394
822 => 3.5559614552398
823 => 3.6640068584402
824 => 3.6435815008295
825 => 3.643048112197
826 => 3.7304364537549
827 => 3.6678852607839
828 => 3.5673225384519
829 => 3.5419291248038
830 => 3.4517996134059
831 => 3.5140523879587
901 => 3.5162927544884
902 => 3.4821975460737
903 => 3.5700891767054
904 => 3.5692792398561
905 => 3.652719262198
906 => 3.8122252462745
907 => 3.7650514779703
908 => 3.7101935179239
909 => 3.7161580992272
910 => 3.7815748342831
911 => 3.7420223829495
912 => 3.7562457202185
913 => 3.7815533055586
914 => 3.7968220001463
915 => 3.7139611690479
916 => 3.6946423456271
917 => 3.6551228128939
918 => 3.6448129044708
919 => 3.6770007392799
920 => 3.6685203820207
921 => 3.5161044603567
922 => 3.5001761485086
923 => 3.5006646470926
924 => 3.4606121496007
925 => 3.3995224772247
926 => 3.560062488754
927 => 3.5471688790722
928 => 3.5329353318696
929 => 3.5346788601864
930 => 3.6043638379854
1001 => 3.5639430316863
1002 => 3.6714083700725
1003 => 3.6493167272041
1004 => 3.6266585170554
1005 => 3.6235264622269
1006 => 3.6148049844274
1007 => 3.5848957919337
1008 => 3.5487786447338
1009 => 3.5249309757386
1010 => 3.2515624979725
1011 => 3.3022980973346
1012 => 3.3606647797053
1013 => 3.3808127245699
1014 => 3.3463482706837
1015 => 3.5862566586364
1016 => 3.6300902329302
1017 => 3.4973154772012
1018 => 3.4724787415619
1019 => 3.5878849508901
1020 => 3.5182808988299
1021 => 3.5496235992107
1022 => 3.4818778245279
1023 => 3.6195320084797
1024 => 3.6184833142318
1025 => 3.5649327276138
1026 => 3.6101933167247
1027 => 3.6023281755583
1028 => 3.5418696951559
1029 => 3.6214486501463
1030 => 3.6214881203151
1031 => 3.5699468449854
1101 => 3.5097579192364
1102 => 3.4989975609114
1103 => 3.4908910763643
1104 => 3.5476299009486
1105 => 3.5985017536532
1106 => 3.6931616593347
1107 => 3.7169614086869
1108 => 3.8098534148477
1109 => 3.7545407480086
1110 => 3.7790601367994
1111 => 3.8056794018111
1112 => 3.8184416563488
1113 => 3.79764624744
1114 => 3.9419457688827
1115 => 3.9541290697156
1116 => 3.9582140250997
1117 => 3.9095570383613
1118 => 3.9527758308946
1119 => 3.9325551891242
1120 => 3.9851636815545
1121 => 3.9934133649066
1122 => 3.9864261765984
1123 => 3.9890447563067
1124 => 3.8659105709353
1125 => 3.8595254138392
1126 => 3.7724633437641
1127 => 3.80794178085
1128 => 3.7416165432436
1129 => 3.7626489593142
1130 => 3.7719198479139
1201 => 3.7670772618277
1202 => 3.8099476784514
1203 => 3.7734990664738
1204 => 3.6773051867582
1205 => 3.5810850990844
1206 => 3.5798771342629
1207 => 3.554544083604
1208 => 3.5362329279573
1209 => 3.539760306158
1210 => 3.5521912470204
1211 => 3.5355104190761
1212 => 3.5390701194575
1213 => 3.5981848639476
1214 => 3.610039904368
1215 => 3.5697518449561
1216 => 3.4079894728781
1217 => 3.3682925810199
1218 => 3.396825919664
1219 => 3.3831888215745
1220 => 2.7304974260719
1221 => 2.883837587937
1222 => 2.7927280706966
1223 => 2.8347155279883
1224 => 2.741716303581
1225 => 2.7861004079752
1226 => 2.7779042845415
1227 => 3.0244707271552
1228 => 3.0206209312949
1229 => 3.0224636248465
1230 => 2.9345070605118
1231 => 3.074624255778
]
'min_raw' => 1.7888194304753
'max_raw' => 3.9934133649066
'avg_raw' => 2.8911163976909
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$1.78'
'max' => '$3.99'
'avg' => '$2.89'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.27583232669086
'max_diff' => 0.60413548062531
'year' => 2035
]
10 => [
'items' => [
101 => 3.1436510246175
102 => 3.1308760067933
103 => 3.1340912035527
104 => 3.0788434707696
105 => 3.0229985436655
106 => 2.9610579250342
107 => 3.0761359383592
108 => 3.0633412277246
109 => 3.0926876905287
110 => 3.1673240081162
111 => 3.1783144893967
112 => 3.1930858076923
113 => 3.1877913415774
114 => 3.3139270042346
115 => 3.2986511432169
116 => 3.3354615731044
117 => 3.2597397260118
118 => 3.1740532684429
119 => 3.1903394627254
120 => 3.1887709712507
121 => 3.1688022745469
122 => 3.1507754280235
123 => 3.1207658075946
124 => 3.2157206872199
125 => 3.2118656925151
126 => 3.2742735758449
127 => 3.2632423762685
128 => 3.189573325705
129 => 3.192204430258
130 => 3.2098998728423
131 => 3.2711440016699
201 => 3.2893254289242
202 => 3.2809030674154
203 => 3.300838172386
204 => 3.3165940665351
205 => 3.3028168701091
206 => 3.4978729179649
207 => 3.416872047635
208 => 3.4563513082334
209 => 3.4657668792608
210 => 3.4416490920622
211 => 3.4468793765123
212 => 3.4548018322871
213 => 3.5029054323757
214 => 3.6291431978971
215 => 3.685053044917
216 => 3.8532605782195
217 => 3.6804105104246
218 => 3.6701543027263
219 => 3.700453558855
220 => 3.7992091874793
221 => 3.8792413488347
222 => 3.9057926339225
223 => 3.9093018245608
224 => 3.9591138004815
225 => 3.9876650961409
226 => 3.9530653164197
227 => 3.9237456258539
228 => 3.8187261335413
229 => 3.8308824257351
301 => 3.9146272241352
302 => 4.0329216844194
303 => 4.1344306377841
304 => 4.09888574026
305 => 4.3700682175821
306 => 4.3969548525275
307 => 4.393239988927
