Peapods Finance Preisvorhersage bis zu $0.51371 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.172095 | $0.51371 |
| 2027 | $0.165672 | $0.435222 |
| 2028 | $0.298989 | $0.732319 |
| 2029 | $0.656794 | $2.16 |
| 2030 | $0.558576 | $1.61 |
| 2031 | $0.6604098 | $1.47 |
| 2032 | $1.00 | $2.73 |
| 2033 | $2.34 | $7.28 |
| 2034 | $1.88 | $4.21 |
| 2035 | $2.22 | $4.97 |
Investitionsgewinnrechner
Wenn Sie heute einen Short über $10,000.00 in Peapods Finance eröffnen und ihn am Apr 06, 2026 schließen, zeigt unsere Prognose, dass Sie etwa $3,954.43 Gewinn erzielen könnten, was einer Rendite von 39.54% in den nächsten 90 Tagen entspricht.
$
≈ $3,954.43
(39.54% ROI)
Langfristige Peapods Finance Preisprognose für 2027, 2028, 2029, 2030, 2031, 2032 und 2037
[
'name' => 'Peapods Finance'
'name_with_ticker' => 'Peapods Finance <small>PEAS</small>'
'name_lang' => 'Peapods Finance'
'name_lang_with_ticker' => 'Peapods Finance <small>PEAS</small>'
'name_with_lang' => 'Peapods Finance'
'name_with_lang_with_ticker' => 'Peapods Finance <small>PEAS</small>'
'image' => '/uploads/coins/peapods-finance.png?1751183676'
'price_for_sd' => 0.4981
'ticker' => 'PEAS'
'marketcap' => '$4.95M'
'low24h' => '$0.4882'
'high24h' => '$0.4974'
'volume24h' => '$157.89K'
'current_supply' => '9.94M'
'max_supply' => '9.94M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.4981'
'change_24h_pct' => '1.178%'
'ath_price' => '$11.74'
'ath_days' => 711
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '26.01.2024'
'ath_pct' => '-95.76%'
'fdv' => '$4.95M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$24.56'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.502369'
'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' => '$0.440236'
'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' => '$0.172095'
'current_year_max_price_prediction' => '$0.51371'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.558576'
'grand_prediction_max_price' => '$1.61'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.50754586564572
107 => 0.50944085766889
108 => 0.51371037145779
109 => 0.47722784359224
110 => 0.49360742753313
111 => 0.50322889853893
112 => 0.4597587425026
113 => 0.5023696333213
114 => 0.4765927639484
115 => 0.46784370732766
116 => 0.47962315946693
117 => 0.47503269551236
118 => 0.47108608416531
119 => 0.46888380722227
120 => 0.47753333682266
121 => 0.47712982592838
122 => 0.46297751670078
123 => 0.44451640623531
124 => 0.45071256087282
125 => 0.44846143980375
126 => 0.44030308664906
127 => 0.44580083163201
128 => 0.42159154507217
129 => 0.3799407258352
130 => 0.40745653282224
131 => 0.40639720418468
201 => 0.40586304264889
202 => 0.42654041111861
203 => 0.4245527592483
204 => 0.42094515164055
205 => 0.44023683010622
206 => 0.43319510795656
207 => 0.45489603638342
208 => 0.46918967137341
209 => 0.46556434318929
210 => 0.47900757598451
211 => 0.45085530776119
212 => 0.46020636199202
213 => 0.46213360130899
214 => 0.43999877378853
215 => 0.42487796367599
216 => 0.42386957803133
217 => 0.39765217707218
218 => 0.41165730104509
219 => 0.42398123056985
220 => 0.41807902470306
221 => 0.41621056264901
222 => 0.42575613006314
223 => 0.42649790240347
224 => 0.40958541443436
225 => 0.41310205623197
226 => 0.4277670371211
227 => 0.41273253634003
228 => 0.38352295719418
301 => 0.37627857771198
302 => 0.37531204394865
303 => 0.35566471223394
304 => 0.37676268178933
305 => 0.36755285268797
306 => 0.39664659246846
307 => 0.3800284043387
308 => 0.37931202746278
309 => 0.37822911874518
310 => 0.36131784871728
311 => 0.36502034208611
312 => 0.37732799394978
313 => 0.38171950279035
314 => 0.38126143243971
315 => 0.37726767974123
316 => 0.37909599927527
317 => 0.37320634502737
318 => 0.37112658552988
319 => 0.3645622924729
320 => 0.35491459511137
321 => 0.35625616660225
322 => 0.33714155367173
323 => 0.32672689805789
324 => 0.32384425864693
325 => 0.31998947275281
326 => 0.32427966697087
327 => 0.33708740437492
328 => 0.32163855575257
329 => 0.29515258840026
330 => 0.29674444016803
331 => 0.30032085846517
401 => 0.29365622662883
402 => 0.28734871191588
403 => 0.29283258421394
404 => 0.28161013068843
405 => 0.30167703835782
406 => 0.30113428474222
407 => 0.30861398699212
408 => 0.31329119830793
409 => 0.30251174049014
410 => 0.29980073599972
411 => 0.30134504736575
412 => 0.2758210204814
413 => 0.30652812945694
414 => 0.30679368581051
415 => 0.30451983108738
416 => 0.32087041864123
417 => 0.35537525825601
418 => 0.34239314963897
419 => 0.33736608479614
420 => 0.32780963085517
421 => 0.34054303832543
422 => 0.33956531130381
423 => 0.3351436589201
424 => 0.33246942976204
425 => 0.33739677898211
426 => 0.33185887666512
427 => 0.3308641172376
428 => 0.32483695741582
429 => 0.32268553557774
430 => 0.32109270849939
501 => 0.31933916239409
502 => 0.32320704814592
503 => 0.31444191016954
504 => 0.30387201302709
505 => 0.30299324044756
506 => 0.3054196088021
507 => 0.3043461214271
508 => 0.30298810100301
509 => 0.30039527017858
510 => 0.29962603266003
511 => 0.30212568141431
512 => 0.29930372370931
513 => 0.30346767602303
514 => 0.30233531139569
515 => 0.29601001463683
516 => 0.2881263529505
517 => 0.28805617182495
518 => 0.28635764984643
519 => 0.28419432673229
520 => 0.28359253973206
521 => 0.29237074778476
522 => 0.3105413757442
523 => 0.30697404668949
524 => 0.3095518075261
525 => 0.32223183953858
526 => 0.32626244041349
527 => 0.3234016153825
528 => 0.31948554163207
529 => 0.31965782900268
530 => 0.33304023848402
531 => 0.33387488294817
601 => 0.33598376024258
602 => 0.33869426353455
603 => 0.32386322581366
604 => 0.31895928845976
605 => 0.31663553088139
606 => 0.30947925694738
607 => 0.31719668485265
608 => 0.31270007010546
609 => 0.31330681706109
610 => 0.31291167231027
611 => 0.31312744806379
612 => 0.30167142924816
613 => 0.30584540039395
614 => 0.29890536380906
615 => 0.28961343387755
616 => 0.28958228407025
617 => 0.29185647075711
618 => 0.29050369552683
619 => 0.28686341216517
620 => 0.28738049723504
621 => 0.28285028792049
622 => 0.28793054666791
623 => 0.28807623031075
624 => 0.28612005396943
625 => 0.29394689351045
626 => 0.2971535560565
627 => 0.29586595888328
628 => 0.29706321480635
629 => 0.30712228531723
630 => 0.30876235271852
701 => 0.30949076232141
702 => 0.30851478994932
703 => 0.29724707614959
704 => 0.29774684717063
705 => 0.29407985902155
706 => 0.29098164045326
707 => 0.29110555294798
708 => 0.2926984400323
709 => 0.29965467135112
710 => 0.31429365006934
711 => 0.31484918861074
712 => 0.31552251752912
713 => 0.31278375043006
714 => 0.31195771206651
715 => 0.31304746988662
716 => 0.31854510061225
717 => 0.33268649943076
718 => 0.32768798461603
719 => 0.32362411426513
720 => 0.32718922417445
721 => 0.32664040344816
722 => 0.32200780420467
723 => 0.32187778257326
724 => 0.31298634349343
725 => 0.30969938091389
726 => 0.30695254895754
727 => 0.30395308016907
728 => 0.30217489452816
729 => 0.30490699584352
730 => 0.30553185973961
731 => 0.29955807246463
801 => 0.29874386733295
802 => 0.30362219097486
803 => 0.30147542262229
804 => 0.3036834271102
805 => 0.30419570309131
806 => 0.30411321485963
807 => 0.30187174214478
808 => 0.30330039001155
809 => 0.29992121190621
810 => 0.29624686325279
811 => 0.29390285773192
812 => 0.29185740202775
813 => 0.29299233973501
814 => 0.28894649404007
815 => 0.28765214657548
816 => 0.30281639625988
817 => 0.3140183905449
818 => 0.31385550911152
819 => 0.31286401027552
820 => 0.31139084412341
821 => 0.31843732933244
822 => 0.31598247478454
823 => 0.3177685865781
824 => 0.31822322699244
825 => 0.3195992865977
826 => 0.32009110963027
827 => 0.3186044788328
828 => 0.31361516429984
829 => 0.30118226685351
830 => 0.29539471953027
831 => 0.29348473251438
901 => 0.29355415691482
902 => 0.29163912202635
903 => 0.29220318562685
904 => 0.29144296372538
905 => 0.29000328736142
906 => 0.29290344377644
907 => 0.29323765978644
908 => 0.29256072862489
909 => 0.2927201704187
910 => 0.28711546952212
911 => 0.28754158275852
912 => 0.28516893011041
913 => 0.28472408634165
914 => 0.27872622705774
915 => 0.26810014993268
916 => 0.27398802815823
917 => 0.26687629922273
918 => 0.26418297971458
919 => 0.27693273536904
920 => 0.27565301352451
921 => 0.27346268600838
922 => 0.27022273510778
923 => 0.26902100580253
924 => 0.2617196789651
925 => 0.26128827762448
926 => 0.26490701235752
927 => 0.26323709079128
928 => 0.26089188846352
929 => 0.25239780336175
930 => 0.24284763941243
1001 => 0.24313589883187
1002 => 0.24617362829703
1003 => 0.25500623641062
1004 => 0.25155518361497
1005 => 0.24905140521546
1006 => 0.24858252278453
1007 => 0.25445156807944
1008 => 0.26275749677473
1009 => 0.26665445268388
1010 => 0.26279268773022
1011 => 0.25835650008365
1012 => 0.25862651027038
1013 => 0.26042276707602
1014 => 0.26061152826859
1015 => 0.25772402615813
1016 => 0.25853684108858
1017 => 0.25730210088387
1018 => 0.24972450252669
1019 => 0.24958744780123
1020 => 0.2477277829591
1021 => 0.24767147304676
1022 => 0.24450771923516
1023 => 0.24406508820691
1024 => 0.23778326298785
1025 => 0.24191797937016
1026 => 0.23914462870326
1027 => 0.23496453508096
1028 => 0.2342438853649
1029 => 0.23422222176422
1030 => 0.2385142432625
1031 => 0.24186782460001
1101 => 0.23919287232548
1102 => 0.23858383754434
1103 => 0.24508673564199
1104 => 0.24425918258383
1105 => 0.24354252697261
1106 => 0.26201379196029
1107 => 0.24739234439176
1108 => 0.24101655868883
1109 => 0.23312531315259
1110 => 0.23569474249031
1111 => 0.23623615900454
1112 => 0.2172591359938
1113 => 0.20956016012178
1114 => 0.20691816173229
1115 => 0.20539765430676
1116 => 0.20609056863391
1117 => 0.19916058734929
1118 => 0.20381764938386
1119 => 0.19781687136812
1120 => 0.19681082140556
1121 => 0.20754095585146
1122 => 0.20903399137507
1123 => 0.20266423798157
1124 => 0.2067546508296
1125 => 0.20527141026991
1126 => 0.19791973748392
1127 => 0.19763895765874
1128 => 0.19395014667853
1129 => 0.18817787178905
1130 => 0.18553978727375
1201 => 0.18416584995327
1202 => 0.18473276326921
1203 => 0.18444611454884
1204 => 0.18257553775177
1205 => 0.18455333382123
1206 => 0.17950088214552
1207 => 0.17748895517789
1208 => 0.17658021444296
1209 => 0.1720958727725
1210 => 0.17923245456599
1211 => 0.18063845108359
1212 => 0.18204721784867
1213 => 0.19430957073277
1214 => 0.19369697823573
1215 => 0.19923451606433
1216 => 0.19901933752719
1217 => 0.19743994203631
1218 => 0.19077673225823
1219 => 0.19343256891548
1220 => 0.18525831649312
1221 => 0.19138302220309
1222 => 0.18858796229088
1223 => 0.19043800963519
1224 => 0.18711145769808
1225 => 0.18895250889004
1226 => 0.18097186501695
1227 => 0.17351965205895
1228 => 0.17651864009691
1229 => 0.17977888307005
1230 => 0.18684792053028
1231 => 0.18263766013726
]
'min_raw' => 0.1720958727725
'max_raw' => 0.51371037145779
'avg_raw' => 0.34290312211514
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.172095'
'max' => '$0.51371'
'avg' => '$0.3429031'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.3260111272275
'max_diff' => 0.015603371457788
'year' => 2026
]
1 => [
'items' => [
101 => 0.18415182898216
102 => 0.17907961682054
103 => 0.16861419432534
104 => 0.16867342748012
105 => 0.16706355023086
106 => 0.16567238124157
107 => 0.18312125919033
108 => 0.18095121539146
109 => 0.17749353460627
110 => 0.18212177774002
111 => 0.18334555868467
112 => 0.18338039800774
113 => 0.18675704472587
114 => 0.18855916168464
115 => 0.18887679260944
116 => 0.19419001917771
117 => 0.19597094264023
118 => 0.20330631433667
119 => 0.18840626465138
120 => 0.18809940793336
121 => 0.18218690661225
122 => 0.17843710480146
123 => 0.18244365875033
124 => 0.18599291859988
125 => 0.1822971920093
126 => 0.18277977588098
127 => 0.17781856488509
128 => 0.17959196436945
129 => 0.18111945490808
130 => 0.18027606441439
131 => 0.17901346802477
201 => 0.18570191976744
202 => 0.18532453110787
203 => 0.19155297113748
204 => 0.19640848554058
205 => 0.20511043537796
206 => 0.19602949707975
207 => 0.19569855159471
208 => 0.19893359679637
209 => 0.19597044737167
210 => 0.19784305552364
211 => 0.20480872925427
212 => 0.20495590296384
213 => 0.20249055370604
214 => 0.20234053697965
215 => 0.20281403427257
216 => 0.20558732270666
217 => 0.20461825051325
218 => 0.20573968538937
219 => 0.20714205687399
220 => 0.21294285992756
221 => 0.21434141390525
222 => 0.21094365280656
223 => 0.21125043259066
224 => 0.20997957666912
225 => 0.2087519457727
226 => 0.21151148074677
227 => 0.21655458515067
228 => 0.21652321225992
301 => 0.21769311445768
302 => 0.2184219538349
303 => 0.21529324168486
304 => 0.21325656512112
305 => 0.21403755651275
306 => 0.21528637875576
307 => 0.21363258029055
308 => 0.20342457004934
309 => 0.2065210282663
310 => 0.20600562620993
311 => 0.20527163100662
312 => 0.20838514368798
313 => 0.2080848377944
314 => 0.19908951037478
315 => 0.19966536205092
316 => 0.19912452982249
317 => 0.20087206939641
318 => 0.19587607449974
319 => 0.19741280888142
320 => 0.19837663427961
321 => 0.19894433484361
322 => 0.20099525855667
323 => 0.20075460633062
324 => 0.20098029927641
325 => 0.2040212777191
326 => 0.21940150314445
327 => 0.22023861487979
328 => 0.21611637053571
329 => 0.2177631258435
330 => 0.21460171575835
331 => 0.21672399152812
401 => 0.21817599870983
402 => 0.21161465746058
403 => 0.21122613741455
404 => 0.2080516790654
405 => 0.20975745317172
406 => 0.20704344391907
407 => 0.20770936685766
408 => 0.20584738826725
409 => 0.20919857901375
410 => 0.21294573099073
411 => 0.21389240955963
412 => 0.2114021058156
413 => 0.20959896178591
414 => 0.20643323486234
415 => 0.21169790928906
416 => 0.21323746052948
417 => 0.2116898226818
418 => 0.21133120117594
419 => 0.21065161407035
420 => 0.21147537879301
421 => 0.21322907580279
422 => 0.21240206467867
423 => 0.21294832009621
424 => 0.2108665577407
425 => 0.21529427741877
426 => 0.22232656185631
427 => 0.22234917180067
428 => 0.22152215621865
429 => 0.22118375926079
430 => 0.22203232743544
501 => 0.2224926408601
502 => 0.22523675473612
503 => 0.22818129825541
504 => 0.24192219805493
505 => 0.23806380837632
506 => 0.25025555212825
507 => 0.25989763853624
508 => 0.26278887865265
509 => 0.26012907378891
510 => 0.25103002502988
511 => 0.25058358228846
512 => 0.26418140265374
513 => 0.26033939558092
514 => 0.25988240106477
515 => 0.25502075151739
516 => 0.25789458852691
517 => 0.25726603821628
518 => 0.25627384080122
519 => 0.26175692162215
520 => 0.27202075944093
521 => 0.27042104406322
522 => 0.26922693074241
523 => 0.2639946737718
524 => 0.26714566113501
525 => 0.26602365488816
526 => 0.27084450576739
527 => 0.26798874050146
528 => 0.26031028859863
529 => 0.26153310737266
530 => 0.26134828077493
531 => 0.26515199905917
601 => 0.26401021724433
602 => 0.26112532955065
603 => 0.27198567875909
604 => 0.27128046808993
605 => 0.2722802955852
606 => 0.27272045056931
607 => 0.27933095375167
608 => 0.28203906539297
609 => 0.28265385414772
610 => 0.28522635075409
611 => 0.28258984808866
612 => 0.29313773854491
613 => 0.30015147021184
614 => 0.30829828046632
615 => 0.32020295990427
616 => 0.32467922949738
617 => 0.32387063146092
618 => 0.33289662354454
619 => 0.34911613068229
620 => 0.32714905758691
621 => 0.35028043889656
622 => 0.34295731063857
623 => 0.32559430527631
624 => 0.32447633242737
625 => 0.33623476124733
626 => 0.36231382466315
627 => 0.35578131506378
628 => 0.36232450950865
629 => 0.35469152562647
630 => 0.35431248364088
701 => 0.36195379251863
702 => 0.37980812721756
703 => 0.37132620206183
704 => 0.35916528249771
705 => 0.36814471625899
706 => 0.36036589972761
707 => 0.34283804892874
708 => 0.3557763197768
709 => 0.34712486652144
710 => 0.34964982051791
711 => 0.36783388845412
712 => 0.36564593329096
713 => 0.36847734987128
714 => 0.36347997371808
715 => 0.35881163637711
716 => 0.3500978380549
717 => 0.34751811195676
718 => 0.34823105544146
719 => 0.34751775865738
720 => 0.34264246858004
721 => 0.34158965015202
722 => 0.33983490664695
723 => 0.3403787750332
724 => 0.33707934387535
725 => 0.34330605216747
726 => 0.34446178409605
727 => 0.34899306312668
728 => 0.34946351554758
729 => 0.36208306314915
730 => 0.35513242839309
731 => 0.35979551427638
801 => 0.35937840398432
802 => 0.32597061425175
803 => 0.33057391291747
804 => 0.33773520104664
805 => 0.33450905045135
806 => 0.32994802831258
807 => 0.32626475838899
808 => 0.32068422782107
809 => 0.32853871743082
810 => 0.3388665360358
811 => 0.3497254460709
812 => 0.36277171497409
813 => 0.35985993963021
814 => 0.34948155514855
815 => 0.34994712189498
816 => 0.35282507232767
817 => 0.34909786502797
818 => 0.34799863883156
819 => 0.35267405552804
820 => 0.35270625255327
821 => 0.34841765010692
822 => 0.34365165329376
823 => 0.3436316835931
824 => 0.34278362049426
825 => 0.35484239416777
826 => 0.36147350040867
827 => 0.36223374605262
828 => 0.36142232981951
829 => 0.36173461172368
830 => 0.35787611710855
831 => 0.36669549159769
901 => 0.37478902177465
902 => 0.37261978279418
903 => 0.36936778518694
904 => 0.36677741245536
905 => 0.37200957330184
906 => 0.37177659341553
907 => 0.3747183318492
908 => 0.37458487760154
909 => 0.37359568161068
910 => 0.37261981812148
911 => 0.37648900654956
912 => 0.37537474241954
913 => 0.37425874752955
914 => 0.37202044892742
915 => 0.37232467088165
916 => 0.36907323477766
917 => 0.36756897166036
918 => 0.34494846360805
919 => 0.33890352471005
920 => 0.34080538554344
921 => 0.34143152751158
922 => 0.33880076235637
923 => 0.34257260380082
924 => 0.34198476630707
925 => 0.34427169812182
926 => 0.342842922411
927 => 0.34290155986455
928 => 0.34710328458296
929 => 0.34832306314413
930 => 0.3477026739231
1001 => 0.34813717326781
1002 => 0.35815002727599
1003 => 0.35672651962908
1004 => 0.35597030956321
1005 => 0.35617978491949
1006 => 0.35873828379659
1007 => 0.35945452379332
1008 => 0.35641976459789
1009 => 0.35785097457819
1010 => 0.36394488502671
1011 => 0.36607740879823
1012 => 0.37288340100745
1013 => 0.36999209455011
1014 => 0.37529921268537
1015 => 0.39161148450327
1016 => 0.40464285595476
1017 => 0.39265866822377
1018 => 0.41658912235928
1019 => 0.43522241352354
1020 => 0.43450723677329
1021 => 0.43125809146301
1022 => 0.41004458486417
1023 => 0.39052359981636
1024 => 0.40685373271366
1025 => 0.40689536158074
1026 => 0.40549258868238
1027 => 0.39678008668677
1028 => 0.40518941249838
1029 => 0.40585691424312
1030 => 0.40548329076911
1031 => 0.39880343591661
1101 => 0.38860453220038
1102 => 0.3905973735738
1103 => 0.39386168839634
1104 => 0.38768165942987
1105 => 0.38570676571393
1106 => 0.38937846887077
1107 => 0.40120946147186
1108 => 0.3989728808529
1109 => 0.3989144746942
1110 => 0.40848351503991
1111 => 0.40163414728054
1112 => 0.39062250968548
1113 => 0.38784192596708
1114 => 0.37797272699236
1115 => 0.38478941787708
1116 => 0.3850347384465
1117 => 0.38130130651383
1118 => 0.3909254571107
1119 => 0.39083676886865
1120 => 0.39997346749461
1121 => 0.41743940368014
1122 => 0.41227386690356
1123 => 0.40626690964119
1124 => 0.40692003245047
1125 => 0.41408317762379
1126 => 0.4097521765333
1127 => 0.41130963472225
1128 => 0.41408082022428
1129 => 0.41575274524233
1130 => 0.40667946816984
1201 => 0.40456405325923
1202 => 0.40023665676187
1203 => 0.39910771979039
1204 => 0.4026322939434
1205 => 0.40170369317912
1206 => 0.38501412020257
1207 => 0.38326996696661
1208 => 0.38332345765628
1209 => 0.3789377014145
1210 => 0.37224837044368
1211 => 0.3898275328358
1212 => 0.38841568007549
1213 => 0.38685710389683
1214 => 0.38704802058561
1215 => 0.39467853916693
1216 => 0.39025245303934
1217 => 0.4020199284308
1218 => 0.399600889253
1219 => 0.39711981084817
1220 => 0.39677685023712
1221 => 0.39582184672692
1222 => 0.3925467843493
1223 => 0.38859194972757
1224 => 0.3859806253484
1225 => 0.35604672402524
1226 => 0.36160228199333
1227 => 0.36799344503057
1228 => 0.37019964890005
1229 => 0.36642578451664
1230 => 0.39269579951713
1231 => 0.39749558440188
]
'min_raw' => 0.16567238124157
'max_raw' => 0.43522241352354
'avg_raw' => 0.30044739738256
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.165672'
'max' => '$0.435222'
'avg' => '$0.300447'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0064234915309302
'max_diff' => -0.078487957934247
'year' => 2027
]
2 => [
'items' => [
101 => 0.38295672290375
102 => 0.38023709553525
103 => 0.39287409783464
104 => 0.3852524406374
105 => 0.38868447240664
106 => 0.38126629694256
107 => 0.39633945677725
108 => 0.39622462455376
109 => 0.39036082493531
110 => 0.39531686821926
111 => 0.39445563373644
112 => 0.38783541840911
113 => 0.39654932941139
114 => 0.39655365140253
115 => 0.39090987175977
116 => 0.38431917271926
117 => 0.38314091139618
118 => 0.38225324976637
119 => 0.38846616206035
120 => 0.39403663979586
121 => 0.4044019178231
122 => 0.40700799499208
123 => 0.41717968767899
124 => 0.41112293993467
125 => 0.41380781776171
126 => 0.41672263244213
127 => 0.41812010178868
128 => 0.41584300048081
129 => 0.43164382605932
130 => 0.43297789986294
131 => 0.43342520326959
201 => 0.42809725378686
202 => 0.43282971994963
203 => 0.43061555575488
204 => 0.4363761958771
205 => 0.43727953780381
206 => 0.43651443932921
207 => 0.43680117431503
208 => 0.42331795714041
209 => 0.42261878120026
210 => 0.41308546764518
211 => 0.41697036338557
212 => 0.40970773700681
213 => 0.41201079064486
214 => 0.41302595474421
215 => 0.41249569062876
216 => 0.41719000956189
217 => 0.41319887948273
218 => 0.40266563100131
219 => 0.39212951274339
220 => 0.39199724036119
221 => 0.38922326640182
222 => 0.38721819130786
223 => 0.38760443990482
224 => 0.38896563033969
225 => 0.38713907644527
226 => 0.38752886432728
227 => 0.39400194031165
228 => 0.39530006953645
229 => 0.39088851921875
301 => 0.37317550810952
302 => 0.36882869075359
303 => 0.3719530968679
304 => 0.37045983198279
305 => 0.29898999761452
306 => 0.31578077507231
307 => 0.30580426526782
308 => 0.31040189998287
309 => 0.30021846687718
310 => 0.30507853491467
311 => 0.30418105780942
312 => 0.33118013108631
313 => 0.3307585776931
314 => 0.33096035299432
315 => 0.32132909214437
316 => 0.33667195219557
317 => 0.3442303967682
318 => 0.34283152983929
319 => 0.34318359450789
320 => 0.33713395705529
321 => 0.33101892670871
322 => 0.32423641695794
323 => 0.33683748173133
324 => 0.33543645843588
325 => 0.33864990180338
326 => 0.34682259305163
327 => 0.34802605288297
328 => 0.34964351510058
329 => 0.34906377003437
330 => 0.36287564955379
331 => 0.36120293981027
401 => 0.36523368902071
402 => 0.35694213208116
403 => 0.34755944836225
404 => 0.34934278979417
405 => 0.34917103967355
406 => 0.34698446351244
407 => 0.34501052032262
408 => 0.3417244610666
409 => 0.35212203879789
410 => 0.35169991613021
411 => 0.35853359145608
412 => 0.35732567296345
413 => 0.34925889764188
414 => 0.34954700410062
415 => 0.35148465849486
416 => 0.35819090247708
417 => 0.36018177228691
418 => 0.35925952206855
419 => 0.36144241992837
420 => 0.36316769339286
421 => 0.36165908771273
422 => 0.38301776277546
423 => 0.37414815176779
424 => 0.37847113845857
425 => 0.37950214531181
426 => 0.37686124293698
427 => 0.37743396009846
428 => 0.37830147054201
429 => 0.38356882407928
430 => 0.39739188388212
501 => 0.40351402297205
502 => 0.42193278048512
503 => 0.40300566454492
504 => 0.40188260781322
505 => 0.40520038223452
506 => 0.41601414271818
507 => 0.42477767990531
508 => 0.42768505077087
509 => 0.42806930782622
510 => 0.43352372884837
511 => 0.43665010125934
512 => 0.43286141867077
513 => 0.42965090686855
514 => 0.41815125209642
515 => 0.41948236844881
516 => 0.42865244011224
517 => 0.44160570645136
518 => 0.45272095652798
519 => 0.44882878335672
520 => 0.47852331720739
521 => 0.48146740894739
522 => 0.4810606306628
523 => 0.48776770978611
524 => 0.47445552359925
525 => 0.4687643060929
526 => 0.43034505596105
527 => 0.44113929814725
528 => 0.45682936308851
529 => 0.45475272415881
530 => 0.44335817960183
531 => 0.45271231274416
601 => 0.44961954379652
602 => 0.44718014860841
603 => 0.45835549086516
604 => 0.44606774299611
605 => 0.45670678340388
606 => 0.44306210403413
607 => 0.44884656247592
608 => 0.44556302410159
609 => 0.44768787584511
610 => 0.43526603597034
611 => 0.44196855924365
612 => 0.43498718896632
613 => 0.4349838788878
614 => 0.43482976475199
615 => 0.44304331592313
616 => 0.44331115953195
617 => 0.43724133280648
618 => 0.43636657594683
619 => 0.4396010105356
620 => 0.43581433473191
621 => 0.4375860965074
622 => 0.43586799959117
623 => 0.43548121978667
624 => 0.43239929249924
625 => 0.43107151348446
626 => 0.43159216984881
627 => 0.42981490126054
628 => 0.4287440326495
629 => 0.43461674203188
630 => 0.43147919031329
701 => 0.43413586723218
702 => 0.43110824858375
703 => 0.42061320327764
704 => 0.41457739173901
705 => 0.39475322404699
706 => 0.40037533341264
707 => 0.40410279773856
708 => 0.40287087080108
709 => 0.40551752655523
710 => 0.40568000972329
711 => 0.40481955495815
712 => 0.40382325857121
713 => 0.40333831658869
714 => 0.40695267682087
715 => 0.40905093458942
716 => 0.40447689865071
717 => 0.40340526602783
718 => 0.40802986890132
719 => 0.4108508739826
720 => 0.43167959051694
721 => 0.43013653192021
722 => 0.43400930618805
723 => 0.43357329123805
724 => 0.43763257565207
725 => 0.44426779008741
726 => 0.43077654390524
727 => 0.43311815775027
728 => 0.43254404811123
729 => 0.43881202661065
730 => 0.43883159455535
731 => 0.4350736283362
801 => 0.43711088278964
802 => 0.43597374324289
803 => 0.4380287080975
804 => 0.43011592343189
805 => 0.43975284102229
806 => 0.44521635230679
807 => 0.44529221316627
808 => 0.44788187415402
809 => 0.45051311970062
810 => 0.45556356639413
811 => 0.45037226548348
812 => 0.44103362050816
813 => 0.44170784051174
814 => 0.43623259637958
815 => 0.43632463622263
816 => 0.43583332032716
817 => 0.43730779631399
818 => 0.43043948799402
819 => 0.43205146622854
820 => 0.42979468726048
821 => 0.43311325195354
822 => 0.4295430249222
823 => 0.43254377125818
824 => 0.43383879390047
825 => 0.43861745533037
826 => 0.4288372127436
827 => 0.40889463604496
828 => 0.41308680744739
829 => 0.40688625665524
830 => 0.40746014123822
831 => 0.40861947942888
901 => 0.40486168504109
902 => 0.40557855378857
903 => 0.40555294219238
904 => 0.40533223529294
905 => 0.40435468783977
906 => 0.40293705063081
907 => 0.4085844809456
908 => 0.40954408940348
909 => 0.41167718013503
910 => 0.41802381126283
911 => 0.41738963314929
912 => 0.41842400396427
913 => 0.41616597828292
914 => 0.4075648845734
915 => 0.40803196534294
916 => 0.40220746066235
917 => 0.41152823445507
918 => 0.40932095219275
919 => 0.40789790295901
920 => 0.40750961079113
921 => 0.41387197398992
922 => 0.41577569277682
923 => 0.41458942298264
924 => 0.41215634902575
925 => 0.41682857029672
926 => 0.41807865960364
927 => 0.41835850849794
928 => 0.42663678878052
929 => 0.41882117240551
930 => 0.42070246894753
1001 => 0.43537980752851
1002 => 0.42206948676983
1003 => 0.42912026053128
1004 => 0.42877516184611
1005 => 0.43238209911729
1006 => 0.42847928771126
1007 => 0.42852766773612
1008 => 0.43173038367783
1009 => 0.42723274675056
1010 => 0.42611906859696
1011 => 0.42458053020407
1012 => 0.42793987249864
1013 => 0.42995364627425
1014 => 0.44618318395182
1015 => 0.45666820544837
1016 => 0.45621302301292
1017 => 0.46037253840705
1018 => 0.4584986386252
1019 => 0.45244732191983
1020 => 0.46277618165644
1021 => 0.45950769825793
1022 => 0.4597771480581
1023 => 0.45976711912308
1024 => 0.46194037484731
1025 => 0.46040042399073
1026 => 0.4573650227797
1027 => 0.45938006375982
1028 => 0.46536401508047
1029 => 0.4839383835898
1030 => 0.49433284628527
1031 => 0.48331262388386
1101 => 0.49091422572969
1102 => 0.48635597334988
1103 => 0.4855276032962
1104 => 0.49030197100935
1105 => 0.49508469562116
1106 => 0.49478005673967
1107 => 0.49130804426713
1108 => 0.48934679252044
1109 => 0.50419804781389
1110 => 0.51514019972957
1111 => 0.51439401832603
1112 => 0.51768742037003
1113 => 0.5273569506323
1114 => 0.52824101129699
1115 => 0.52812963997314
1116 => 0.52593840337353
1117 => 0.53545931166391
1118 => 0.54340182086419
1119 => 0.52543119541163
1120 => 0.5322741743312
1121 => 0.53534620803521
1122 => 0.53985686494402
1123 => 0.54746709922306
1124 => 0.55573383216505
1125 => 0.55690283884316
1126 => 0.55607337266292
1127 => 0.55062124006597
1128 => 0.55966679789373
1129 => 0.56496547352479
1130 => 0.56812071360506
1201 => 0.57612187746672
1202 => 0.53536517986952
1203 => 0.50651556357092
1204 => 0.50201027939239
1205 => 0.51117195193099
1206 => 0.51358781191645
1207 => 0.51261398178554
1208 => 0.48014111574911
1209 => 0.50183931647312
1210 => 0.52518475601562
1211 => 0.52608154942574
1212 => 0.53776876459084
1213 => 0.54157460092373
1214 => 0.55098434100995
1215 => 0.55039575920556
1216 => 0.55268688117488
1217 => 0.55216019191084
1218 => 0.569589753966
1219 => 0.58881714922786
1220 => 0.58815136566931
1221 => 0.5853872001122
1222 => 0.58949245732477
1223 => 0.60933718976791
1224 => 0.6075102048099
1225 => 0.6092849650744
1226 => 0.63268302302496
1227 => 0.66310382669563
1228 => 0.64897030919185
1229 => 0.67963597536494
1230 => 0.69893838670379
1231 => 0.73231991120774
]
'min_raw' => 0.29898999761452
'max_raw' => 0.73231991120774
'avg_raw' => 0.51565495441113
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.298989'
'max' => '$0.732319'