308 => 4.4544917446004
309 => 4.3329194832919
310 => 4.2809449862308
311 => 3.9300848757468
312 => 4.0286622553949
313 => 4.1719502659599
314 => 4.1529855604592
315 => 4.0489259770874
316 => 4.1343516992589
317 => 4.1061072839997
318 => 4.0838297418229
319 => 4.1858874812488
320 => 4.0736708044491
321 => 4.1708308187676
322 => 4.0462220954125
323 => 4.0990481063578
324 => 4.0690615076386
325 => 4.0884665120292
326 => 3.9750252528709
327 => 4.0362354026818
328 => 3.9724787093985
329 => 3.9724484804245
330 => 3.9710410478865
331 => 4.046050514794
401 => 4.0484965708169
402 => 3.9930644614393
403 => 3.9850758284657
404 => 4.0146139915811
405 => 3.9800325386301
406 => 3.9962129828128
407 => 3.9805226278011
408 => 3.9769903983986
409 => 3.9488449935596
410 => 3.9367191792809
411 => 3.9414740235033
412 => 3.9252432888821
413 => 3.9154636841814
414 => 3.9690956383625
415 => 3.9404422487504
416 => 3.964704095457
417 => 3.9370546590457
418 => 3.8412096661581
419 => 3.786088197206
420 => 3.6050458904768
421 => 3.6563892640829
422 => 3.6904299739023
423 => 3.6791795195101
424 => 3.7033498488925
425 => 3.7048337108133
426 => 3.6969756903437
427 => 3.6878771093147
428 => 3.6834484232529
429 => 3.7164562208033
430 => 3.7356183582728
501 => 3.6938464145386
502 => 3.6840598325733
503 => 3.7262935739807
504 => 3.7520561318416
505 => 3.9422723843556
506 => 3.928180549979
507 => 3.9635482888815
508 => 3.9595664242433
509 => 3.9966374491358
510 => 4.057232907451
511 => 3.9340253979396
512 => 3.9554099613956
513 => 3.9501669602779
514 => 4.0074086716926
515 => 4.0075873740675
516 => 3.9732681086388
517 => 3.9918731391942
518 => 3.9814883215405
519 => 4.000255090633
520 => 3.9279923449395
521 => 4.0160005689128
522 => 4.065895560781
523 => 4.0665883527915
524 => 4.0902381829459
525 => 4.1142677800886
526 => 4.160390499267
527 => 4.1129814424838
528 => 4.0276971645095
529 => 4.0338544139127
530 => 3.9838522729406
531 => 3.984692817964
601 => 3.9802059227546
602 => 3.9936714330358
603 => 3.9309472672149
604 => 3.9456685035618
605 => 3.9250586864687
606 => 3.9553651596783
607 => 3.9227604043443
608 => 3.950164431944
609 => 3.9619911017981
610 => 4.0056317681699
611 => 3.916314642438
612 => 3.7341909768327
613 => 3.772475579379
614 => 3.7158496450224
615 => 3.7210905908373
616 => 3.7316781354736
617 => 3.6973604392783
618 => 3.7039071742374
619 => 3.703673278796
620 => 3.7016576942425
621 => 3.6927303360498
622 => 3.6797839004464
623 => 3.7313585151877
624 => 3.7401220472295
625 => 3.7596022933867
626 => 3.8175622923731
627 => 3.8117707216835
628 => 3.8212170137683
629 => 3.8005958111859
630 => 3.722047149282
701 => 3.7263127195324
702 => 3.6731209901589
703 => 3.7582420612753
704 => 3.7380842680917
705 => 3.725088407692
706 => 3.7215423667762
707 => 3.7796460373894
708 => 3.7970315663003
709 => 3.7861980713825
710 => 3.7639782572424
711 => 3.8066468690896
712 => 3.8180631895757
713 => 3.8206188827149
714 => 3.8962194820133
715 => 3.8248441163978
716 => 3.8420248763115
717 => 3.9760642606947
718 => 3.8545090352299
719 => 3.9188995491636
720 => 3.9157479685786
721 => 3.9486879766509
722 => 3.9130459264699
723 => 3.9134877523985
724 => 3.9427362480172
725 => 3.9016620109146
726 => 3.8914914521797
727 => 3.8774408981304
728 => 3.9081197688679
729 => 3.9265103643891
730 => 4.0747250578855
731 => 4.1704785092954
801 => 4.166321599438
802 => 4.204307974126
803 => 4.1871947644137
804 => 4.1319316960161
805 => 4.2262590151576
806 => 4.1964099045586
807 => 4.1988706289697
808 => 4.1987790406842
809 => 4.218626089778
810 => 4.2045626365397
811 => 4.1768421266232
812 => 4.1952442947678
813 => 4.2498921552619
814 => 4.4195207910366
815 => 4.5144472228966
816 => 4.4138061006454
817 => 4.483226999136
818 => 4.441599197237
819 => 4.4340341873121
820 => 4.4776356417282
821 => 4.5213134147184
822 => 4.5185313294032
823 => 4.4868235090907
824 => 4.4689125659524
825 => 4.6045402280021
826 => 4.7044683790433
827 => 4.6976539490691
828 => 4.7277306268039
829 => 4.8160366828696
830 => 4.8241102819488
831 => 4.8230931940344
901 => 4.8030819363238
902 => 4.890030716511
903 => 4.9625649186613
904 => 4.7984499083446
905 => 4.86094275585
906 => 4.8889978084889
907 => 4.930190949322
908 => 4.9996906826793
909 => 5.0751858269992
910 => 5.0858616681682
911 => 5.0782866479728
912 => 5.0284955708754
913 => 5.1111032586346
914 => 5.1594929047353
915 => 5.1883078316109
916 => 5.2613776918208
917 => 4.889171066943
918 => 4.6257047179849
919 => 4.5845606430949
920 => 4.6682287372945
921 => 4.6902913464944
922 => 4.6813979363901
923 => 4.3848426073253
924 => 4.5829993406609
925 => 4.7961993242386
926 => 4.8043892038921
927 => 4.9111215734725
928 => 4.9458780081155
929 => 5.0318115553593
930 => 5.026436388582
1001 => 5.0473598398344
1002 => 5.0425499007352
1003 => 5.2017237015609
1004 => 5.3773160414099
1005 => 5.3712358370304
1006 => 5.3459923606628
1007 => 5.383483227721
1008 => 5.5647133400638
1009 => 5.5480285754726
1010 => 5.5642364030681
1011 => 5.7779169192018