'avg' => '$0.515654'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.13331761637295
'max_diff' => 0.29709749768419
'year' => 2028
]
3 => [
'items' => [
101 => 0.72814037993237
102 => 0.74113556245681
103 => 0.72065814665496
104 => 0.67363786080536
105 => 0.66619672058324
106 => 0.68109407174761
107 => 0.71771775592295
108 => 0.6799406616003
109 => 0.68758291858078
110 => 0.68538194805628
111 => 0.68526466769055
112 => 0.68974078223667
113 => 0.68324794462909
114 => 0.65679495617662
115 => 0.66891820489595
116 => 0.66423683635919
117 => 0.66943116376986
118 => 0.69746280650168
119 => 0.68506934905904
120 => 0.67201384840595
121 => 0.68838834347245
122 => 0.70923870257907
123 => 0.70793392457788
124 => 0.70540210990067
125 => 0.71967381667461
126 => 0.74324649504743
127 => 0.74961809528891
128 => 0.75432148032554
129 => 0.75496999765774
130 => 0.76165012923078
131 => 0.72572937815266
201 => 0.78273653262395
202 => 0.79258009341029
203 => 0.79072991195625
204 => 0.8016706154899
205 => 0.79845158297144
206 => 0.79378770990292
207 => 0.81113105215813
208 => 0.79124830979808
209 => 0.76302726018565
210 => 0.7475446342192
211 => 0.76793340503963
212 => 0.78038411590963
213 => 0.78861324378075
214 => 0.79110337290238
215 => 0.72851780380559
216 => 0.6947876532172
217 => 0.7164082930274
218 => 0.74278696577268
219 => 0.72558284329366
220 => 0.72625721232313
221 => 0.70172865483191
222 => 0.74495719884143
223 => 0.73865916358852
224 => 0.77133338162162
225 => 0.76353541726104
226 => 0.79017997366119
227 => 0.78316356900471
228 => 0.81228827245188
301 => 0.82390690517682
302 => 0.84341639781778
303 => 0.8577676600224
304 => 0.86619499568485
305 => 0.86568905006182
306 => 0.89908235243841
307 => 0.87939148870006
308 => 0.85465512306443
309 => 0.85420772025232
310 => 0.86701903453202
311 => 0.89386803464985
312 => 0.90082958974334
313 => 0.90472014932778
314 => 0.89876162189285
315 => 0.87738860056178
316 => 0.86815983831471
317 => 0.8760230111322
318 => 0.86640702646655
319 => 0.88300691376823
320 => 0.90580210457803
321 => 0.90109498781776
322 => 0.91683017341696
323 => 0.93311443512233
324 => 0.95640166073297
325 => 0.96248980383106
326 => 0.97255327286085
327 => 0.98291188816988
328 => 0.98623879623462
329 => 0.99259089600917
330 => 0.99255741730788
331 => 1.0116998975241
401 => 1.0328146459959
402 => 1.0407849747364
403 => 1.0591123061888
404 => 1.0277273933429
405 => 1.0515332102604
406 => 1.0730066530183
407 => 1.0474051293162
408 => 1.0826908653495
409 => 1.0840609305205
410 => 1.1047472879859
411 => 1.0837777016681
412 => 1.0713260282499
413 => 1.1072735428502
414 => 1.1246674128291
415 => 1.1194282376355
416 => 1.0795578557216
417 => 1.0563515833267
418 => 0.99561629231337
419 => 1.0675598680879
420 => 1.1026014852249
421 => 1.0794671063987
422 => 1.0911347414322
423 => 1.1547895749314
424 => 1.1790252141826
425 => 1.1739843706383
426 => 1.1748361902179
427 => 1.1879133012499
428 => 1.2459044132624
429 => 1.2111547947211
430 => 1.2377195760526
501 => 1.2518094402843
502 => 1.2648968914195
503 => 1.232758247763
504 => 1.1909463445763
505 => 1.1777027596928
506 => 1.0771668483532
507 => 1.0719335175626
508 => 1.0689958904037
509 => 1.0504745667025
510 => 1.0359218796909
511 => 1.0243490426726
512 => 0.99397846239502
513 => 1.004227641701
514 => 0.95582327557119
515 => 0.98679067367562
516 => 0.90953613656818
517 => 0.97387601070222
518 => 0.93885874238617
519 => 0.96237189627399
520 => 0.96228986109515
521 => 0.91899468993545
522 => 0.8940229387577
523 => 0.90993591052326
524 => 0.9269958794292
525 => 0.92976380198757
526 => 0.95188249698487
527 => 0.95805534931886
528 => 0.93935131856395
529 => 0.90793520800124
530 => 0.91523245395977
531 => 0.89387506030126
601 => 0.85644704941501
602 => 0.88332850026389
603 => 0.89250700947766
604 => 0.8965607620346
605 => 0.85975461196407
606 => 0.84818932051151
607 => 0.84203205638436
608 => 0.90318399621898
609 => 0.90653403752582
610 => 0.88939475255192
611 => 0.96686594584762
612 => 0.9493318288257
613 => 0.96892173350216
614 => 0.91457030537515
615 => 0.9166466031235
616 => 0.8909157660279
617 => 0.90532331546628
618 => 0.89514052390023
619 => 0.90415932784984
620 => 0.90956516175131
621 => 0.93529177666974
622 => 0.97416976731936
623 => 0.93144907830793
624 => 0.91283506233411
625 => 0.92438309315507
626 => 0.95513702101298
627 => 1.0017307959823
628 => 0.97414634341336
629 => 0.98638785504908
630 => 0.98906208075454
701 => 0.96872232666213
702 => 1.002480751728
703 => 1.0205721659738
704 => 1.0391302134993
705 => 1.0552436461809
706 => 1.0317177212174
707 => 1.0568938332373
708 => 1.0366063311313
709 => 1.0184063444588
710 => 1.0184339463259
711 => 1.0070168288269
712 => 0.98489472502312
713 => 0.98081506966774
714 => 1.0020379520301
715 => 1.0190566938703
716 => 1.0204584389625
717 => 1.0298808888998
718 => 1.0354569977137
719 => 1.0901104444423
720 => 1.1120925128336
721 => 1.1389717699633
722 => 1.1494427554472
723 => 1.1809566676977
724 => 1.1555066241206
725 => 1.1500003471044
726 => 1.0735579041068
727 => 1.0860753498653
728 => 1.1061169882784
729 => 1.0738883833424
730 => 1.094330015172
731 => 1.0983656263082
801 => 1.0727932676791
802 => 1.0864525693393
803 => 1.0501775138306
804 => 0.97496046440116
805 => 1.002564489806
806 => 1.0228903439184
807 => 0.99388284394023
808 => 1.0458776649058
809 => 1.0155033638887
810 => 1.0058761686898
811 => 0.9683170478762
812 => 0.9860435071171
813 => 1.0100187970589
814 => 0.99520485530147
815 => 1.0259460087726
816 => 1.0694836804539
817 => 1.1005112180071
818 => 1.10289312707
819 => 1.0829444991068
820 => 1.1149123027283
821 => 1.1151451532776
822 => 1.0790853402003
823 => 1.0569989054724
824 => 1.0519808210319
825 => 1.0645169798176
826 => 1.0797381908859
827 => 1.1037377983501
828 => 1.1182402585039
829 => 1.1560549830745
830 => 1.1662865633102
831 => 1.1775279679679
901 => 1.1925499513114
902 => 1.2105876938728
903 => 1.1711221400377
904 => 1.1726901800646
905 => 1.1359404027712
906 => 1.0966679952821
907 => 1.1264708571916
908 => 1.1654341346298
909 => 1.1564959157349
910 => 1.155490183518
911 => 1.15718154614
912 => 1.1504424209882
913 => 1.1199616076901
914 => 1.1046543340718
915 => 1.1244046223414
916 => 1.1349010215725
917 => 1.1511800213977
918 => 1.1491732910612
919 => 1.191106246374
920 => 1.2074001248219
921 => 1.2032314534605
922 => 1.2039985893157
923 => 1.2334978779484
924 => 1.2663071538994
925 => 1.2970373703927
926 => 1.3282974665033
927 => 1.2906122005397
928 => 1.2714779465874
929 => 1.291219612499
930 => 1.2807444066823
1001 => 1.3409380464532
1002 => 1.3451057234707
1003 => 1.4052950105563
1004 => 1.4624218112076
1005 => 1.4265414912515
1006 => 1.460375016885
1007 => 1.4969687333455
1008 => 1.5675639495143
1009 => 1.5437899642783
1010 => 1.5255794641734
1011 => 1.5083706295667
1012 => 1.5441794825576
1013 => 1.59024699987
1014 => 1.6001695018699
1015 => 1.6162477457972
1016 => 1.5993434382618
1017 => 1.6197028147398
1018 => 1.6915803600707
1019 => 1.6721584128417
1020 => 1.6445761255426
1021 => 1.7013165443885
1022 => 1.7218506813961
1023 => 1.865970008726
1024 => 2.0479266127526
1025 => 1.9725953838941
1026 => 1.9258348592181
1027 => 1.9368246916914
1028 => 2.0032690838622
1029 => 2.0246089137878
1030 => 1.9665998997694
1031 => 1.9870896641999
1101 => 2.0999902807212
1102 => 2.1605578391994
1103 => 2.0782989594776
1104 => 1.8513499727597
1105 => 1.6420926423557
1106 => 1.6975971093592
1107 => 1.6913046253051
1108 => 1.8126022531185
1109 => 1.6716952058235
1110 => 1.6740677191237
1111 => 1.7978736534239
1112 => 1.7648443527236
1113 => 1.7113411156625
1114 => 1.6424832751964
1115 => 1.5151931885156
1116 => 1.4024488089957
1117 => 1.6235665007141
1118 => 1.6140315037708
1119 => 1.6002234151895
1120 => 1.630951822136
1121 => 1.7801602438576
1122 => 1.7767205067964
1123 => 1.7548386545822
1124 => 1.7714358466289
1125 => 1.7084315476505
1126 => 1.7246691900784
1127 => 1.6420594949254
1128 => 1.6794025272202
1129 => 1.7112263217453
1130 => 1.7176154196555
1201 => 1.7320103834827
1202 => 1.6090069936553
1203 => 1.664231904498
1204 => 1.6966713657437
1205 => 1.5501086996778
1206 => 1.6937742930705
1207 => 1.6068657782962
1208 => 1.5773677230598
1209 => 1.6170829683624
1210 => 1.6016058986436
1211 => 1.5882996229434
1212 => 1.5808744924719
1213 => 1.6100369854105
1214 => 1.6086765202582
1215 => 1.5609610216147
1216 => 1.4987180987668
1217 => 1.5196088667288
1218 => 1.5120190548762
1219 => 1.4845125976171
1220 => 1.5030486286674
1221 => 1.4214253287926
1222 => 1.2809966837678
1223 => 1.3737681481169
1224 => 1.3701965476554
1225 => 1.3683955847435
1226 => 1.4381107761869
1227 => 1.4314092691327
1228 => 1.4192459682081
1229 => 1.4842892090571
1230 => 1.4605475511921
1231 => 1.5337137464938
]
'min_raw' => 0.65679495617662
'max_raw' => 2.1605578391994
'avg_raw' => 1.408676397688
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.656794'
'max' => '$2.16'
'avg' => '$1.40'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.35780495856209
'max_diff' => 1.4282379279917
'year' => 2029
]
4 => [
'items' => [
101 => 1.5819057348122
102 => 1.5696826877271
103 => 1.6150074856727
104 => 1.5200901478292
105 => 1.5516178800382
106 => 1.558115701951
107 => 1.4834865855614
108 => 1.4325057185657
109 => 1.4291058759615
110 => 1.3407120781873
111 => 1.3879313314685
112 => 1.4294823202905
113 => 1.4095826211317
114 => 1.4032829708647
115 => 1.4354665178516
116 => 1.437967455086
117 => 1.3809458211059
118 => 1.3928024244506
119 => 1.4422464313946
120 => 1.3915565623359
121 => 1.293074426898
122 => 1.2686494956873
123 => 1.265390759623
124 => 1.199148409014
125 => 1.2702816863831
126 => 1.2392301045582
127 => 1.3373216794882
128 => 1.2812922979638
129 => 1.2788769833108
130 => 1.2752258809632
131 => 1.2182083533569
201 => 1.2306915682498
202 => 1.2721876758009
203 => 1.2869939544623
204 => 1.2854495382937
205 => 1.2719843222358
206 => 1.278148629194
207 => 1.2582912486947
208 => 1.2512791943448
209 => 1.2291472219988
210 => 1.1966193367637
211 => 1.2011425387108
212 => 1.1366962866758
213 => 1.1015825481457
214 => 1.0918635281122
215 => 1.0788668483376
216 => 1.0933315376756
217 => 1.1365137185411
218 => 1.0844268468066
219 => 0.99512755868715
220 => 1.0004945980617
221 => 1.0125527420481
222 => 0.99008247050211
223 => 0.9688162442708
224 => 0.98730550259545
225 => 0.94946821700752
226 => 1.0171251972416
227 => 1.0152952655328
228 => 1.0405136038844
301 => 1.0562831483881
302 => 1.0199394537578
303 => 1.010799112842
304 => 1.016005866433
305 => 0.92994982776172
306 => 1.0334809895747
307 => 1.0343763313612
308 => 1.0267098714068
309 => 1.0818370189061
310 => 1.1981724947183
311 => 1.1544024091341
312 => 1.1374533090381
313 => 1.1052330573658
314 => 1.1481646296699
315 => 1.1448681547538
316 => 1.1299602450322
317 => 1.1209438947171
318 => 1.1375567966291
319 => 1.1188853723233
320 => 1.1155314714616
321 => 1.0952104813195
322 => 1.087956812385
323 => 1.0825864846827
324 => 1.07667428156
325 => 1.0897151284195
326 => 1.0601628537697
327 => 1.0245257075873
328 => 1.0215628644815
329 => 1.0297435347924
330 => 1.0261241971591
331 => 1.0215455364853
401 => 1.0128036263351
402 => 1.0102100883349
403 => 1.0186378286298
404 => 1.0091234012046
405 => 1.0231624571482
406 => 1.0193446107479
407 => 0.99801843110734
408 => 0.97143811531218
409 => 0.9712014947475
410 => 0.96547480930989
411 => 0.95818101439217
412 => 0.95615204750548
413 => 0.98574838883008
414 => 1.0470119296281
415 => 1.0349844306571
416 => 1.0436755312913
417 => 1.0864271445129
418 => 1.1000165967702
419 => 1.0903711254418
420 => 1.0771678093807
421 => 1.0777486882795
422 => 1.1228684161758
423 => 1.1256824782597
424 => 1.1327927052949
425 => 1.1419313563851
426 => 1.0919274772391
427 => 1.0753935100685
428 => 1.0675587991534
429 => 1.0434309219498
430 => 1.069450768946
501 => 1.0542901183823
502 => 1.0563358081049
503 => 1.0550035499894
504 => 1.0557310530073
505 => 1.0171062857368
506 => 1.0311791208722
507 => 1.0077803029883
508 => 0.97645191248239
509 => 0.97634688873227
510 => 0.98401446792569
511 => 0.97945349178904
512 => 0.96718002227873
513 => 0.96892341069353
514 => 0.9536494937004
515 => 0.97077794075968
516 => 0.97126912333281
517 => 0.96467373822217
518 => 0.9910624741872
519 => 1.0018739608432
520 => 0.99753273707657
521 => 1.001569369011
522 => 1.0354842275403
523 => 1.0410138292896
524 => 1.0434697131216
525 => 1.0401791541289
526 => 1.0021892703665
527 => 1.0038742832568
528 => 0.99151077669123
529 => 0.98106491647754
530 => 0.98148269610477
531 => 0.98685322612138
601 => 1.0103066456813
602 => 1.0596629844907
603 => 1.0615360214695
604 => 1.0638061969281
605 => 1.054572252439
606 => 1.0517872064242
607 => 1.0554614009991
608 => 1.0739970468229
609 => 1.1216757602604
610 => 1.1048229185774
611 => 1.091121295959
612 => 1.1031413129263
613 => 1.1012909255302
614 => 1.085671793743
615 => 1.0852334167349
616 => 1.0552553090968
617 => 1.0441730852715
618 => 1.0349119495529
619 => 1.0247990311164
620 => 1.0188037540791
621 => 1.0280152244131
622 => 1.0301219966654
623 => 1.0099809557912
624 => 1.0072358063438
625 => 1.0236834150962
626 => 1.0164454357129
627 => 1.0238898770018
628 => 1.0256170512381
629 => 1.0253389364059
630 => 1.0177816546531
701 => 1.0225984406809
702 => 1.0112053057721
703 => 0.99881698275228
704 => 0.99091400448544
705 => 0.98401760776966
706 => 0.9878441294885
707 => 0.9742032782561
708 => 0.96983929541076
709 => 1.0209666219558
710 => 1.058734927786
711 => 1.0581857616614
712 => 1.0548428541116
713 => 1.0498759715766
714 => 1.0736336884287
715 => 1.065356974928
716 => 1.0713789755423
717 => 1.0729118274412
718 => 1.0775513084738
719 => 1.0792095241661
720 => 1.0741972446392
721 => 1.0573754223485
722 => 1.015457040571
723 => 0.99594392069702
724 => 0.9895042661219
725 => 0.98973833533506
726 => 0.98328166150512
727 => 0.98518344131586
728 => 0.98262030009805
729 => 0.97776633072198
730 => 0.98754441055766
731 => 0.9886712431696
801 => 0.9863889224966
802 => 0.98692649163631
803 => 0.96802985125578
804 => 0.96946652178257
805 => 0.96146695772616
806 => 0.95996713590177
807 => 0.9397449345689
808 => 0.90391837365276
809 => 0.92376976616871
810 => 0.89979207553764
811 => 0.89071136077435
812 => 0.93369805212288
813 => 0.92938338057671
814 => 0.9219985384323
815 => 0.91107481776477
816 => 0.90702310351006
817 => 0.88240617031528
818 => 0.88095167057591
819 => 0.89315248738034
820 => 0.88752223022957
821 => 0.87961521684475
822 => 0.85097681588605
823 => 0.81877777135976
824 => 0.81974965811803
825 => 0.82999157509732
826 => 0.85977133002529