1012 => 6.0557319858747
1013 => 5.9266589952285
1014 => 6.2067102451782
1015 => 6.3829876621427
1016 => 6.6878412273576
1017 => 6.6496720595572
1018 => 6.7683493153766
1019 => 6.5813412830488
1020 => 6.1519330402654
1021 => 6.0839775421361
1022 => 6.2200261702981
1023 => 6.5544884472033
1024 => 6.2094927629482
1025 => 6.2792849405497
1026 => 6.2591847887053
1027 => 6.2581137370336
1028 => 6.2989914230582
1029 => 6.2396962074428
1030 => 5.99811683202
1031 => 6.1088312361401
1101 => 6.0660790877669
1102 => 6.1135157837707
1103 => 6.3695120677215
1104 => 6.2563300083977
1105 => 6.1371019030639
1106 => 6.2866404059871
1107 => 6.477054307213
1108 => 6.465138547481
1109 => 6.4420169931997
1110 => 6.5723519840783
1111 => 6.7876272044407
1112 => 6.8458152314587
1113 => 6.8887684434016
1114 => 6.8946909656281
1115 => 6.9556966253877
1116 => 6.6276538174545
1117 => 7.1482661783812
1118 => 7.238161551487
1119 => 7.2212649471246
1120 => 7.3211798709561
1121 => 7.2917823657679
1122 => 7.2491899930775
1123 => 7.4075763998642
1124 => 7.2259991656072
1125 => 6.9682731415174
1126 => 6.826879547459
1127 => 7.013078038011
1128 => 7.1267829587593
1129 => 7.2019346783827
1130 => 7.2246755433328
1201 => 6.6531188468163
1202 => 6.3450814873815
1203 => 6.5425299031237
1204 => 6.7834305974909
1205 => 6.6263156019339
1206 => 6.6324742123017
1207 => 6.4084695177321
1208 => 6.8032500424739
1209 => 6.7457338406459
1210 => 7.0441279974742
1211 => 6.9729138371844
1212 => 7.2162426884834
1213 => 7.1521660470986
1214 => 7.4181446030104
1215 => 7.5242506500456
1216 => 7.7024192171051
1217 => 7.8334807403107
1218 => 7.9104425735445
1219 => 7.9058220737537
1220 => 8.2107831992589
1221 => 8.0309582780787
1222 => 7.8050557955965
1223 => 7.8009699324016
1224 => 7.9179680291421
1225 => 8.1631639430497
1226 => 8.2267396760705
1227 => 8.2622698376681
1228 => 8.2078541583675
1229 => 8.0126670945946
1230 => 7.9283863100783
1231 => 8.0001959803356
]
'min_raw' => 2.9610579250342
'max_raw' => 8.2622698376681
'avg_raw' => 5.6116638813512
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$2.96'
'max' => '$8.26'
'avg' => '$5.61'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 1.172238494559
'max_diff' => 4.2688564727615
'year' => 2036
]
11 => [
'items' => [
101 => 7.9123789242863
102 => 8.0639758001415
103 => 8.2721506900361
104 => 8.2291633984856
105 => 8.372863469124
106 => 8.5215779245464
107 => 8.7342462749846
108 => 8.7898456568754
109 => 8.8817493208857
110 => 8.9763483799332
111 => 9.0067310481831
112 => 9.0647409890606
113 => 9.0644352480376
114 => 9.2392521093911
115 => 9.4320805210916
116 => 9.5048687825205
117 => 9.6722413761081
118 => 9.3856216750245
119 => 9.6030260107462
120 => 9.7991301635507
121 => 9.565326708152
122 => 9.8875703022008
123 => 9.900082290738
124 => 10.088998462733
125 => 9.8974957304567
126 => 9.7837820193294
127 => 10.112069242557
128 => 10.270917088926
129 => 10.223070824853
130 => 9.8589583927957
131 => 9.6470293398215
201 => 9.0923701301267
202 => 9.749387923505
203 => 10.069402125188
204 => 9.8581296333231
205 => 9.9646831892327
206 => 10.546004840169
207 => 10.767334487056
208 => 10.721299467714
209 => 10.729078628182
210 => 10.848504088225
211 => 11.378102346857
212 => 11.060754794293
213 => 11.303355107443
214 => 11.432029438776
215 => 11.551549328818
216 => 11.258046253525
217 => 10.876203064987
218 => 10.75525729849
219 => 9.8371227477329
220 => 9.7893298571098
221 => 9.7625022593302
222 => 9.593358050169
223 => 9.4604570342664
224 => 9.3547692121224
225 => 9.077412805761
226 => 9.1710124510253
227 => 8.7289642280662
228 => 9.0117710158883
301 => 8.3062513784181
302 => 8.8938290971325
303 => 8.5740372587168
304 => 8.788768877439
305 => 8.7880196990503
306 => 8.392630708261
307 => 8.1645785899314
308 => 8.3099022756522
309 => 8.4657008025535
310 => 8.490978589374
311 => 8.6929754462591
312 => 8.7493484271078
313 => 8.5785356633334
314 => 8.2916310520987
315 => 8.358272449691
316 => 8.1632281041362
317 => 7.8214203908238
318 => 8.0669126579149
319 => 8.1507345114329
320 => 8.187755017172
321 => 7.8516263880104
322 => 7.7460074750202
323 => 7.6897768519728
324 => 8.2482410669965
325 => 8.2788349973572
326 => 8.1223121240861
327 => 8.8298103533792
328 => 8.6696817143653
329 => 8.8485846366129
330 => 8.3522254413616
331 => 8.3711870310565
401 => 8.1362026335156
402 => 8.2677781944754
403 => 8.1747848288673
404 => 8.2571481894048
405 => 8.3065164481142
406 => 8.5414622870278
407 => 8.8965118012142
408 => 8.5063692134473
409 => 8.3363785010126
410 => 8.441839782943
411 => 8.7226970742492
412 => 9.1482102473981
413 => 8.8962978846432
414 => 9.0080923134845
415 => 9.0325144227984
416 => 8.8467635728055
417 => 9.1550591461896
418 => 9.3202772485549
419 => 9.4897568345126
420 => 9.6369112102896
421 => 9.4220629609451
422 => 9.6519813850304
423 => 9.4667077212831
424 => 9.3004980916624
425 => 9.3007501630622
426 => 9.1964844344659
427 => 8.9944564469833
428 => 8.957199386426
429 => 9.1510153204927
430 => 9.306437345177
501 => 9.3192386475512
502 => 9.4052882662884
503 => 9.4562115442755
504 => 9.9553288953883
505 => 10.156078022921
506 => 10.401550256082
507 => 10.497175524955
508 => 10.784973300707
509 => 10.552553222995
510 => 10.502267677191
511 => 9.8041644111521
512 => 9.9184787818574
513 => 10.101507119053
514 => 9.8071824810189
515 => 9.9938637196584
516 => 10.030718550615
517 => 9.7971814424432
518 => 9.9219237024606
519 => 9.5906452433569
520 => 8.9037327663431
521 => 9.1558238761409
522 => 9.341447785902
523 => 9.0765395794098
524 => 9.5513772861838
525 => 9.2739869005263
526 => 9.1860674653596
527 => 8.8430624032325
528 => 9.0049475890809
529 => 9.2238996209134
530 => 9.0886127211467
531 => 9.3693533515928
601 => 9.7669569550959
602 => 10.050312960656
603 => 10.072065516318
604 => 9.8898865881203
605 => 10.181829483207
606 => 10.183955968476
607 => 9.8546431901969
608 => 9.652940947122
609 => 9.6071137731103
610 => 9.7215990387383
611 => 9.8606052863567
612 => 10.079779395626
613 => 10.212221719575
614 => 10.557561058454
615 => 10.6509999819
616 => 10.753661029856
617 => 10.890847849419
618 => 11.055575800283
619 => 10.69516042176
620 => 10.709480396647
621 => 10.373866586456
622 => 10.015215098379
623 => 10.28738687129
624 => 10.643215258879
625 => 10.561587833611
626 => 10.552403080771
627 => 10.567849287409
628 => 10.50630487446
629 => 10.22794177563
630 => 10.088149570043
701 => 10.268517180046
702 => 10.364374537523
703 => 10.513040939331
704 => 10.494714667341
705 => 10.877663352791
706 => 11.02646563219
707 => 10.988395641511
708 => 10.995401436001
709 => 11.26480085513
710 => 11.564428415416
711 => 11.845069164964
712 => 12.130548989204
713 => 11.786391918615
714 => 11.611650182827
715 => 11.791939049974
716 => 11.696275239316
717 => 12.245987871083
718 => 12.284048781012
719 => 12.833721662298
720 => 13.355426680467
721 => 13.027753105871
722 => 13.336734527974
723 => 13.670923127602
724 => 14.315627156432
725 => 14.098513520483
726 => 13.932207877951
727 => 13.775049849341
728 => 14.102070758744
729 => 14.522777934404
730 => 14.613394230558
731 => 14.760227248417
801 => 14.605850284025
802 => 14.79178033357
803 => 15.448195110265
804 => 15.270826043269
805 => 15.018933454633
806 => 15.537109878089
807 => 15.724635911378
808 => 17.040791821145
809 => 18.702493024916
810 => 18.014537815236
811 => 17.587501816413
812 => 17.687865405565
813 => 18.294662433047
814 => 18.489546379499
815 => 17.959784632517
816 => 18.14690543751
817 => 19.17795947033
818 => 19.731086878764
819 => 18.979865563189
820 => 16.907275747385
821 => 14.996253283043
822 => 15.50314249505
823 => 15.445676989012
824 => 16.553415920667
825 => 15.266595849681
826 => 15.288262599442
827 => 16.418908399088
828 => 16.117271483919
829 => 15.628658312082
830 => 14.999820699929
831 => 13.837356213426
901 => 12.80772900001
902 => 14.827065074505
903 => 14.739987631048
904 => 14.613886588769
905 => 14.894510812804
906 => 16.25714238814
907 => 16.22572931992
908 => 16.025895406996
909 => 16.177467668694
910 => 15.602086961765
911 => 15.750375671116
912 => 14.995950567321
913 => 15.336982221812
914 => 15.627609967662
915 => 15.685957790459
916 => 15.817418414534
917 => 14.694101775176
918 => 15.198437967404
919 => 15.494688230427
920 => 14.156218764412
921 => 15.468230992592
922 => 14.674547331639
923 => 14.405159176383
924 => 14.767854838244
925 => 14.626511986084
926 => 14.504993701727
927 => 14.437184411107
928 => 14.703508075918
929 => 14.691083758629
930 => 14.255326551802
1001 => 13.686899039232
1002 => 13.877681970447
1003 => 13.808368742937
1004 => 13.557168664856
1005 => 13.726447187469
1006 => 12.981030243779
1007 => 11.698579135561
1008 => 12.545805620189
1009 => 12.513188322136
1010 => 12.496741201381
1011 => 13.13340848896
1012 => 13.072207619672
1013 => 12.961127442635
1014 => 13.555128590294
1015 => 13.338310180956
1016 => 14.006493429695
1017 => 14.446602132697
1018 => 14.334976329591
1019 => 14.748900691995
1020 => 13.882077223855
1021 => 14.17000120905
1022 => 14.229341943353
1023 => 13.547798708337
1024 => 13.082220838772
1025 => 13.051172102848
1026 => 12.243924237605
1027 => 12.675149531341
1028 => 13.054609944513
1029 => 12.872877853921
1030 => 12.815346903131
1031 => 13.109260053775
1101 => 13.132099622776
1102 => 12.611355029126
1103 => 12.719634319983
1104 => 13.171176962788
1105 => 12.708256603923
1106 => 11.80887796426
1107 => 11.585819626741
1108 => 11.556059532735
1109 => 10.951107630404
1110 => 11.600725451449
1111 => 11.317149863888
1112 => 12.212961747237
1113 => 11.701278803803
1114 => 11.6792211748
1115 => 11.64587783341
1116 => 11.125170740825
1117 => 11.239172501439
1118 => 11.618131716678
1119 => 11.753348633957
1120 => 11.739244401685
1121 => 11.616274609783
1122 => 11.672569550809
1123 => 11.491223931308
1124 => 11.42718701868
1125 => 11.225068907684
1126 => 10.928011121073
1127 => 10.969318828263
1128 => 10.380769623589
1129 => 10.060096780213
1130 => 9.9713387635664