827 => 0.84813586457994
828 => 0.83969420089776
829 => 0.83811333104556
830 => 0.85790122702099
831 => 0.88590524551859
901 => 0.89904410444307
902 => 0.88602389428199
903 => 0.87106697790684
904 => 0.87197733610292
905 => 0.87803354133377
906 => 0.8786699628734
907 => 0.86893454790903
908 => 0.87167501019598
909 => 0.86751199738898
910 => 0.84196359547672
911 => 0.84150150590099
912 => 0.83523151604809
913 => 0.83504166324719
914 => 0.82437484638514
915 => 0.82288248496991
916 => 0.80170287266081
917 => 0.81564335762043
918 => 0.80629281221782
919 => 0.79219933472541
920 => 0.78976961389357
921 => 0.78969657355139
922 => 0.80416742369219
923 => 0.8154742573112
924 => 0.80645546895842
925 => 0.80440206567236
926 => 0.82632704062642
927 => 0.82353688771293
928 => 0.82112063328441
929 => 0.88339779281289
930 => 0.83410056149874
1001 => 0.81260415485817
1002 => 0.78599826958357
1003 => 0.7946612799875
1004 => 0.79648670356571
1005 => 0.73250434555158
1006 => 0.70654671087374
1007 => 0.69763902884513
1008 => 0.69251253190153
1009 => 0.69484874093323
1010 => 0.6714838251963
1011 => 0.68718543499155
1012 => 0.66695339295053
1013 => 0.6635614252616
1014 => 0.6997388227
1015 => 0.70477269620827
1016 => 0.6832966279201
1017 => 0.69708774042074
1018 => 0.6920868913172
1019 => 0.66730021324185
1020 => 0.66635354445783
1021 => 0.65391646069348
1022 => 0.63445483289624
1023 => 0.62556034676771
1024 => 0.6209280211665
1025 => 0.62283940899179
1026 => 0.62187295281789
1027 => 0.61556617254707
1028 => 0.62223445008056
1029 => 0.60519975650501
1030 => 0.59841640426537
1031 => 0.5953525214313
1101 => 0.58023325040262
1102 => 0.6042947341796
1103 => 0.60903514960225
1104 => 0.61378490510767
1105 => 0.65512828398655
1106 => 0.65306288561294
1107 => 0.6717330810206
1108 => 0.67100759155934
1109 => 0.66568254939197
1110 => 0.64321707241472
1111 => 0.65217141112923
1112 => 0.62461134837917
1113 => 0.64526122129362
1114 => 0.63583748165477
1115 => 0.6420750454423
1116 => 0.63085934333388
1117 => 0.63706657596567
1118 => 0.61015927795678
1119 => 0.58503362167197
1120 => 0.59514491922461
1121 => 0.60613705603146
1122 => 0.62997080937308
1123 => 0.61577562250701
1124 => 0.62088074848349
1125 => 0.60377943105004
1126 => 0.56849452843501
1127 => 0.56869423715188
1128 => 0.56326642360795
1129 => 0.55857600023223
1130 => 0.61740611047823
1201 => 0.61008965630272
1202 => 0.5984318441279
1203 => 0.61403628898694
1204 => 0.61816235188351
1205 => 0.61827981509361
1206 => 0.62966441525375
1207 => 0.63574037840002
1208 => 0.63681129323928
1209 => 0.65472520757182
1210 => 0.66072971536584
1211 => 0.68546143317967
1212 => 0.63522487537745
1213 => 0.63419028652859
1214 => 0.61425587552683
1215 => 0.60161315691894
1216 => 0.61512153328623
1217 => 0.62708811067039
1218 => 0.61462771044286
1219 => 0.61625477565917
1220 => 0.59952770640582
1221 => 0.60550684658213
1222 => 0.61065688757913
1223 => 0.607813337646
1224 => 0.60355640576674
1225 => 0.62610698778993
1226 => 0.62483459557574
1227 => 0.64583421599138
1228 => 0.66220492180263
1229 => 0.6915441532301
1230 => 0.66092713574681
1231 => 0.6598113299381
]
'min_raw' => 0.55857600023223
'max_raw' => 1.6150074856727
'avg_raw' => 1.0867917429525
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.558576'
'max' => '$1.61'
'avg' => '$1.08'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.098218955944383
'max_diff' => -0.5455503535267
'year' => 2030
]
5 => [
'items' => [
101 => 0.67071851069915
102 => 0.66072804553329
103 => 0.66704167465898
104 => 0.69052692996963
105 => 0.69102313640676
106 => 0.68271103925889
107 => 0.68220524739204
108 => 0.68380167657367
109 => 0.69315201215401
110 => 0.68988471759545
111 => 0.6936657135764
112 => 0.69839390694724
113 => 0.71795171944148
114 => 0.72266704182118
115 => 0.71121125305286
116 => 0.71224558251361
117 => 0.70796080304583
118 => 0.70382175976808
119 => 0.71312572459773
120 => 0.73012890319381
121 => 0.73002312730223
122 => 0.73396753424196
123 => 0.73642486708818
124 => 0.72587619563462
125 => 0.71900939840376
126 => 0.72164256540773
127 => 0.72585305679
128 => 0.72027715980005
129 => 0.68586014057128
130 => 0.69630006563759
131 => 0.6945623516203
201 => 0.69208763554643
202 => 0.70258506093016
203 => 0.70157255864326
204 => 0.67124418421432
205 => 0.67318570834509
206 => 0.67136225472724
207 => 0.67725420641002
208 => 0.66040986080669
209 => 0.66559106806587
210 => 0.66884067268803
211 => 0.67075471477513
212 => 0.67766954726465
213 => 0.6768581714827
214 => 0.67761911100682
215 => 0.68787198214068
216 => 0.73972748597528
217 => 0.74254986663628
218 => 0.7286514320243
219 => 0.73420358251728
220 => 0.72354466769259
221 => 0.73070006862293
222 => 0.73559561221199
223 => 0.71347359209192
224 => 0.71216366963114
225 => 0.70146076167337
226 => 0.70721189816618
227 => 0.69806142648478
228 => 0.70030663216548
301 => 0.69402884134872
302 => 0.70532761492321
303 => 0.7179613994314
304 => 0.72115319232144
305 => 0.71275695938099
306 => 0.70667753339339
307 => 0.69600406404657
308 => 0.7137542814441
309 => 0.71894498593921
310 => 0.71372701688314
311 => 0.71251789943797
312 => 0.71022662406421
313 => 0.71300400434007
314 => 0.71891671624777
315 => 0.71612839050275
316 => 0.71797012878131
317 => 0.71095132165568
318 => 0.72587968768381
319 => 0.7495895256434
320 => 0.74966575664939
321 => 0.74687741587425
322 => 0.7457364869047
323 => 0.74859749375066
324 => 0.75014947259995
325 => 0.75940144412086
326 => 0.7693291781776
327 => 0.8156575812107
328 => 0.8026487510251
329 => 0.84375406628509
330 => 0.87626303379858
331 => 0.88601105171102
401 => 0.87704333391126
402 => 0.8463652557449
403 => 0.84486004287256
404 => 0.89070604360362
405 => 0.87775244851724
406 => 0.87621165959971
407 => 0.85982026872117
408 => 0.86950961084364
409 => 0.86739040958738
410 => 0.86404514672951
411 => 0.88253173653376
412 => 0.91713698233805
413 => 0.91174343025351
414 => 0.90771739382208
415 => 0.89007647414115
416 => 0.90070024803113
417 => 0.89691732563389
418 => 0.91317116095429
419 => 0.90354274897703
420 => 0.87765431229424
421 => 0.88177713116538
422 => 0.88115397538697
423 => 0.89397847714939
424 => 0.89012888004401
425 => 0.88040227976832
426 => 0.91701870536996
427 => 0.91464103836265
428 => 0.91801202656867
429 => 0.91949603982823
430 => 0.94178381283816
501 => 0.95091440031114
502 => 0.95298720352094
503 => 0.96166055543529
504 => 0.95277140262406
505 => 0.9883343517275
506 => 1.0119816377257
507 => 1.0394491772908
508 => 1.079586635174
509 => 1.0946786906303
510 => 1.0919524458959
511 => 1.1223842083805
512 => 1.1770694091052
513 => 1.1030058884721
514 => 1.180994955539
515 => 1.1563045173327
516 => 1.0977639325075
517 => 1.093994608993
518 => 1.1336389727067
519 => 1.2215663557953
520 => 1.1995415435957
521 => 1.2216023804978
522 => 1.1958672424212
523 => 1.1945892759029
524 => 1.2203524822834
525 => 1.2805496182707
526 => 1.251952215419
527 => 1.2109508260603
528 => 1.2412256139105
529 => 1.2149987908753
530 => 1.1559024181515
531 => 1.1995247016369
601 => 1.1703557229613
602 => 1.178868781647
603 => 1.240177636265
604 => 1.2328007926743
605 => 1.2423471113581
606 => 1.2254981087519
607 => 1.2097584834739
608 => 1.1803793040526
609 => 1.171681577402
610 => 1.1740853161368
611 => 1.1716803862284
612 => 1.1552430053508
613 => 1.1516933545153
614 => 1.1457771142757
615 => 1.1476108045116
616 => 1.136486542004
617 => 1.1574803237458
618 => 1.1613769546336
619 => 1.1766544782492
620 => 1.1782406414322
621 => 1.2207883272395
622 => 1.1973537768816
623 => 1.2130756965035
624 => 1.211669380032
625 => 1.0990326844913
626 => 1.1145530273348
627 => 1.1386978102475
628 => 1.1278206182728
629 => 1.1124428136916
630 => 1.1000244119865
701 => 1.0812092635565
702 => 1.1076912236588
703 => 1.1425121851507
704 => 1.1791237584789
705 => 1.2231101649475
706 => 1.2132929110819
707 => 1.1783014632063
708 => 1.1798711539967
709 => 1.1895743648126
710 => 1.1770078251764
711 => 1.1733017073097
712 => 1.1890652011291
713 => 1.1891737556475
714 => 1.174714433079
715 => 1.1586455420722
716 => 1.1585782128321
717 => 1.1557189088845
718 => 1.1963759062415
719 => 1.2187331439017
720 => 1.2212963651689
721 => 1.2185606186877
722 => 1.2196134989305
723 => 1.2066043149441
724 => 1.2363394517833
725 => 1.2636273538471
726 => 1.256313613173
727 => 1.245349276193
728 => 1.2366156536744
729 => 1.2542562492662
730 => 1.2534707413133
731 => 1.2633890178281
801 => 1.2629390675146
802 => 1.2596039241679
803 => 1.2563137322815
804 => 1.2693589712049
805 => 1.2656021518951
806 => 1.2618394972072
807 => 1.2542929171971
808 => 1.2553186227559
809 => 1.2443561789233
810 => 1.239284450799
811 => 1.1630178285872
812 => 1.1426368950484
813 => 1.1490491516319
814 => 1.1511602329933
815 => 1.1422904245984
816 => 1.1550074513699
817 => 1.1530255162182
818 => 1.1607360665001
819 => 1.1559188494372
820 => 1.1561165497057
821 => 1.1702829579489
822 => 1.1743955265301
823 => 1.1723038409572
824 => 1.1737687858337
825 => 1.2075278221974
826 => 1.2027283667797
827 => 1.2001787517457
828 => 1.2008850125345
829 => 1.2095111701274
830 => 1.2119260232826
831 => 1.2016941207751
901 => 1.2065195451476
902 => 1.227065589688
903 => 1.2342555424717
904 => 1.2572024203843
905 => 1.2474541787988
906 => 1.265347498123
907 => 1.3203454614435
908 => 1.3642816401135
909 => 1.3238761144692
910 => 1.404559311358
911 => 1.4673827534532
912 => 1.4649714851076
913 => 1.454016764846
914 => 1.3824939462683
915 => 1.3166775822679
916 => 1.3717357654646
917 => 1.3718761200964
918 => 1.3671465733311
919 => 1.3377717645654
920 => 1.3661243936597
921 => 1.3683749223956
922 => 1.3671152247674
923 => 1.3445936277596
924 => 1.3102073118156
925 => 1.3169263156418
926 => 1.3279321809732
927 => 1.3070957818369
928 => 1.3004372897909
929 => 1.3128166933344
930 => 1.3527057109025
1001 => 1.3451649231926
1002 => 1.3449680027507
1003 => 1.3772306903653
1004 => 1.354137568757
1005 => 1.3170110637973
1006 => 1.3076361316566
1007 => 1.2743614382678
1008 => 1.2973443875118
1009 => 1.2981715029393
1010 => 1.2855839765185
1011 => 1.3180324721926
1012 => 1.3177334535925
1013 => 1.3485384709138
1014 => 1.4074260941961
1015 => 1.3900101263075
1016 => 1.3697572505051
1017 => 1.3719592996562
1018 => 1.3961103437228
1019 => 1.3815080711654
1020 => 1.3867591501877
1021 => 1.3961023955858
1022 => 1.4017394075142
1023 => 1.3711482203884
1024 => 1.3640159513237
1025 => 1.3494258319037
1026 => 1.3456195420845
1027 => 1.3575028899192
1028 => 1.3543720476097
1029 => 1.2981019870904
1030 => 1.2922214526825
1031 => 1.2924018002773
1101 => 1.2776149169044
1102 => 1.2550613705021
1103 => 1.3143307438451
1104 => 1.3095705836913
1105 => 1.3043157352886
1106 => 1.3049594242342
1107 => 1.330686250377
1108 => 1.3157633919783
1109 => 1.3554382568395
1110 => 1.3472822973597
1111 => 1.3389171682944
1112 => 1.3377608526495
1113 => 1.3345409916387
1114 => 1.3234988901749
1115 => 1.3101648891301
1116 => 1.3013606266688
1117 => 1.2004363884396
1118 => 1.2191673400056
1119 => 1.2407155924024
1120 => 1.2481539627806
1121 => 1.2354301155292
1122 => 1.3240013052172
1123 => 1.3401841150664
1124 => 1.2911653284545
1125 => 1.2819959149033
1126 => 1.3246024504431
1127 => 1.2989055010755
1128 => 1.3104768358022
1129 => 1.2854659393046
1130 => 1.3362861500617
1201 => 1.3358989852029
1202 => 1.3161287753919
1203 => 1.3328384213436
1204 => 1.3299347091553
1205 => 1.3076141909705
1206 => 1.3369937503006
1207 => 1.3370083221954
1208 => 1.3179799250938
1209 => 1.2957589231308
1210 => 1.2917863328164
1211 => 1.288793519657
1212 => 1.3097407872278
1213 => 1.3285220418314
1214 => 1.3634693003809
1215 => 1.3722558715066
1216 => 1.4065504435654
1217 => 1.3861296956768
1218 => 1.3951819487228
1219 => 1.4050094499237
1220 => 1.4097211153938
1221 => 1.4020437093522
1222 => 1.4553172959686
1223 => 1.4598152189395
1224 => 1.4613233336048
1225 => 1.4433597799382
1226 => 1.4593156200162
1227 => 1.4518504108456
1228 => 1.4712728112127
1229 => 1.4743184915879
1230 => 1.4717389086633
1231 => 1.4727056556872
]
'min_raw' => 0.66040986080669
'max_raw' => 1.4743184915879
'avg_raw' => 1.0673641761973
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.6604098'
'max' => '$1.47'
'avg' => '$1.06'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.10183386057445
'max_diff' => -0.14068899408482
'year' => 2031
]
6 => [
'items' => [
101 => 1.4272460476148
102 => 1.4248887271177
103 => 1.3927464948721
104 => 1.4058446920956
105 => 1.3813582401992
106 => 1.3891231463339
107 => 1.3925458429714
108 => 1.3907580204843
109 => 1.4065852445142
110 => 1.3931288708005
111 => 1.3576152881375
112 => 1.3220920298226
113 => 1.3216460642511
114 => 1.3122934173744
115 => 1.3055331667052
116 => 1.3068354308169
117 => 1.3114247794033
118 => 1.3052664254224
119 => 1.3065806224807
120 => 1.3284050500977
121 => 1.3327817834116
122 => 1.3179079335109
123 => 1.2581872798732
124 => 1.2435316816726
125 => 1.2540658350261
126 => 1.2490311882095
127 => 1.0080656517724
128 => 1.064676930266
129 => 1.0310404309224
130 => 1.0465416773609
131 => 1.0122075216604
201 => 1.0285935803679
202 => 1.0255676736477
203 => 1.1165969342159
204 => 1.1151756375187
205 => 1.1158559370343
206 => 1.0833834686455
207 => 1.1351129925124
208 => 1.1605968161028
209 => 1.1558804385862
210 => 1.1570674491968
211 => 1.1366706741531
212 => 1.1160534224019
213 => 1.0931857172374
214 => 1.1356710868992
215 => 1.1309474390422
216 => 1.1417817877112
217 => 1.1693365868538
218 => 1.173394135698
219 => 1.1788475224923
220 => 1.176892871525
221 => 1.2234605876394
222 => 1.2178209299543
223 => 1.2314108823352
224 => 1.2034553192155
225 => 1.1718209459791
226 => 1.1778336061258
227 => 1.1772545386029
228 => 1.1698823444138
229 => 1.163227057133
301 => 1.152147878926
302 => 1.1872040381828
303 => 1.185780822137
304 => 1.2088210356102
305 => 1.2047484540781
306 => 1.1775507578771
307 => 1.1785221289177
308 => 1.1850550659906
309 => 1.2076656357917
310 => 1.2143779923536
311 => 1.211268561353
312 => 1.2186283538924
313 => 1.2244452338327
314 => 1.2193588644546
315 => 1.2913711286437
316 => 1.2614666158749
317 => 1.2760418673241
318 => 1.2795179789124
319 => 1.2706139921738
320 => 1.2725449480695
321 => 1.2754698200976
322 => 1.2932290703034
323 => 1.3398344815239
324 => 1.3604757008997
325 => 1.4225758278116
326 => 1.3587617349702
327 => 1.3549752707899
328 => 1.3661613788909
329 => 1.4026207273543
330 => 1.4321676048313
331 => 1.4419700086907
401 => 1.4432655581808
402 => 1.4616555194725
403 => 1.4721963023324
404 => 1.4594224944676
405 => 1.4485980297757
406 => 1.4098261408312
407 => 1.4143140925489
408 => 1.4452316293961