1201 => 9.8526478342538
1202 => 9.9847452198567
1203 => 10.37910233764
1204 => 9.9034239860637
1205 => 9.0879068172431
1206 => 9.1369207886629
1207 => 9.2470406300643
1208 => 9.0418330341283
1209 => 8.847621266343
1210 => 9.0164726415336
1211 => 8.6709272663314
1212 => 9.288798137795
1213 => 9.272086462285
1214 => 9.5023905142882
1215 => 9.6464043643207
1216 => 9.3144990650334
1217 => 9.23102577983
1218 => 9.2785759567311
1219 => 8.492677451883
1220 => 9.4381658398021
1221 => 9.4463424626431
1222 => 9.3763292537069
1223 => 9.8797726315948
1224 => 10.942195186866
1225 => 10.542469085724
1226 => 10.387683057577
1227 => 10.093434704921
1228 => 10.485503164097
1229 => 10.455398423653
1230 => 10.319253370482
1231 => 10.236912417525
]
'min_raw' => 7.6897768519728
'max_raw' => 19.731086878764
'avg_raw' => 13.710431865368
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$7.68'
'max' => '$19.73'
'avg' => '$13.71'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 4.7287189269386
'max_diff' => 11.468817041096
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.24137330847224
]
1 => [
'year' => 2028
'avg' => 0.41426666851048
]
2 => [
'year' => 2029
'avg' => 1.1317018740681
]
3 => [
'year' => 2030
'avg' => 0.87310631046252
]
4 => [
'year' => 2031
'avg' => 0.85749859974805
]
5 => [
'year' => 2032
'avg' => 1.5034649100994
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.24137330847224
'min' => '$0.241373'
'max_raw' => 1.5034649100994
'max' => '$1.50'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 1.5034649100994
]
1 => [
'year' => 2033
'avg' => 3.8670663482492
]
2 => [
'year' => 2034
'avg' => 2.4511324940328
]
3 => [
'year' => 2035
'avg' => 2.8911163976909
]
4 => [
'year' => 2036
'avg' => 5.6116638813512
]
5 => [
'year' => 2037
'avg' => 13.710431865368
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 1.5034649100994
'min' => '$1.50'
'max_raw' => 13.710431865368
'max' => '$13.71'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 13.710431865368
]
]
]
]
'prediction_2025_max_price' => '$0.4127044'
'last_price' => 0.400169
'sma_50day_nextmonth' => '$0.375988'
'sma_200day_nextmonth' => '$0.509745'
'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' => '$0.393449'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.391556'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.391538'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.386665'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.380328'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.426847'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.54631'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.395023'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.393159'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.391329'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.389041'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.396162'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.445252'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.571264'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.492873'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.737655'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$1.23'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$2.26'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.3953032'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.393778'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.410286'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.491791'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.754036'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$1.23'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$2.24'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '57.45'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 57.9
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.393442'
'vwma_10_action' => 'BUY'
'hma_9' => '0.393091'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 84.77
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 120.38
'cci_20_action' => 'SELL'
'adx_14' => 8.44
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.0039028'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -15.23
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 74.83
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.028545'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 13
'buy_signals' => 20
'sell_pct' => 39.39
'buy_pct' => 60.61
'overall_action' => 'bullish'
'overall_action_label' => 'Bullisch'
'overall_action_dir' => 1
'last_updated' => 1767702211
'last_updated_date' => '6. Januar 2026'
]
Napoli Fan Token Preisprognose für 2026
Die Preisprognose für Napoli Fan Token im Jahr 2026 legt nahe, dass der Durchschnittspreis zwischen $0.138258 am unteren Ende und $0.4127044 am oberen Ende liegen könnte. Auf dem Kryptomarkt könnte Napoli Fan Token im Vergleich zum heutigen Durchschnittspreis potenziell um 3.13% steigen bis 2026, wenn NAP das prognostizierte Preisziel erreicht.