409 => 1.4889044712266
410 => 1.5263803129019
411 => 1.5132575793122
412 => 1.6133747733958
413 => 1.6233009842471
414 => 1.6219295028603
415 => 1.6445428883979
416 => 1.5996599232417
417 => 1.5804715860709
418 => 1.450938401905
419 => 1.4873319430657
420 => 1.5402320924605
421 => 1.5332305593227
422 => 1.4948130568072
423 => 1.5263511697813
424 => 1.5159236833441
425 => 1.5076990921542
426 => 1.5453775388103
427 => 1.5039485389667
428 => 1.5398188064955
429 => 1.4938148173593
430 => 1.5133175228538
501 => 1.5022468439754
502 => 1.5094109299811
503 => 1.4675298295782
504 => 1.4901278547494
505 => 1.4665896774356
506 => 1.4665785172748
507 => 1.466058910706
508 => 1.4937514719314
509 => 1.4946545253587
510 => 1.4741896807721
511 => 1.4712403769462
512 => 1.4821454989832
513 => 1.4693784571338
514 => 1.4753520756603
515 => 1.4695593919536
516 => 1.4682553368386
517 => 1.4578644038157
518 => 1.4533877041648
519 => 1.4551431334483
520 => 1.449150948318
521 => 1.4455404400302
522 => 1.4653406897324
523 => 1.4547622150563
524 => 1.4637193867716
525 => 1.4535115591169
526 => 1.4181267811266
527 => 1.3977766211172
528 => 1.3309380556644
529 => 1.3498933899138
530 => 1.3624607961319
531 => 1.3583072684518
601 => 1.3672306531105
602 => 1.3677784764559
603 => 1.3648773931402
604 => 1.3615183103124
605 => 1.3598832945608
606 => 1.3720693624301
607 => 1.3791437849925
608 => 1.3637221034761
609 => 1.3601090192691
610 => 1.3757011907365
611 => 1.3852124063243
612 => 1.4554378783344
613 => 1.4502353485426
614 => 1.4632926773751
615 => 1.4618226225296
616 => 1.4755087833417
617 => 1.4978798720663
618 => 1.4523931936344
619 => 1.4602881081992
620 => 1.4583524574681
621 => 1.4794853845951
622 => 1.4795513592869
623 => 1.4668811138062
624 => 1.4737498594326
625 => 1.4699159140581
626 => 1.4768443715385
627 => 1.4501658655854
628 => 1.4826574060695
629 => 1.5010780158154
630 => 1.5013337859996
701 => 1.5100650088242
702 => 1.5189364368922
703 => 1.5359643705303
704 => 1.518461537065
705 => 1.4869756435273
706 => 1.4892488233419
707 => 1.470788655481
708 => 1.4710989742379
709 => 1.4694424683937
710 => 1.474413767128
711 => 1.4512567860972
712 => 1.4566916832596
713 => 1.4490827954055
714 => 1.4602715679629
715 => 1.4482342982615
716 => 1.4583515240387
717 => 1.4627177832928
718 => 1.4788293739391
719 => 1.4458546032231
720 => 1.3786168135374
721 => 1.3927510121088
722 => 1.3718454222044
723 => 1.3737803141433
724 => 1.3776891037955
725 => 1.3650194376562
726 => 1.3674364106885
727 => 1.3673500594038
728 => 1.3666059306831
729 => 1.3633100611946
730 => 1.3585303983683
731 => 1.3775711039656
801 => 1.3808064908791
802 => 1.3879983552081
803 => 1.4093964651631
804 => 1.4072582893764
805 => 1.4107457427966
806 => 1.4031326515616
807 => 1.3741334636108
808 => 1.3757082590358
809 => 1.3560705348513
810 => 1.3874961744491
811 => 1.3800541681941
812 => 1.3752562583485
813 => 1.3739471041947
814 => 1.3953982559255
815 => 1.4018167767289
816 => 1.3978171852951
817 => 1.3896139065777
818 => 1.4053666267968
819 => 1.4095813901736
820 => 1.4105249202591
821 => 1.4384357202029
822 => 1.4120848239257
823 => 1.418427746565
824 => 1.4679134183298
825 => 1.423036742595
826 => 1.446808918601
827 => 1.44564539429
828 => 1.4578064351281
829 => 1.4446478339871
830 => 1.4448109506187
831 => 1.4556091310226
901 => 1.4404450341073
902 => 1.4366901904579
903 => 1.431502900849
904 => 1.4428291579369
905 => 1.4496187368186
906 => 1.5043377562087
907 => 1.5396887382251
908 => 1.5381540588642
909 => 1.5521781554236
910 => 1.5458601714776
911 => 1.525457734716
912 => 1.5602822064559
913 => 1.5492622864796
914 => 1.5501707552933
915 => 1.5501369420386
916 => 1.5574642254448
917 => 1.5522721736159
918 => 1.5420381065079
919 => 1.5488319578581
920 => 1.5690072675218
921 => 1.631632047772
922 => 1.666677704468
923 => 1.6295222552342
924 => 1.6551515865844
925 => 1.6397831204388
926 => 1.6369902129679
927 => 1.6530873270485
928 => 1.6692126169964
929 => 1.6681855057382
930 => 1.6564793732789
1001 => 1.6498668760847
1002 => 1.6999389201881
1003 => 1.7368311493284
1004 => 1.7343153466297
1005 => 1.745419281559
1006 => 1.7780207779433
1007 => 1.7810014501975
1008 => 1.7806259540034
1009 => 1.7732380468206
1010 => 1.8053384538502
1011 => 1.8321171781472
1012 => 1.7715279597649
1013 => 1.7945995409538
1014 => 1.8049571170694
1015 => 1.8201651117614
1016 => 1.8458235479628
1017 => 1.8736954152416
1018 => 1.8776368028743
1019 => 1.8748401997361
1020 => 1.8564579540298
1021 => 1.8869556837867
1022 => 1.9048205386186
1023 => 1.915458650841
1024 => 1.942435133424
1025 => 1.8050210819333
1026 => 1.7077525863667
1027 => 1.6925627062099
1028 => 1.7234519248213
1029 => 1.7315971654323
1030 => 1.7283138291553
1031 => 1.6188292941303
1101 => 1.6919862927913
1102 => 1.7706970721354
1103 => 1.7737206737297
1104 => 1.8131249356342
1105 => 1.8259565785455
1106 => 1.8576821742133
1107 => 1.8556977295663
1108 => 1.8634224072469
1109 => 1.8616466376209
1110 => 1.920411622983
1111 => 1.9852381285223
1112 => 1.9829933927711
1113 => 1.9736738156074
1114 => 1.9875149769195
1115 => 2.0544228778665
1116 => 2.0482630705246
1117 => 2.0542467986661
1118 => 2.1331349846467
1119 => 2.2357008481351
1120 => 2.1880487071004
1121 => 2.2914401416114
1122 => 2.3565195690917
1123 => 2.4690677095803
1124 => 2.4549761280799
1125 => 2.4987902932557
1126 => 2.4297492561922
1127 => 2.2712170795988
1128 => 2.2461287558161
1129 => 2.2963562153666
1130 => 2.4198355235477
1201 => 2.2924674125264
1202 => 2.3182338155015
1203 => 2.3108130897113
1204 => 2.31041767077
1205 => 2.3255092034745
1206 => 2.3036181481651
1207 => 2.2144300507089
1208 => 2.2553044301844
1209 => 2.23952086932
1210 => 2.2570339068414
1211 => 2.3515445474185
1212 => 2.3097591403671
1213 => 2.2657416084093
1214 => 2.3209493617567
1215 => 2.3912478032103
1216 => 2.3868486530826
1217 => 2.3783124631327
1218 => 2.4264305189398
1219 => 2.5059074498656
1220 => 2.5273897449306
1221 => 2.5432475359615
1222 => 2.5454340574251
1223 => 2.5679565874155
1224 => 2.4468472672488
1225 => 2.6390508686612
1226 => 2.6722391211078
1227 => 2.66600110516
1228 => 2.7028884509792
1229 => 2.6920352580975
1230 => 2.6763106844258
1231 => 2.7347849737127
]
'min_raw' => 1.0080656517724
'max_raw' => 2.7347849737127
'avg_raw' => 1.8714253127426
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$1.00'
'max' => '$2.73'
'avg' => '$1.87'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.3476557909657
'max_diff' => 1.2604664821248
'year' => 2032
]
7 => [
'items' => [
101 => 2.6677489196771
102 => 2.572599680578
103 => 2.5203989261697
104 => 2.5891410904893
105 => 2.6311195314684
106 => 2.6588646106252
107 => 2.6672602548141
108 => 2.4562486390193
109 => 2.3425250813467
110 => 2.4154205779716
111 => 2.5043581148324
112 => 2.446353214741
113 => 2.4486268970068
114 => 2.3659271528959
115 => 2.5116752071446
116 => 2.4904409415746
117 => 2.6006043489143
118 => 2.5743129676361
119 => 2.6641469498027
120 => 2.6404906516337
121 => 2.7386866227276
122 => 2.7778596541468
123 => 2.8436372706951
124 => 2.8920235531911
125 => 2.9204369037548
126 => 2.9187310727628
127 => 3.0313189231714
128 => 2.9649298013053
129 => 2.8815294175269
130 => 2.8800209677092
131 => 2.9232152082606
201 => 3.0137384866952
202 => 3.0372098557332
203 => 3.0503271490023
204 => 3.0302375577443
205 => 2.95817692411
206 => 2.9270615078623
207 => 2.9535727440057
208 => 2.9211517803389
209 => 2.9771194593436
210 => 3.0539750366682
211 => 3.0381046638706
212 => 3.0911569407139
213 => 3.1460604659844
214 => 3.2245749729928
215 => 3.2451015725086
216 => 3.2790312609515
217 => 3.3139560556813
218 => 3.3251729584989
219 => 3.3465895063782
220 => 3.3464766305994
221 => 3.4110168391337
222 => 3.482206687791
223 => 3.5090792076103
224 => 3.5708710851754
225 => 3.4650546602908
226 => 3.5453176340973
227 => 3.6177168455833
228 => 3.5313995209805
301 => 3.6503678435882
302 => 3.654987113967
303 => 3.7247326124371
304 => 3.6540321881169
305 => 3.6120505018393
306 => 3.7332500570894
307 => 3.7918947041247
308 => 3.7742304591717
309 => 3.6398046828881
310 => 3.5615631152982
311 => 3.3567898412443
312 => 3.5993526299083
313 => 3.717497888613
314 => 3.6394987152098
315 => 3.6788369613334
316 => 3.8934536767146
317 => 3.9751658265284
318 => 3.9581702705782
319 => 3.9610422397631
320 => 4.0051326326223
321 => 4.2006537155825
322 => 4.0834929505295
323 => 4.1730579654824
324 => 4.2205629264628
325 => 4.2646881817016
326 => 4.1563305007652
327 => 4.0153587499576
328 => 3.9707070788853
329 => 3.6317432346106
330 => 3.6140986944707
331 => 3.6041942794059
401 => 3.5417483434297
402 => 3.4926829431339
403 => 3.4536643151371
404 => 3.3512677833249
405 => 3.3858236069298
406 => 3.2226249070383
407 => 3.3270336518221
408 => 3.0665645862248
409 => 3.2834909639343
410 => 3.1654277989791
411 => 3.2447040389479
412 => 3.2444274516149
413 => 3.0984547592777
414 => 3.0142607567099
415 => 3.0679124520257
416 => 3.1254313282811
417 => 3.1347635724368
418 => 3.2093382968982
419 => 3.230150499517
420 => 3.1670885539531
421 => 3.0611669437881
422 => 3.0857701180147
423 => 3.0137621741695
424 => 2.8875710223262
425 => 2.9782037106662
426 => 3.0091496953034
427 => 3.0228172050731
428 => 2.898722700387
429 => 2.8597295127918
430 => 2.8389698669007
501 => 3.0451479015452
502 => 3.0564427997036
503 => 2.9986565037875
504 => 3.2598560408499
505 => 3.2007385411176
506 => 3.2667872724577
507 => 3.0835376378319
508 => 3.090538020653
509 => 3.0037847069155
510 => 3.05236076575
511 => 3.0180287730452
512 => 3.0484363002341
513 => 3.0666624466562
514 => 3.1534015250286
515 => 3.2844813848784
516 => 3.1404455992131
517 => 3.0776871447683
518 => 3.1166221369389
519 => 3.2203111518825
520 => 3.3774053172651
521 => 3.2844024095439
522 => 3.3256755206988
523 => 3.3346918593732
524 => 3.2661149583744
525 => 3.379933845422
526 => 3.4409303116539
527 => 3.5035000645675
528 => 3.5578276278577
529 => 3.4785083293154
530 => 3.5633913487305
531 => 3.4949906189519
601 => 3.4336280932031
602 => 3.4337211548253
603 => 3.3952275460596
604 => 3.3206413285693
605 => 3.3068864857062
606 => 3.3784409153252
607 => 3.43582079165
608 => 3.4405468730951
609 => 3.472315320913
610 => 3.4911155610906
611 => 3.6753834725181
612 => 3.7494975508384
613 => 3.8401228429007
614 => 3.8754265015205
615 => 3.9816778569042
616 => 3.8958712581187
617 => 3.8773064607227
618 => 3.6195754271153
619 => 3.6617788694302
620 => 3.7293506526027
621 => 3.6206896609316
622 => 3.6896100498343
623 => 3.7032163945372
624 => 3.6169974020142
625 => 3.6630506912235
626 => 3.5407468089324
627 => 3.2871472752944
628 => 3.3802161741983
629 => 3.4487462104441
630 => 3.3509453990287
701 => 3.5262495680767
702 => 3.4238404915315
703 => 3.3913817307692
704 => 3.264748532652
705 => 3.3245145276045
706 => 3.4053488915445
707 => 3.355402652633
708 => 3.4590485978397
709 => 3.6058388976164
710 => 3.7104504067507
711 => 3.7184811794557
712 => 3.6512229875091
713 => 3.7590046693396
714 => 3.7597897412238
715 => 3.638211563818
716 => 3.563745607107
717 => 3.5468267850646
718 => 3.589093319657
719 => 3.640412695485
720 => 3.7213290476495
721 => 3.7702251045875
722 => 3.897720088617
723 => 3.9322165757277
724 => 3.970117756381
725 => 4.0207654220251
726 => 4.0815809304257
727 => 3.948520060274
728 => 3.9538068167016
729 => 3.8299023767695
730 => 3.6974927130079
731 => 3.7979751427053
801 => 3.9293425529173
802 => 3.8992067238666
803 => 3.8958158274792
804 => 3.9015183746465
805 => 3.8787969436864
806 => 3.7760287535496
807 => 3.7244192118257
808 => 3.7910086876478
809 => 3.8263980304906
810 => 3.8812838149648
811 => 3.87451798353
812 => 4.0158978700326
813 => 4.0708338188216
814 => 4.0567788522796
815 => 4.059365304375
816 => 4.1588242155747
817 => 4.2694429801138
818 => 4.3730520505364
819 => 4.4784476470834
820 => 4.3513891417859
821 => 4.286876668675
822 => 4.353437073615
823 => 4.3181191858483
824 => 4.5210662449218
825 => 4.535117858964
826 => 4.7380502426552
827 => 4.9306572395168
828 => 4.8096842357008
829 => 4.9237563295556
830 => 5.0471345994937
831 => 5.2851512996074
901 => 5.2049956485376
902 => 5.1435976760173
903 => 5.0855768886585
904 => 5.2063089366116
905 => 5.3616287875617
906 => 5.3950831958213
907 => 5.4492921177694
908 => 5.3922980646926
909 => 5.4609411239346
910 => 5.7032812863477
911 => 5.6377988352679
912 => 5.5448032279053
913 => 5.7361075115338
914 => 5.8053397881024
915 => 6.2912481622855
916 => 6.9047275565654
917 => 6.6507430590106
918 => 6.4930866853499
919 => 6.5301396728193
920 => 6.7541615800223
921 => 6.826110306516
922 => 6.6305288656929
923 => 6.69961153702
924 => 7.0802638480909
925 => 7.2844716001922
926 => 7.0071300440785
927 => 6.2419556902867
928 => 5.5364299909493
929 => 5.7235671766498
930 => 5.7023516273344
1001 => 6.1113150482372
1002 => 5.6362371004661
1003 => 5.6442361947013
1004 => 6.0616565460486
1005 => 5.9502959527056
1006 => 5.7699060534772
1007 => 5.537747036845
1008 => 5.1085796224906
1009 => 4.7284540753781
1010 => 5.4739678109509
1011 => 5.4418199030443
1012 => 5.3952649683424
1013 => 5.4988679377514
1014 => 6.0019345489852
1015 => 5.9903372353286
1016 => 5.9165610428464
1017 => 5.9725196346106
1018 => 5.7600962417851
1019 => 5.814842586907
1020 => 5.5363182320739
1021 => 5.662222872663
1022 => 5.7695190177707
1023 => 5.7910603074477
1024 => 5.8395939330153
1025 => 5.4248794163897
1026 => 5.6110740589761
1027 => 5.7204459674169
1028 => 5.2262997060972
1029 => 5.710678284632
1030 => 5.4176601593118
1031 => 5.3182054065935
1101 => 5.4521081289613
1102 => 5.3999261078299
1103 => 5.3550630702923
1104 => 5.3300287245014
1105 => 5.4283521055041
1106 => 5.4237652022585
1107 => 5.2628890671922
1108 => 5.0530327071483
1109 => 5.1234673898792
1110 => 5.0978778093144
1111 => 5.0051378682259
1112 => 5.0676333910564
1113 => 4.7924347367714
1114 => 4.3189697556554
1115 => 4.6317552248052
1116 => 4.6197133244881
1117 => 4.6136412522915
1118 => 4.8486908876021
1119 => 4.8260962886847
1120 => 4.7850868704027
1121 => 5.0043846980992
1122 => 4.924338041018
1123 => 5.171022976778
1124 => 5.3335056300508
1125 => 5.2922947734176
1126 => 5.4451104941675
1127 => 5.1250900627113
1128 => 5.2313880130498
1129 => 5.253295873292
1130 => 5.0016785969461
1201 => 4.8297930444997
1202 => 4.8183302377903
1203 => 4.5203043771365
1204 => 4.6795073863171
1205 => 4.8195994461278
1206 => 4.7525062210615
1207 => 4.7312665103586
1208 => 4.8397755860086
1209 => 4.848207670504
1210 => 4.6559552504168
1211 => 4.6959306163953
1212 => 4.8626345378771
1213 => 4.6917301052921
1214 => 4.3596907098599
1215 => 4.277340348989