Napoli Fan Token Preisprognose 2027-2032
Die Preisprognose für NAP für die Jahre 2027-2032 liegt derzeit in einer Preisspanne von $0.241373 am unteren Ende und $1.50 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte Napoli Fan Token, wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| Napoli Fan Token Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $0.133097 | $0.241373 | $0.349648 |
| 2028 | $0.2402024 | $0.414266 | $0.58833 |
| 2029 | $0.527655 | $1.13 | $1.73 |
| 2030 | $0.448748 | $0.8731063 | $1.29 |
| 2031 | $0.530559 | $0.857498 | $1.18 |
| 2032 | $0.809859 | $1.50 | $2.19 |
Napoli Fan Token Preisprognose 2032-2037
Die Preisprognose für Napoli Fan Token für die Jahre 2032-2037 wird derzeit zwischen $1.50 am unteren Ende und $13.71 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Napoli Fan Token bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Napoli Fan Token Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $0.809859 | $1.50 | $2.19 |
| 2033 | $1.88 | $3.86 | $5.85 |
| 2034 | $1.51 | $2.45 | $3.38 |
| 2035 | $1.78 | $2.89 | $3.99 |
| 2036 | $2.96 | $5.61 | $8.26 |
| 2037 | $7.68 | $13.71 | $19.73 |
Napoli Fan Token Potenzielles Preishistogramm
Napoli Fan Token Preisprognose basierend auf technischer Analyse
Ab dem 6. Januar 2026 ist die allgemeine Preisprognose-Stimmung für Napoli Fan Token Bullisch, mit 20 technischen Indikatoren, die bullische Signale zeigen, und 13 anzeigen bärische Signale. Die Preisprognose für NAP 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 Napoli Fan Token
Laut unseren technischen Indikatoren wird der 200-Tage-SMA von Napoli Fan Token im nächsten Monat steigen, und bis zum 04.02.2026 $0.509745 erreichen. Der kurzfristige 50-Tage-SMA für Napoli Fan Token wird voraussichtlich bis zum 04.02.2026 $0.375988 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 57.45, was darauf hindeutet, dass sich der NAP-Markt in einem NEUTRAL Zustand befindet.
Beliebte NAP 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 | $0.393449 | BUY |
| SMA 5 | $0.391556 | BUY |
| SMA 10 | $0.391538 | BUY |
| SMA 21 | $0.386665 | BUY |
| SMA 50 | $0.380328 | BUY |
| SMA 100 | $0.426847 | SELL |
| SMA 200 | $0.54631 | SELL |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | $0.395023 | BUY |
| EMA 5 | $0.393159 | BUY |
| EMA 10 | $0.391329 | BUY |
| EMA 21 | $0.389041 | BUY |
| EMA 50 | $0.396162 | BUY |
| EMA 100 | $0.445252 | SELL |
| EMA 200 | $0.571264 | SELL |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | $0.492873 | SELL |
| SMA 50 | $0.737655 | SELL |
| SMA 100 | $1.23 | SELL |
| SMA 200 | $2.26 | SELL |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | $0.491791 | SELL |
| EMA 50 | $0.754036 | SELL |
| EMA 100 | $1.23 | SELL |
| EMA 200 | $2.24 | SELL |
Napoli Fan Token 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) | 57.45 | NEUTRAL |
| Stoch RSI (14) | 57.9 | NEUTRAL |
| Stochastic Fast (14) | 84.77 | SELL |
| Commodity Channel Index (20) | 120.38 | SELL |
| Average Directional Index (14) | 8.44 | NEUTRAL |
| Awesome Oscillator (5, 34) | 0.0039028 | NEUTRAL |
| Momentum (10) | 0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Prozentbereich (14) | -15.23 | SELL |
| Ultimate Oscillator (7, 14, 28) | 74.83 | SELL |
| VWMA (10) | 0.393442 | BUY |
| Hull Moving Average (9) | 0.393091 | BUY |
| Ichimoku Wolke B/L (9, 26, 52, 26) | -0.028545 | NEUTRAL |
Auf weltweiten Geldflüssen basierende Napoli Fan Token-Preisprognose
Definition weltweiter Geldflüsse, die für Napoli Fan Token-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 $.
Napoli Fan Token-Preisprognosen basierend auf Erfahrungen mit der Kapitalisierung von Internetunternehmen oder bestimmten Technologiebereichen
| Vergleich | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook aktie | $0.5623042 | $0.790131 | $1.11 | $1.56 | $2.19 | $3.08 |
| Amazon.com aktie | $0.834976 | $1.74 | $3.63 | $7.58 | $15.82 | $33.02 |
| Apple aktie | $0.5676091 | $0.80511 | $1.14 | $1.61 | $2.29 | $3.25 |
| Netflix aktie | $0.6314039 | $0.996256 | $1.57 | $2.48 | $3.91 | $6.17 |
| Google aktie | $0.518217 | $0.671088 | $0.869056 | $1.12 | $1.45 | $1.88 |
| Tesla aktie | $0.907152 | $2.05 | $4.66 | $10.56 | $23.95 | $54.30 |
| Kodak aktie | $0.300084 | $0.225031 | $0.168749 | $0.126544 | $0.094894 | $0.07116 |
| Nokia aktie | $0.265095 | $0.175614 | $0.116337 | $0.077068 | $0.051054 | $0.033821 |
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.
Napoli Fan Token Prognose und Prognoseübersicht
Sie stellen sich sicher Fragen wie: "Sollte ich jetzt in Napoli Fan Token investieren?", "Sollte ich heute NAP kaufen?", "Wird Napoli Fan Token auf kurze bzw. lange Sicht eine gute oder schlechte Investition sein?".
Wir passen unsere Napoli Fan Token-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 Napoli Fan Token.
Wenn Sie auf der Suche nach einer Kryptowährung sind, die eine gute Rendite bietet, sollten Sie das Maximum an verfügbaren Informationsquellen bezüglich Napoli Fan Token zu Rate ziehen. Nur so können Sie eine verantwortungsvolle Entscheidung bezüglich Ihrer Anlage treffen.
Der Napoli Fan Token-Preis entspricht heute $0.4001 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
Napoli Fan Token-Preisprognose basierend auf Bitcoins Wachstumsmuster
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Wenn die Wachstumsrate von Napoli Fan Token 1 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.41057 | $0.421242 | $0.432192 | $0.443426 |
| Wenn die Wachstumsrate von Napoli Fan Token 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.420972 | $0.442857 | $0.465879 | $0.490099 |
| Wenn die Wachstumsrate von Napoli Fan Token 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.452177 | $0.510945 | $0.57735 | $0.652386 |
| Wenn die Wachstumsrate von Napoli Fan Token 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.504185 | $0.635239 | $0.800359 | $1.00 |
| Wenn die Wachstumsrate von Napoli Fan Token 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.6082025 | $0.924385 | $1.40 | $2.13 |
| Wenn die Wachstumsrate von Napoli Fan Token 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.920252 | $2.11 | $4.86 | $11.19 |
| Wenn die Wachstumsrate von Napoli Fan Token 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $1.44 | $5.18 | $18.65 | $67.16 |
Fragefeld
Ist NAP eine gute Investition?
Die Entscheidung, Napoli Fan Token zu erwerben, hängt vollständig von Ihrer individuellen Risikotoleranz ab. Wie Sie vielleicht feststellen, hat der Wert von Napoli Fan Token in den letzten 2026 Stunden um 2.3839% gestiegen, und Napoli Fan Token hat in den letzten 30 Tagen ein Rückgang von erfahren. Daher hängt die Entscheidung, ob Sie in Napoli Fan Token investieren sollten, davon ab, ob eine solche Investition mit Ihren Handelszielen übereinstimmt.
Kann Napoli Fan Token steigen?
Es scheint, dass der Durchschnittswert von Napoli Fan Token bis zum Ende dieses Jahres potenziell auf $0.4127044 steigen könnte. Betrachtet man die Aussichten von Napoli Fan Token in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $1.29 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 Napoli Fan Token nächste Woche kosten?
Basierend auf unserer neuen experimentellen Napoli Fan Token-Prognose wird der Preis von Napoli Fan Token in der nächsten Woche um 0.86% steigen und $0.403593 erreichen bis zum 13. Januar 2026.
Wie viel wird Napoli Fan Token nächsten Monat kosten?
Basierend auf unserer neuen experimentellen Napoli Fan Token-Prognose wird der Preis von Napoli Fan Token im nächsten Monat um -11.62% fallen und $0.353677 erreichen bis zum 5. Februar 2026.
Wie hoch kann der Preis von Napoli Fan Token in diesem Jahr 2026 steigen?
Gemäß unserer neuesten Prognose für den Wert von Napoli Fan Token im Jahr 2026 wird erwartet, dass NAP innerhalb der Spanne von $0.138258 bis $0.4127044 schwankt. Es ist jedoch entscheidend zu beachten, dass der Kryptowährungsmarkt äußerst volatil ist und diese prognostizierte Napoli Fan Token-Preisvorhersage plötzliche und extreme Preisschwankungen nicht berücksichtigt.
Wo wird Napoli Fan Token in 5 Jahren sein?
Die Zukunft von Napoli Fan Token scheint auf einem Aufwärtstrend, mit einem maximalen Preis von $1.29 nach einem Zeitraum von fünf Jahren zu sein. Basierend auf der Napoli Fan Token-Prognose für 2030 könnte der Wert von Napoli Fan Token seinen höchsten Gipfel von ungefähr $1.29 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $0.448748 liegen wird.
Wie viel wird Napoli Fan Token im Jahr 2026 kosten?
Basierend auf unserer neuen experimentellen Napoli Fan Token-Preisprognosesimulation wird der Wert von NAP im Jahr 2026 voraussichtlich um 3.13% steigen und bis zu $0.4127044 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.4127044 und $0.138258 während des Jahres 2026 liegen.
Wie viel wird Napoli Fan Token im Jahr 2027 kosten?