1216 => 4.2663532928305
1217 => 4.0430125828589
1218 => 4.2828433938759
1219 => 4.1781508178009
1220 => 4.5088734112124
1221 => 4.3199664395566
1222 => 4.3118230375721
1223 => 4.2995130910951
1224 => 4.1072745159341
1225 => 4.1493625464955
1226 => 4.28926957027
1227 => 4.3391899725181
1228 => 4.3339828655778
1229 => 4.2885839495275
1230 => 4.3093673408152
1231 => 4.2424167960637
]
'min_raw' => 2.3425250813467
'max_raw' => 7.2844716001922
'avg_raw' => 4.8134983407694
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$2.34'
'max' => '$7.28'
'avg' => '$4.81'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 1.3344594295743
'max_diff' => 4.5496866264794
'year' => 2033
]
8 => [
'items' => [
101 => 4.2187751652569
102 => 4.1441556752876
103 => 4.034485639193
104 => 4.0497359303574
105 => 3.832450892128
106 => 3.7140624711108
107 => 3.6812941165076
108 => 3.6374749032483
109 => 3.6862436132437
110 => 3.8318353509151
111 => 3.6562208262732
112 => 3.3551420417012
113 => 3.3732373896673
114 => 3.41389226399
115 => 3.3381321746485
116 => 3.2664316081491
117 => 3.3287694334695
118 => 3.2011983833949
119 => 3.4293086159136
120 => 3.4231388733955
121 => 3.5081642618363
122 => 3.561332382125
123 => 3.438797078243
124 => 3.4079797806873
125 => 3.4255347139431
126 => 3.1353907713222
127 => 3.4844533116895
128 => 3.4874720190337
129 => 3.461624014042
130 => 3.6474890406907
131 => 4.039722219675
201 => 3.892148320198
202 => 3.8350032458758
203 => 3.7263704178165
204 => 3.8711172112265
205 => 3.8600029158943
206 => 3.809739857431
207 => 3.7793406028421
208 => 3.8353521615142
209 => 3.7724001508701
210 => 3.7610922399529
211 => 3.6925786029228
212 => 3.668122351675
213 => 3.6500159168825
214 => 3.6300825112774
215 => 3.6740506369469
216 => 3.5744130796913
217 => 3.4542599532311
218 => 3.4442705208408
219 => 3.4718522219504
220 => 3.4596493724255
221 => 3.4442120982921
222 => 3.4147381378798
223 => 3.405993843437
224 => 3.4344085582475
225 => 3.4023300019073
226 => 3.4496636591967
227 => 3.4367915235047
228 => 3.3648888199001
301 => 3.2752714294183
302 => 3.2744736466642
303 => 3.2551657268869
304 => 3.2305741880853
305 => 3.2237333845689
306 => 3.3235195156953
307 => 3.5300738207795
308 => 3.4895222682659
309 => 3.5188249208473
310 => 3.6629649696464
311 => 3.7087827567171
312 => 3.676262376708
313 => 3.631746474782
314 => 3.6337049485447
315 => 3.785829261306
316 => 3.7953170680935
317 => 3.8192896949628
318 => 3.8501012951536
319 => 3.6815097254537
320 => 3.625764300773
321 => 3.5993490259209
322 => 3.5180002033744
323 => 3.6057279341699
324 => 3.5546127423113
325 => 3.5615099280366
326 => 3.5570181267848
327 => 3.5594709540026
328 => 3.4292448544547
329 => 3.4766924006477
330 => 3.3978016524989
331 => 3.2921757966299
401 => 3.2918217017238
402 => 3.3176734803077
403 => 3.3022958308258
404 => 3.2609149714655
405 => 3.2667929272255
406 => 3.2152958496923
407 => 3.2730456048227
408 => 3.2747016611613
409 => 3.2524648597857
410 => 3.3414363254945
411 => 3.3778880075892
412 => 3.3632512685653
413 => 3.3768610549607
414 => 3.4912073683521
415 => 3.5098508067143
416 => 3.5181309905184
417 => 3.5070366411351
418 => 3.378951095661
419 => 3.3846322342646
420 => 3.3429478086863
421 => 3.3077288616692
422 => 3.3091374348508
423 => 3.3272445517602
424 => 3.4063193932721
425 => 3.5727277355173
426 => 3.5790428104626
427 => 3.5866968655201
428 => 3.5555639769816
429 => 3.5461739998968
430 => 3.5585618034304
501 => 3.6210560274428
502 => 3.7818081386188
503 => 3.7249876062567
504 => 3.678791628982
505 => 3.7193179553979
506 => 3.7130792451021
507 => 3.6604182517886
508 => 3.6589402330992
509 => 3.5578669501927
510 => 3.5205024588295
511 => 3.4892778931627
512 => 3.4551814825924
513 => 3.4349679874844
514 => 3.4660251028396
515 => 3.4731282325783
516 => 3.4052213070687
517 => 3.3959658440464
518 => 3.4514201052904
519 => 3.4270167524601
520 => 3.4521162060201
521 => 3.4579394945451
522 => 3.4570018109709
523 => 3.4315219079089
524 => 3.4477620382989
525 => 3.4093492885106
526 => 3.3675811925241
527 => 3.3409357495291
528 => 3.3176840665109
529 => 3.3305854516452
530 => 3.2845943693413
531 => 3.2698808964947
601 => 3.4422602475373
602 => 3.5695987275428
603 => 3.5677471756119
604 => 3.5564763294134
605 => 3.53973013817
606 => 3.6198309392477
607 => 3.5919254218183
608 => 3.6122290173322
609 => 3.6173971345297
610 => 3.6330394687493
611 => 3.6386302587287
612 => 3.6217310083575
613 => 3.5650150600424
614 => 3.4236843092315
615 => 3.357894463214
616 => 3.3361827182117
617 => 3.3369718989061
618 => 3.3152027722978
619 => 3.3216147557078
620 => 3.3129729461391
621 => 3.2966074494944
622 => 3.3295749283441
623 => 3.3333741231682
624 => 3.3256791196727
625 => 3.327491571559
626 => 3.2637802291948
627 => 3.268624064181
628 => 3.2416529754531
629 => 3.2365962214579
630 => 3.1684156577951
701 => 3.0476239063358
702 => 3.1145542621833
703 => 3.0337118041517
704 => 3.003095540332
705 => 3.1480281714485
706 => 3.1334809550899
707 => 3.1085824442068
708 => 3.0717523573064
709 => 3.058091719815
710 => 2.9750940108494
711 => 2.9701900634282
712 => 3.0113259691182
713 => 2.9923431640423
714 => 2.9656841163654
715 => 2.8691277480638
716 => 2.7605664213779
717 => 2.7638432054384
718 => 2.7983745436019
719 => 2.8987790664976
720 => 2.8595492823864
721 => 2.8310876239038
722 => 2.8257576108243
723 => 2.8924738836522
724 => 2.986891387195
725 => 3.0311899673847
726 => 2.9872914197846
727 => 2.9368631319672
728 => 2.9399324681845
729 => 2.960351386951
730 => 2.9624971266054
731 => 2.9296734953481
801 => 2.9389131552815
802 => 2.9248772669504
803 => 2.8387390461708
804 => 2.8371810789041
805 => 2.8160413703584
806 => 2.8154012683851
807 => 2.7794373506013
808 => 2.7744057498965
809 => 2.702997208283
810 => 2.749998526618
811 => 2.7184725099589
812 => 2.670955366618
813 => 2.6627633931958
814 => 2.6625171325826
815 => 2.7113066141548
816 => 2.7494283931192
817 => 2.7190209185161
818 => 2.7120977259731
819 => 2.7860193097836
820 => 2.7766121144335
821 => 2.7684655439303
822 => 2.978437335333
823 => 2.8122282781345
824 => 2.7397516423147
825 => 2.6500480425478
826 => 2.6792559869567
827 => 2.6854105299976
828 => 2.4696895428474
829 => 2.3821715652269
830 => 2.3521386933529
831 => 2.334854350987
901 => 2.3427310428463
902 => 2.2639545981529
903 => 2.316893671829
904 => 2.2486799295316
905 => 2.2372436736487
906 => 2.3592182949375
907 => 2.3761903509245
908 => 2.3037822872797
909 => 2.3502799859404
910 => 2.3334192740396
911 => 2.249849258358
912 => 2.2466574984584
913 => 2.2047250022174
914 => 2.1391087653315
915 => 2.109120384356
916 => 2.0935021751729
917 => 2.0999465526747
918 => 2.0966880782086
919 => 2.0754243282002
920 => 2.0979068914686
921 => 2.0404732327543
922 => 2.0176026870798
923 => 2.0072725921913
924 => 1.9562969143243
925 => 2.0374218867975
926 => 2.0534045283602
927 => 2.0694186606641
928 => 2.2088107490568
929 => 2.2018471142387
930 => 2.264794981567
1001 => 2.2623489431963
1002 => 2.2443951917464
1003 => 2.1686512676281
1004 => 2.1988414457761
1005 => 2.1059207700321
1006 => 2.1755432582912
1007 => 2.1437704621544
1008 => 2.1648008439568
1009 => 2.126986321243
1010 => 2.1479144394362
1011 => 2.0571946055917
1012 => 1.9724817012102
1013 => 2.0065726468571
1014 => 2.0436334035479
1015 => 2.1239905669587
1016 => 2.0761305033634
1017 => 2.0933427920216
1018 => 2.0356845063189
1019 => 1.9167189936391
1020 => 1.9173923255213
1021 => 1.8990920732
1022 => 1.8832779833139
1023 => 2.0816278073954
1024 => 2.0569598713242
1025 => 2.0176547436543
1026 => 2.0702662189641
1027 => 2.0841775280924
1028 => 2.0845735635063
1029 => 2.1229575377936
1030 => 2.1434430717514
1031 => 2.1470537359009
1101 => 2.2074517487826
1102 => 2.2276963660315
1103 => 2.3110810793542
1104 => 2.1417050173196
1105 => 2.138216828783
1106 => 2.0710065703144
1107 => 2.0283807618415
1108 => 2.0739251958885
1109 => 2.114271347019
1110 => 2.0722602376945
1111 => 2.0777460016693
1112 => 2.021349519835
1113 => 2.0415086083897
1114 => 2.0588723311754
1115 => 2.0492851040456
1116 => 2.0349325610052
1117 => 2.1109634227277
1118 => 2.106673463542
1119 => 2.17747514992
1120 => 2.2326701275288
1121 => 2.3315893946862
1122 => 2.2283619826294
1123 => 2.2245999654423
1124 => 2.2613742868932
1125 => 2.2276907360745
1126 => 2.2489775774753
1127 => 2.3281597554433
1128 => 2.3298327500901
1129 => 2.301807934224
1130 => 2.3001026216316
1201 => 2.3054850940766
1202 => 2.3370104033053
1203 => 2.3259944915859
1204 => 2.3387423835164
1205 => 2.3546838175781
1206 => 2.4206243478853
1207 => 2.4365223865017
1208 => 2.3978983948517
1209 => 2.4013857088432
1210 => 2.3869392757138
1211 => 2.3729842023241
1212 => 2.4043531693294
1213 => 2.4616805730901
1214 => 2.4613239422866
1215 => 2.4746227856736
1216 => 2.4829078549301
1217 => 2.4473422726397
1218 => 2.4241903863514
1219 => 2.4330682927471
1220 => 2.4472642584096
1221 => 2.4284647324112
1222 => 2.3124253491619
1223 => 2.3476242854153
1224 => 2.3417654612827
1225 => 2.3334217832605
1226 => 2.3688145858485
1227 => 2.3654008636976
1228 => 2.2631466318509
1229 => 2.2696926160107
1230 => 2.2635447148287
1231 => 2.2834098412901
]
'min_raw' => 1.8832779833139
'max_raw' => 4.2187751652569
'avg_raw' => 3.0510265742854
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$1.88'
'max' => '$4.21'
'avg' => '$3.05'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.45924709803275
'max_diff' => -3.0656964349353
'year' => 2034
]
9 => [
'items' => [
101 => 2.2266179540538
102 => 2.2440867560685
103 => 2.2550430249323
104 => 2.261496351463
105 => 2.2848101919796
106 => 2.2820745818824
107 => 2.284640142615
108 => 2.3192084134755
109 => 2.4940428650895
110 => 2.5035587185403
111 => 2.4566991758883
112 => 2.4754186389142
113 => 2.4394813634011
114 => 2.4636062972119
115 => 2.4801119642183
116 => 2.4055260288734
117 => 2.401109533841
118 => 2.3650239324082
119 => 2.3844142906252
120 => 2.3535628364859
121 => 2.3611327041936
122 => 2.3399666941535
123 => 2.3780612981151
124 => 2.4206569846471
125 => 2.4314183372198
126 => 2.4031098516548
127 => 2.3826126424856
128 => 2.346626295385
129 => 2.4064723926214
130 => 2.42397321523
131 => 2.4063804682505
201 => 2.4023038443663
202 => 2.3945786494719
203 => 2.4039427809825
204 => 2.4238779019916
205 => 2.4144768670676
206 => 2.4206864162598
207 => 2.3970220179983
208 => 2.4473540463273
209 => 2.5272934203761
210 => 2.5275504385351
211 => 2.518149352936
212 => 2.514302631258
213 => 2.5239487155883
214 => 2.5291813206344
215 => 2.5603749885692
216 => 2.5938470370737
217 => 2.7500464824456
218 => 2.7061863032274
219 => 2.8447757435079
220 => 2.9543819971833
221 => 2.9872481201599
222 => 2.957012833492
223 => 2.8535795510791
224 => 2.8485046207894
225 => 3.0030776131197
226 => 2.9594036628948
227 => 2.9542087854849
228 => 2.8989440667276
301 => 2.9316123601817
302 => 2.9244673251884
303 => 2.9131885379042
304 => 2.9755173661217
305 => 3.092191368412
306 => 3.0740066309932
307 => 3.0604325680758
308 => 3.0009549757218
309 => 3.0367737711201
310 => 3.0240193841426
311 => 3.0788203247319
312 => 3.0463574615163
313 => 2.9590727897673
314 => 2.9729731614374
315 => 2.9708721482231
316 => 3.0141108512933
317 => 3.0011316658822
318 => 2.9683377539631
319 => 3.0917925893563
320 => 3.0837761190377
321 => 3.0951416411292
322 => 3.1001450954443
323 => 3.1752898782299
324 => 3.2060742913723
325 => 3.2130628921126
326 => 3.242305703646
327 => 3.2123353043221
328 => 3.3322382701502
329 => 3.4119667458938
330 => 3.5045754732599
331 => 3.639901714821
401 => 3.6907856334857
402 => 3.6815939090232
403 => 3.7841967209178
404 => 3.96857169316
405 => 3.7188613623955
406 => 3.9818069470345
407 => 3.8985614107906
408 => 3.7011877418794
409 => 3.6884792044843
410 => 3.8221429446263
411 => 4.1185962556031
412 => 4.0443380635491
413 => 4.1187177154031
414 => 4.0319499006075
415 => 4.0276411472664
416 => 4.1145035963078
417 => 4.3174624431188
418 => 4.2210443027975
419 => 4.082805255949
420 => 4.1848788169042
421 => 4.0964532519427
422 => 3.8972057053273
423 => 4.0442812797091
424 => 3.9459360315912
425 => 3.9746384033129
426 => 4.1813454871051
427 => 4.1564739439041
428 => 4.1886600238491
429 => 4.1318524352026
430 => 4.0787851896723
501 => 3.9797312350646
502 => 3.9504062424062
503 => 3.9585106153742
504 => 3.9504022262814
505 => 3.8949824490312
506 => 3.8830145534106
507 => 3.863067536384
508 => 3.8692499510386
509 => 3.831743723323
510 => 3.9025257242044
511 => 3.9156634872968
512 => 3.9671727248093
513 => 3.9725205847232
514 => 4.1159730780073
515 => 4.0369618553276
516 => 4.0899694050019
517 => 4.0852279108326
518 => 3.705465427774
519 => 3.7577933472668
520 => 3.8391991685917
521 => 3.8025259564278
522 => 3.7506786146381
523 => 3.7088091062643
524 => 3.645372519701
525 => 3.7346582970971
526 => 3.8520595998892
527 => 3.9754980755036
528 => 4.1238013159451
529 => 4.0907017591186
530 => 3.9727256495812
531 => 3.9780179716734
601 => 4.0107330243957
602 => 3.9683640586444
603 => 3.9558686235038
604 => 4.0090163434878
605 => 4.0093823426259
606 => 3.9606317270684
607 => 3.9064543391448
608 => 3.9062273339112
609 => 3.8965869910217
610 => 4.0336648961914
611 => 4.1090438838954
612 => 4.1176859633564
613 => 4.1084622030912
614 => 4.1120120623393
615 => 4.068150690257
616 => 4.1684047801513
617 => 4.2604078471401
618 => 4.2357490598283
619 => 4.1987820321946
620 => 4.1693360141112
621 => 4.2288125137757
622 => 4.2261641188704
623 => 4.2596042806117
624 => 4.2580872417154
625 => 4.2468425730699
626 => 4.2357494614108
627 => 4.2797323952305
628 => 4.2670660166347
629 => 4.2543799636544
630 => 4.228936142265
701 => 4.2323943801689
702 => 4.1954337354138
703 => 4.1783340499461
704 => 3.9211958083934
705 => 3.8524800680162
706 => 3.8740994387767
707 => 3.8812170969778
708 => 3.851311918704
709 => 3.8941882623387
710 => 3.8875060296005
711 => 3.9135026882093
712 => 3.8972611045542
713 => 3.8979276648127
714 => 3.9456906992716
715 => 3.9595565113735
716 => 3.9525042474277
717 => 3.9574434113579
718 => 4.0712643594388
719 => 4.0550826604107
720 => 4.0464864553153
721 => 4.0488676628743
722 => 4.0779513554576
723 => 4.0860932014702
724 => 4.0515956277975
725 => 4.0678648829696
726 => 4.1371373066167
727 => 4.1613787344136
728 => 4.2387457353957
729 => 4.2058788582897
730 => 4.2662074336629
731 => 4.4516369068331
801 => 4.599770800745
802 => 4.4635407500115
803 => 4.7355697814432
804 => 4.9473834026596
805 => 4.9392536430833
806 => 4.9023190388869
807 => 4.6611748624884
808 => 4.4392703961094
809 => 4.6249029047968
810 => 4.6253761202371
811 => 4.6094301231115
812 => 4.5103909044743
813 => 4.6059837729829