Laut unserer neuesten experimentellen Simulation für die Preisprognose von Napoli Fan Token könnte der Wert von NAP um -12.62% fallen und bis zu $0.349648 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $0.349648 und $0.133097 im Laufe des Jahres schwanken.
Wie viel wird Napoli Fan Token im Jahr 2028 kosten?
Unser neues experimentelles Napoli Fan Token-Preisprognosemodell deutet darauf hin, dass der Wert von NAP im Jahr 2028 um 47.02% steigen, und im besten Fall $0.58833 erreichen wird. Der Preis wird voraussichtlich zwischen $0.58833 und $0.2402024 im Laufe des Jahres liegen.
Wie viel wird Napoli Fan Token im Jahr 2029 kosten?
Basierend auf unserem experimentellen Prognosemodell könnte der Wert von Napoli Fan Token im Jahr 2029 333.75% Wachstum erfahren und unter optimalen Bedingungen $1.73 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $1.73 und $0.527655.
Wie viel wird Napoli Fan Token im Jahr 2030 kosten?
Unter Verwendung unserer neuen experimentellen Simulation für Napoli Fan Token-Preisprognosen wird der Wert von NAP im Jahr 2030 voraussichtlich um 224.23% steigen, und $1.29 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $1.29 und $0.448748 während des Jahres 2030 liegen.
Wie viel wird Napoli Fan Token im Jahr 2031 kosten?
Unsere experimentelle Simulation zeigt, dass der Preis von Napoli Fan Token im Jahr 2031 um 195.98% steigen könnte, und unter idealen Bedingungen $1.18 erreichen könnte. Der Preis wird voraussichtlich zwischen $1.18 und $0.530559 während des Jahres schwanken.
Wie viel wird Napoli Fan Token im Jahr 2032 kosten?
Basierend auf den Ergebnissen unserer neuesten experimentellen Napoli Fan Token-Preisprognose könnte NAP eine 449.04% Steigerung im Wert erfahren und $2.19 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $2.19 und $0.809859 liegen.
Wie viel wird Napoli Fan Token im Jahr 2033 kosten?
Laut unserer experimentellen Napoli Fan Token-Preisprognose wird der Wert von NAP voraussichtlich um 1362.43% steigen im Jahr 2033, wobei der höchste mögliche Preis $5.85 beträgt. Im Laufe des Jahres könnte der Preis von NAP zwischen $5.85 und $1.88 liegen.
Wie viel wird Napoli Fan Token im Jahr 2034 kosten?
Die Ergebnisse unserer neuen Napoli Fan Token-Preisprognosesimulation deuten darauf hin, dass NAP im Jahr 2034 um 746.96% steigen könnte und unter den besten Umständen $3.38 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $3.38 und $1.51.
Wie viel wird Napoli Fan Token im Jahr 2035 kosten?
Basierend auf unserer experimentellen Prognose für den Preis von Napoli Fan Token könnte NAP um 897.93% steigen, wobei der Wert im Jahr 2035 $3.99 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $3.99 und $1.78.
Wie viel wird Napoli Fan Token im Jahr 2036 kosten?
Unsere jüngste Napoli Fan Token-Preisprognosesimulation deutet darauf hin, dass der Wert von NAP im Jahr 2036 möglicherweise um 1964.7% steigen könnte und unter optimalen Bedingungen $8.26 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $8.26 und $2.96.
Wie viel wird Napoli Fan Token im Jahr 2037 kosten?
Laut der experimentellen Simulation könnte der Wert von Napoli Fan Token um 4830.69% steigen im Jahr 2037, wobei ein Höchstwert von $19.73 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $19.73 und $7.68 liegen.
Verwandte Prognosen
Karlsen-Preisprognose
Reflexer Ungovernance Token-Preisprognose
Champignons of Arborethia-Preisprognose
SANSHU!-Preisprognose
Digits DAO-Preisprognose
Nash Exchange-Preisprognose
Inscribe-Preisprognose
BigShortBets-Preisprognose
UniCoin-Preisprognose
AthenaDAO-Preisprognose
Codex Multichain-Preisprognose
Spheroid Universe-Preisprognose
DeFinity-Preisprognose
IXO-Preisprognose
Mysterium-Preisprognose
UFC Fan Token-Preisprognose
MEME (Ordinals)-Preisprognose
Galaxia-Preisprognose
MetaTrace-Preisprognose
Yield Yak-Preisprognose
Gamestarter-Preisprognose
QHUB-Preisprognose
Piteas-Preisprognose
MetFi-Preisprognose
Paysenger EGO-Preisprognose
Wie liest und prognostiziert man die Kursbewegungen von Napoli Fan Token?
Napoli Fan Token-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.
Napoli Fan Token Preisprognose-Indikatoren
Gleitende Durchschnitte sind beliebte Tools für die Preisprognose von Napoli Fan Token. Ein einfacher gleitender Durchschnitt (SMA) berechnet den durchschnittlichen Schlusskurs von NAP 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 NAP 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 NAP einzuschätzen.
Wie liest man Napoli Fan Token-Charts und prognostiziert Kursbewegungen?
Die meisten Händler bevorzugen Kerzencharts gegenüber einfachen Liniendiagrammen, da sie detailliertere Informationen liefern. Kerzen können die Preisbewegung von Napoli Fan Token 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 NAP 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 Napoli Fan Token?
Die Preisentwicklung von Napoli Fan Token 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 NAP. Die Marktkapitalisierung von Napoli Fan Token kann sich schnell ändern.
Händler überwachen oft die Aktivitäten von NAP-„Walen“, großen Inhabern von Napoli Fan Token, da ihre Aktionen die Kursbewegungen auf dem relativ kleinen Napoli Fan Token-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