814 => 4.6135715877428
815 => 4.6093244292401
816 => 4.5333912925207
817 => 4.4174554275396
818 => 4.4401090180457
819 => 4.4772160614153
820 => 4.4069646869764
821 => 4.3845151161623
822 => 4.4262531395113
823 => 4.5607417472044
824 => 4.5353174549595
825 => 4.5346535239414
826 => 4.6434294277429
827 => 4.5655693559303
828 => 4.4403947523688
829 => 4.4087865141193
830 => 4.2965985621943
831 => 4.3740871801887
901 => 4.3768758576
902 => 4.334436133439
903 => 4.4438385020858
904 => 4.4428303399988
905 => 4.5466916066353
906 => 4.7452353399339
907 => 4.6865161882538
908 => 4.6182322034753
909 => 4.6256565659302
910 => 4.707083497173
911 => 4.6578509157476
912 => 4.6755552952899
913 => 4.7070566994742
914 => 4.7260622787544
915 => 4.6229219555511
916 => 4.5988750124404
917 => 4.5496834061662
918 => 4.536850234294
919 => 4.5769157711879
920 => 4.5663599177527
921 => 4.3766414800619
922 => 4.3568148477398
923 => 4.3574229022472
924 => 4.3075678925682
925 => 4.2315270362346
926 => 4.4313578665159
927 => 4.4153086542136
928 => 4.3975915659423
929 => 4.3997618081632
930 => 4.4865015986931
1001 => 4.4361881397213
1002 => 4.5699547166115
1003 => 4.5424563297942
1004 => 4.514252713116
1005 => 4.5103541141879
1006 => 4.4994981279863
1007 => 4.4622689119665
1008 => 4.4173123964935
1009 => 4.3876282109115
1010 => 4.0473550954161
1011 => 4.1105078063744
1012 => 4.1831592437812
1013 => 4.2082382288417
1014 => 4.1653388894828
1015 => 4.4639628393589
1016 => 4.5185243126132
1017 => 4.353254051169
1018 => 4.3223387331931
1019 => 4.4659896424586
1020 => 4.379350583562
1021 => 4.4183641464782
1022 => 4.3340381627315
1023 => 4.5053820514527
1024 => 4.5040766981002
1025 => 4.4374200554104
1026 => 4.4937577933668
1027 => 4.4839677249932
1028 => 4.4087125395645
1029 => 4.5077677750611
1030 => 4.507816905222
1031 => 4.4436613358735
1101 => 4.3687416763344
1102 => 4.3553478107322
1103 => 4.3452573322136
1104 => 4.4158825073202
1105 => 4.4792048184816
1106 => 4.5970319406207
1107 => 4.6266564786298
1108 => 4.7422830226967
1109 => 4.6734330454591
1110 => 4.7039533486121
1111 => 4.7370874550451
1112 => 4.7529731641355
1113 => 4.7270882536468
1114 => 4.9067038703669
1115 => 4.9218689316984
1116 => 4.9269536455856
1117 => 4.8663882702234
1118 => 4.9201844990476
1119 => 4.8950150251246
1120 => 4.960499003991
1121 => 4.9707677280187
1122 => 4.9620704840877
1123 => 4.9653299391749
1124 => 4.8120596966703
1125 => 4.8041118260315
1126 => 4.6957420459163
1127 => 4.7399035323422
1128 => 4.6573457501841
1129 => 4.6835256733458
1130 => 4.695065534024
1201 => 4.6890377656871
1202 => 4.7424003565254
1203 => 4.6970312530557
1204 => 4.5772947296281
1205 => 4.4575255840648
1206 => 4.4560219800041
1207 => 4.4244888780783
1208 => 4.4016962209616
1209 => 4.4060868953353
1210 => 4.4215602045126
1211 => 4.4007968841033
1212 => 4.4052277912397
1213 => 4.4788103726834
1214 => 4.4935668346249
1215 => 4.4434186112256
1216 => 4.2420662579232
1217 => 4.1926538853687
1218 => 4.2281705188709
1219 => 4.211195855621
1220 => 3.3987637258469
1221 => 3.5896326037612
1222 => 3.4762247977991
1223 => 3.5284883324287
1224 => 3.4127283293504
1225 => 3.467975070321
1226 => 3.4577730145517
1227 => 3.7646845220172
1228 => 3.7598925209711
1229 => 3.7621861982848
1230 => 3.6527030039567
1231 => 3.827112705314
]
'min_raw' => 2.2266179540538
'max_raw' => 4.9707677280187
'avg_raw' => 3.5986928410362
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$2.22'
'max' => '$4.97'
'avg' => '$3.59'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.34333997073987
'max_diff' => 0.7519925627618
'year' => 2035
]
10 => [
'items' => [
101 => 3.9130331957726
102 => 3.8971315996885
103 => 3.9011336888365
104 => 3.8323645377194
105 => 3.7628520339895
106 => 3.6857519694555
107 => 3.8289943595038
108 => 3.8130682509595
109 => 3.849597013927
110 => 3.9424999430509
111 => 3.9561802522682
112 => 3.9745667265884
113 => 3.967976484383
114 => 4.1249827905167
115 => 4.1059682908829
116 => 4.1517877641554
117 => 4.0575336313022
118 => 3.9508761332943
119 => 3.9711482367693
120 => 3.9691958701867
121 => 3.9443400027681
122 => 3.9219012370436
123 => 3.8845470141952
124 => 4.0027413026722
125 => 3.9979428304081
126 => 4.0756245187492
127 => 4.0618935257753
128 => 3.9701945941513
129 => 3.9734696394336
130 => 3.9954958928899
131 => 4.0717290075937
201 => 4.0943601863841
202 => 4.0838765226718
203 => 4.1086905770629
204 => 4.1283025939031
205 => 4.1111535444261
206 => 4.3539479208753
207 => 4.2531227682087
208 => 4.3022642460815
209 => 4.3139841989958
210 => 4.2839637860499
211 => 4.2904741386675
212 => 4.3003355489182
213 => 4.3602121008983
214 => 4.5173454987141
215 => 4.5869388109635
216 => 4.7963137245393
217 => 4.5811600551668
218 => 4.5683937268207
219 => 4.6061084712723
220 => 4.7290337101268
221 => 4.8286530704378
222 => 4.8617025594317
223 => 4.8660705949898
224 => 4.9280736334309
225 => 4.9636126187771
226 => 4.9205448337224
227 => 4.8840493952735
228 => 4.7533272647303
229 => 4.7684587072852
301 => 4.872699341359
302 => 5.019945376731
303 => 5.1462977934191
304 => 5.1020535809212
305 => 5.4396056907335
306 => 5.4730726036447
307 => 5.4684485583952
308 => 5.5446911665513
309 => 5.3933651158987
310 => 5.3286702974405
311 => 4.891940123307
312 => 5.0146434882462
313 => 5.1930000353013
314 => 5.1693938774958
315 => 5.0398665855402
316 => 5.1461995353531
317 => 5.1110425368062
318 => 5.0833127533871
319 => 5.2103482669132
320 => 5.0706675014599
321 => 5.1916066128157
322 => 5.036500951547
323 => 5.1022556847571
324 => 5.0649301179884
325 => 5.0890843341371
326 => 4.9478792800836
327 => 5.024070099692
328 => 4.9447094914957
329 => 4.9446718642343
330 => 4.9429199744098
331 => 5.0362873780139
401 => 5.0393320856935
402 => 4.9703334333597
403 => 4.9603896495969
404 => 4.9971570299161
405 => 4.9541120569545
406 => 4.9742525288814
407 => 4.9547220913317
408 => 4.9503253784654
409 => 4.915291622307
410 => 4.9001981168808
411 => 4.9061166692701
412 => 4.8859135987424
413 => 4.8737405179725
414 => 4.9404984422527
415 => 4.9048323763168
416 => 4.9350321061246
417 => 4.9006157024988
418 => 4.7813134530185
419 => 4.712701467744
420 => 4.4873505778001
421 => 4.5512598106413
422 => 4.5936316981339
423 => 4.5796277895704
424 => 4.609713603958
425 => 4.6115606286146
426 => 4.6017794236686
427 => 4.5904540413911
428 => 4.5849414716313
429 => 4.626027650257
430 => 4.6498795598463
501 => 4.5978842839065
502 => 4.585702518245
503 => 4.6382726129581
504 => 4.6703403403643
505 => 4.9071104222321
506 => 4.8895697298101
507 => 4.9335934256024
508 => 4.9286370330549
509 => 4.97478087977
510 => 5.0502065673045
511 => 4.8968450551929
512 => 4.9234633108534
513 => 4.9169371292707
514 => 4.9881882685335
515 => 4.9884107068129
516 => 4.9456920895665
517 => 4.9688505450062
518 => 4.9559241304988
519 => 4.9792839086234
520 => 4.8893354631687
521 => 4.9988829603979
522 => 5.060989332242
523 => 5.0618516792753
524 => 5.0912896066228
525 => 5.1212002457376
526 => 5.1786111128508
527 => 5.1195990878136
528 => 5.0134421994765
529 => 5.0211063839298
530 => 4.958866639139
531 => 4.9599129004935
601 => 4.9543278753864
602 => 4.9710889561538
603 => 4.8930135778398
604 => 4.9113377130753
605 => 4.8856838164397
606 => 4.9234075442922
607 => 4.8828230490785
608 => 4.9169339821483
609 => 4.9316551300659
610 => 4.9859764828055
611 => 4.8747997411115
612 => 4.6481028387936
613 => 4.6957572760951
614 => 4.6252726201509
615 => 4.6317962434126
616 => 4.644975000628
617 => 4.6022583366717
618 => 4.6104073299978
619 => 4.6101161906126
620 => 4.6076073086772
621 => 4.5964950545863
622 => 4.5803800876621
623 => 4.644577155963
624 => 4.6554854888294
625 => 4.6797333615346
626 => 4.7518785832163
627 => 4.7446695742688
628 => 4.7564277669611
629 => 4.7307596983333
630 => 4.6329869114984
701 => 4.6382964442226
702 => 4.5720864860723
703 => 4.6780402240444
704 => 4.6529489803716
705 => 4.6367724923476
706 => 4.6323585877161
707 => 4.7046826434479
708 => 4.7263231344635
709 => 4.7128382327019
710 => 4.6851803057714
711 => 4.73829170181
712 => 4.7525020708001
713 => 4.7556832483587
714 => 4.849786459039
715 => 4.7609425724794
716 => 4.7823281790066
717 => 4.9491725763411
718 => 4.7978677309117
719 => 4.8780172820364
720 => 4.8740943785869
721 => 4.9150961768293
722 => 4.8707310343782
723 => 4.8712809934901
724 => 4.9076878126269
725 => 4.8565610011536
726 => 4.8439012836349
727 => 4.8264119745533
728 => 4.8645992410993
729 => 4.8874907803321
730 => 5.0719797745657
731 => 5.1911680785608
801 => 5.1859937999476
802 => 5.2332770206287
803 => 5.2119754966472
804 => 5.1431872566528
805 => 5.260600394491
806 => 5.2234459649047
807 => 5.2265089309371
808 => 5.2263949271884
809 => 5.2510993747667
810 => 5.2335940095281
811 => 5.199089137754
812 => 5.2219950819126
813 => 5.2900175470389
814 => 5.501161365975
815 => 5.6193202443351
816 => 5.494048053133
817 => 5.5804591331627
818 => 5.5286432765609
819 => 5.5192267940281
820 => 5.5734993380155
821 => 5.6278668789065
822 => 5.6244039015891
823 => 5.5849358587063
824 => 5.5626413627463
825 => 5.7314627553594
826 => 5.8558474816393
827 => 5.8473652771928
828 => 5.884802969059
829 => 5.9947211902824
830 => 6.0047707348911
831 => 6.0035047232566
901 => 5.9785958783824
902 => 6.0868246418616
903 => 6.1771109804598
904 => 5.9728302004798
905 => 6.0506176472644
906 => 6.085538938281
907 => 6.1368137541736
908 => 6.2233229632413
909 => 6.3172949097233
910 => 6.3305835733058
911 => 6.3211546305729
912 => 6.2591776057666
913 => 6.3620028309257
914 => 6.4222354362756
915 => 6.4581025743628
916 => 6.5490556688293
917 => 6.0857546002857
918 => 5.7578070764134
919 => 5.7065933349411
920 => 5.810738492106
921 => 5.8382007395083
922 => 5.8271307420151
923 => 5.4579959882124
924 => 5.7046499168565
925 => 5.9700288048262
926 => 5.9802230887027
927 => 6.1130773088311
928 => 6.1563400887835
929 => 6.2633051495876
930 => 6.2566144559109
1001 => 6.2826587460308
1002 => 6.2766716147565
1003 => 6.4748018657452
1004 => 6.6933689552127
1005 => 6.6858006719053
1006 => 6.6543790668259
1007 => 6.7010455085486
1008 => 6.9266301679519
1009 => 6.9058619474345
1010 => 6.9260365046343
1011 => 7.1920135314651
1012 => 7.5378215011359
1013 => 7.3771589806713
1014 => 7.7257504206846
1015 => 7.9451702541348
1016 => 8.3246341676526
1017 => 8.277123416781
1018 => 8.4248459336787
1019 => 8.1920692569279
1020 => 7.65756695518
1021 => 7.5729799199358
1022 => 7.7423253065796
1023 => 8.1586444151623
1024 => 7.7292139362964
1025 => 7.8160871628795
1026 => 7.7910676677793
1027 => 7.7897344852114
1028 => 7.8406166413821
1029 => 7.7668094200218
1030 => 7.4661055225341
1031 => 7.6039163466935
1101 => 7.5507009692662
1102 => 7.609747397991
1103 => 7.9283966212189
1104 => 7.7875142039811
1105 => 7.6391060217793
1106 => 7.8252428166724
1107 => 8.0622589201136
1108 => 8.0474268783191
1109 => 8.0186465179254
1110 => 8.1808799025744
1111 => 8.4488419240928
1112 => 8.5212709817507
1113 => 8.5747366313668
1114 => 8.5821086411393
1115 => 8.6580449234747
1116 => 8.2497163949501
1117 => 8.897744256339
1118 => 9.0096407665924
1119 => 8.9886088603
1120 => 9.1129771221217
1121 => 9.0763848245755
1122 => 9.0233683265865
1123 => 9.2205184754619
1124 => 8.9945017389729
1125 => 8.6736994362427
1126 => 8.4977009482148
1127 => 8.729469954643
1128 => 8.871003199245
1129 => 8.964547670722
1130 => 8.9928541712698
1201 => 8.2814137762572
1202 => 7.8979868616387
1203 => 8.1437591179107
1204 => 8.4436182328575
1205 => 8.2480506624263
1206 => 8.2557165409289
1207 => 7.9768885797474
1208 => 8.4682883204509
1209 => 8.3966955115528
1210 => 8.7681191307619
1211 => 8.6794759031768
1212 => 8.98235744606
1213 => 8.902598585153
1214 => 9.2336731575201
1215 => 9.3657477679236
1216 => 9.5875215945627
1217 => 9.7506593242203
1218 => 9.8464569194028
1219 => 9.8407055911158
1220 => 10.220303389401
1221 => 9.9964678298891
1222 => 9.7152776131513
1223 => 9.7101917692743
1224 => 9.855824167019
1225 => 10.161029720395
1226 => 10.240165079825
1227 => 10.284390949902
1228 => 10.216657490365
1229 => 9.9737000329541
1230 => 9.8687922346663
1231 => 9.958176718279
]
'min_raw' => 3.6857519694555
'max_raw' => 10.284390949902
'avg_raw' => 6.9850714596787
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$3.68'
'max' => '$10.28'
'avg' => '$6.98'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 1.4591340154017
'max_diff' => 5.3136232218833
'year' => 2036
]
11 => [
'items' => [
101 => 9.8488671757169
102 => 10.03756611302
103 => 10.296690057855
104 => 10.243181987934
105 => 10.422051443302
106 => 10.607162511994
107 => 10.87187965408
108 => 10.941086517469
109 => 11.05548283095
110 => 11.173234214753
111 => 11.211052785741
112 => 11.283260172172
113 => 11.282879603603
114 => 11.50048142273
115 => 11.740502967794
116 => 11.831105544545
117 => 12.039441173927
118 => 11.682673709561
119 => 11.953285929532
120 => 12.197384925808
121 => 11.906360039427
122 => 12.307470045202
123 => 12.323044237791
124 => 12.558196055358
125 => 12.319824638617
126 => 12.178280452264
127 => 12.586913214672
128 => 12.78463773659
129 => 12.725081501453
130 => 12.271855611405
131 => 12.008058703624
201 => 11.317651313338
202 => 12.135468690511
203 => 12.533803678873
204 => 12.270824020016
205 => 12.40345566333
206 => 13.127050903298
207 => 13.402549121356
208 => 13.345247417878
209 => 13.354930462499
210 => 13.503584300317
211 => 14.162797282363
212 => 13.767781583084
213 => 14.069756284227
214 => 14.229922576863
215 => 14.378693955627
216 => 14.013358469059
217 => 13.538062368877
218 => 13.387516142377
219 => 12.244675875705
220 => 12.185186076721
221 => 12.151792649826
222 => 11.941251816846
223 => 11.775824394112
224 => 11.644270365627
225 => 11.299033309525
226 => 11.415540681419
227 => 10.865304870566
228 => 11.21732624319
301 => 10.339136603159
302 => 11.070519030923
303 => 10.67246082737
304 => 10.939746205315
305 => 10.938813671811
306 => 10.446656548108
307 => 10.162790590213
308 => 10.343681026812
309 => 10.537609933947
310 => 10.569074246674
311 => 10.820508136837
312 => 10.890677931028
313 => 10.678060178714
314 => 10.320938074833
315 => 10.403889394476
316 => 10.161109584368
317 => 9.7356473055435
318 => 10.041221742054
319 => 10.145558289838
320 => 10.191639253262
321 => 9.7732459667107
322 => 9.6417777123163
323 => 9.5717851168021
324 => 10.266928755497
325 => 10.305010293222
326 => 10.110179762031
327 => 10.990832237606
328 => 10.791513459807
329 => 11.014201368895
330 => 10.396362431673
331 => 10.419964711106
401 => 10.127469856917
402 => 10.291247430749
403 => 10.175494720362
404 => 10.278015821265
405 => 10.339466546436
406 => 10.631913405098
407 => 11.073858304285
408 => 10.588231596657
409 => 10.376637085841
410 => 10.507909130298
411 => 10.857503883517
412 => 11.387157830069
413 => 11.073592033431
414 => 11.212747209286
415 => 11.243146424628
416 => 11.011934615024
417 => 11.395682939286
418 => 11.601336783824
419 => 11.812295074253
420 => 11.995464246915
421 => 11.728033693983
422 => 12.014222720284
423 => 11.783604884249
424 => 11.576716844492
425 => 11.577030608249
426 => 11.447246718757
427 => 11.195774079045
428 => 11.149398666
429 => 11.390649421231
430 => 11.584109680395
501 => 11.600043993952
502 => 11.707153533772
503 => 11.770539856122
504 => 12.391811984674
505 => 12.641692774211
506 => 12.947242273655
507 => 13.066271023514
508 => 13.424504886423
509 => 13.135201947792
510 => 13.072609437219
511 => 12.203651263206
512 => 12.34594311552
513 => 12.573766100198
514 => 12.20740798031
515 => 12.439777883364
516 => 12.485652624494
517 => 12.194959271585
518 => 12.350231151492
519 => 11.937875073363
520 => 11.082846539949
521 => 11.396634830466
522 => 11.627688632284
523 => 11.297946368362
524 => 11.888996613653
525 => 11.543717262108
526 => 11.434280284
527 => 11.0073276153
528 => 11.208832840011
529 => 11.481371541709
530 => 11.312974310084
531 => 11.662423850678
601 => 12.157337594946
602 => 12.510042601735
603 => 12.5371189126
604 => 12.310353222635
605 => 12.673746688003
606 => 12.676393612673
607 => 12.266484299232
608 => 12.015417127134
609 => 11.958374137383
610 => 12.100878709717
611 => 12.273905568326
612 => 12.546720699047
613 => 12.711577168827
614 => 13.141435408899
615 => 13.25774272366
616 => 13.385529200409
617 => 13.556291341235
618 => 13.761335073811
619 => 13.312711060081
620 => 13.330535728486
621 => 12.912783258523
622 => 12.466354832603
623 => 12.805138359788
624 => 13.248052755097
625 => 13.146447703436
626 => 13.135015059521
627 => 13.154241595435
628 => 13.077634704593
629 => 12.731144576501
630 => 12.557139403316
701 => 12.781650470179
702 => 12.900968110378
703 => 13.086019364736
704 => 13.063207891678
705 => 13.53988004985
706 => 13.725100436698
707 => 13.677713135715
708 => 13.686433539535
709 => 14.021766202644
710 => 14.394725090444
711 => 14.744050305128
712 => 15.099398917371
713 => 14.671012295819
714 => 14.453503988609
715 => 14.677917040963
716 => 14.558840316541
717 => 15.243090495519
718 => 15.290466493315
719 => 15.974667193216
720 => 16.624055130526
721 => 16.216186202095
722 => 16.600788230786
723 => 17.016766681878
724 => 17.819256604106
725 => 17.549006230236
726 => 17.341998679214
727 => 17.146377543752
728 => 17.553434072668
729 => 18.077105794232
730 => 18.189899667392
731 => 18.372668832486
801 => 18.180509403339
802 => 18.411944270079
803 => 19.229011047305
804 => 19.008232391651
805 => 18.694691208682
806 => 19.339686957374
807 => 19.573108411468
808 => 21.211382420065
809 => 23.279771029644
810 => 22.423444563506
811 => 21.891895092493
812 => 22.016821826703
813 => 22.772127327548
814 => 23.014707482221
815 => 22.355290999426
816 => 22.588208049003
817 => 23.871603892074
818 => 24.560104585614
819 => 23.625028165808
820 => 21.045189409231
821 => 18.666460255684
822 => 19.297406342774
823 => 19.225876637035
824 => 20.604725363523
825 => 19.00296689373
826 => 19.029936398422
827 => 20.437298256348
828 => 20.061838240944
829 => 19.453641101275
830 => 18.670900767874
831 => 17.223932866866
901 => 15.942313045258
902 => 18.455864654849
903 => 18.347475738847
904 => 18.190512526137
905 => 18.539817170828
906 => 20.235941373592
907 => 20.1968402209
908 => 19.948098637057
909 => 20.136766936094
910 => 19.420566636256
911 => 19.605147761102
912 => 18.666083452832
913 => 19.09057973896
914 => 19.452336183368
915 => 19.524964145479
916 => 19.68859865259
917 => 18.290359705344
918 => 18.918127942518
919 => 19.286882967929
920 => 17.6208343477
921 => 19.253950543462
922 => 18.266019476073
923 => 17.930700833574
924 => 18.382163210827
925 => 18.20622788335
926 => 18.054969020054
927 => 17.970563975378
928 => 18.302068119148
929 => 18.286603054608
930 => 17.744197933219
1001 => 17.036652563628
1002 => 17.274128014048
1003 => 17.187850956566
1004 => 16.87517177029
1005 => 17.085879788811
1006 => 16.158028312133
1007 => 14.561708072031
1008 => 15.616286119254
1009 => 15.575686011596
1010 => 15.555213596246
1011 => 16.347699852338
1012 => 16.271520584583
1013 => 16.133254467659
1014 => 16.872632404623
1015 => 16.602749511595
1016 => 17.434464995502
1017 => 17.982286605188
1018 => 17.843341324799
1019 => 18.35857019656
1020 => 17.279598968792
1021 => 17.637989929845
1022 => 17.711853810209
1023 => 16.863508595652
1024 => 16.283984454913
1025 => 16.245336801784
1026 => 15.240521805089
1027 => 15.77728586574
1028 => 16.249616026308
1029 => 16.023406533697
1030 => 15.951795366153
1031 => 16.317641290569
1101 => 16.346070652154
1102 => 15.697878195195
1103 => 15.832657932582
1104 => 16.394711842755
1105 => 15.818495616128
1106 => 14.699001612178
1107 => 14.421351620983
1108 => 14.384307994053
1109 => 13.631299197233
1110 => 14.43990552103
1111 => 14.08692719139
1112 => 15.201981505391
1113 => 14.56506846139
1114 => 14.537612413045
1115 => 14.496108569045
1116 => 13.847962791221
1117 => 13.989865524751
1118 => 14.461571823403
1119 => 14.629881944914
1120 => 14.612325820316
1121 => 14.459260205201
1122 => 14.529332859978
1123 => 14.303604424011
1124 => 14.22389501514
1125 => 13.972310194942
1126 => 13.602550011331
1127 => 13.653967432733
1128 => 12.921375755986
1129 => 12.522220928911
1130 => 12.411740133553
1201 => 12.264000596689
1202 => 12.428427707361
1203 => 12.919300415811
1204 => 12.327203784966
1205 => 11.312095642132
1206 => 11.373105371177
1207 => 11.510176118389
1208 => 11.254745687773
1209 => 11.013002221847
1210 => 11.223178552203
1211 => 10.79306385015
1212 => 11.562153425234
1213 => 11.541351707577
1214 => 11.828020740988
1215 => 12.007280770621
1216 => 11.594144438441
1217 => 11.490241768137
1218 => 11.549429451255
1219 => 10.571188891506
1220 => 11.748077617122
1221 => 11.758255399693
1222 => 11.671107046213
1223 => 12.297763960241
1224 => 13.620205508033
1225 => 13.122649802666
1226 => 12.929981194847
1227 => 12.563718030543
1228 => 13.051741950423
1229 => 13.014269327735
1230 => 12.844803916871
1231 => 12.742310707617
]
'min_raw' => 9.5717851168021
'max_raw' => 24.560104585614
'avg_raw' => 17.065944851208
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$9.57'
'max' => '$24.56'
'avg' => '$17.06'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 5.8860331473467
'max_diff' => 14.275713635712
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.30044739738256
]
1 => [
'year' => 2028
'avg' => 0.51565495441113
]
2 => [
'year' => 2029
'avg' => 1.408676397688
]
3 => [
'year' => 2030
'avg' => 1.0867917429525
]
4 => [
'year' => 2031
'avg' => 1.0673641761973
]
5 => [
'year' => 2032
'avg' => 1.8714253127426
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.30044739738256
'min' => '$0.300447'
'max_raw' => 1.8714253127426
'max' => '$1.87'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 1.8714253127426
]
1 => [
'year' => 2033
'avg' => 4.8134983407694
]
2 => [
'year' => 2034
'avg' => 3.0510265742854
]
3 => [
'year' => 2035
'avg' => 3.5986928410362
]
4 => [
'year' => 2036
'avg' => 6.9850714596787
]
5 => [
'year' => 2037
'avg' => 17.065944851208
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 1.8714253127426
'min' => '$1.87'
'max_raw' => 17.065944851208
'max' => '$17.06'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 17.065944851208
]
]
]
]
'prediction_2025_max_price' => '$0.51371'
'last_price' => 0.498107
'sma_50day_nextmonth' => '$0.493179'
'sma_200day_nextmonth' => '$2.62'
'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' => '$0.495327'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.49028'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.477281'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.551443'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.6740074'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$1.46'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$3.12'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.496036'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.491949'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.5007087'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.55210074'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.8202064'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$1.51'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$2.46'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$2.38'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$3.30'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$3.97'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.518662'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.59142'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.972696'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$1.87'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$3.02'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$3.77'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$2.22'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '34.81'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 99.94
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.02
'momentum_10_action' => 'BUY'
'vwma_10' => '0.475942'
'vwma_10_action' => 'BUY'
'hma_9' => '0.507932'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 34.31
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -42.17
'cci_20_action' => 'NEUTRAL'
'adx_14' => 47.39
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.133156'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0.01
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -65.69
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 48.74
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.553463'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 20
'buy_signals' => 13
'sell_pct' => 60.61
'buy_pct' => 39.39
'overall_action' => 'bearish'
'overall_action_label' => 'Bärisch'
'overall_action_dir' => -1
'last_updated' => 1767708303
'last_updated_date' => '6. Januar 2026'
]
Peapods Finance Preisprognose für 2026
Die Preisprognose für Peapods Finance im Jahr 2026 legt nahe, dass der Durchschnittspreis zwischen $0.172095 am unteren Ende und $0.51371 am oberen Ende liegen könnte. Auf dem Kryptomarkt könnte Peapods Finance im Vergleich zum heutigen Durchschnittspreis potenziell um 3.13% steigen bis 2026, wenn PEAS das prognostizierte Preisziel erreicht.
Peapods Finance Preisprognose 2027-2032
Die Preisprognose für PEAS für die Jahre 2027-2032 liegt derzeit in einer Preisspanne von $0.300447 am unteren Ende und $1.87 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte Peapods Finance, wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| Peapods Finance Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $0.165672 | $0.300447 | $0.435222 |
| 2028 | $0.298989 | $0.515654 | $0.732319 |
| 2029 | $0.656794 | $1.40 | $2.16 |
| 2030 | $0.558576 | $1.08 | $1.61 |
| 2031 | $0.6604098 | $1.06 | $1.47 |
| 2032 | $1.00 | $1.87 | $2.73 |
Peapods Finance Preisprognose 2032-2037
Die Preisprognose für Peapods Finance für die Jahre 2032-2037 wird derzeit zwischen $1.87 am unteren Ende und $17.06 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Peapods Finance bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Peapods Finance Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $1.00 | $1.87 | $2.73 |
| 2033 | $2.34 | $4.81 | $7.28 |
| 2034 | $1.88 | $3.05 | $4.21 |
| 2035 | $2.22 | $3.59 | $4.97 |
| 2036 | $3.68 | $6.98 | $10.28 |
| 2037 | $9.57 | $17.06 | $24.56 |
Peapods Finance Potenzielles Preishistogramm
Peapods Finance Preisprognose basierend auf technischer Analyse
Marktstimmungsindikator
Bullisch 39.39%
Bärisch 60.61%
Ab dem 6. Januar 2026 ist die allgemeine Preisprognose-Stimmung für Peapods Finance Bärisch, mit 13 technischen Indikatoren, die bullische Signale zeigen, und 20 anzeigen bärische Signale. Die Preisprognose für PEAS 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 Peapods Finance
Laut unseren technischen Indikatoren wird der 200-Tage-SMA von Peapods Finance im nächsten Monat steigen, und bis zum 04.02.2026 $2.62 erreichen. Der kurzfristige 50-Tage-SMA für Peapods Finance wird voraussichtlich bis zum 04.02.2026 $0.493179 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 34.81, was darauf hindeutet, dass sich der PEAS-Markt in einem NEUTRAL Zustand befindet.
Beliebte PEAS 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 | $0.495327 | BUY |
| SMA 5 | $0.49028 | BUY |
| SMA 10 | $0.477281 | BUY |
| SMA 21 | $0.551443 | SELL |
| SMA 50 | $0.6740074 | SELL |
| SMA 100 | $1.46 | SELL |
| SMA 200 | $3.12 | SELL |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | $0.496036 | BUY |
| EMA 5 | $0.491949 | BUY |
| EMA 10 | $0.5007087 | SELL |
| EMA 21 | $0.55210074 | SELL |
| EMA 50 | $0.8202064 | SELL |
| EMA 100 | $1.51 | SELL |
| EMA 200 | $2.46 | SELL |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | $2.38 | SELL |
| SMA 50 | $3.30 | SELL |
| SMA 100 | $3.97 | SELL |
| SMA 200 | — | — |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | $1.87 | SELL |
| EMA 50 | $3.02 | SELL |
| EMA 100 | $3.77 | SELL |
| EMA 200 | $2.22 | SELL |
Peapods Finance Oszillatoren
Ein Oszillator ist ein technisches Analysewerkzeug, das hohe und niedrige Grenzen zwischen zwei Extremen festlegt und einen Trendindikator schafft, der innerhalb dieser Grenzen schwankt. Händler verwenden diesen Indikator, um kurzfristige überkaufte oder überverkaufte Bedingungen zu identifizieren.
| Periode | Wert | Aktion |
|---|---|---|
| RSI (14) | 34.81 | NEUTRAL |
| Stoch RSI (14) | 99.94 | SELL |
| Stochastic Fast (14) | 34.31 | NEUTRAL |
| Commodity Channel Index (20) | -42.17 | NEUTRAL |
| Average Directional Index (14) | 47.39 | SELL |
| Awesome Oscillator (5, 34) | -0.133156 | NEUTRAL |
| Momentum (10) | 0.02 | BUY |
| MACD (12, 26) | 0.01 | BUY |
| Williams Prozentbereich (14) | -65.69 | NEUTRAL |
| Ultimate Oscillator (7, 14, 28) | 48.74 | NEUTRAL |
| VWMA (10) | 0.475942 | BUY |
| Hull Moving Average (9) | 0.507932 | BUY |
| Ichimoku Wolke B/L (9, 26, 52, 26) | -0.553463 | SELL |
Auf weltweiten Geldflüssen basierende Peapods Finance-Preisprognose
Definition weltweiter Geldflüsse, die für Peapods Finance-Preisprognosen genutzt werden
M0: Die Summe aller physischen Währungen, sowie Geld aus Konten der Zentralbank, das in physische Währung umgetauscht werden kann.
M1: Beträge von M0 sowie solche in Einlagenkonten, einschließlich "Girokonten" bzw. "Kontokorrentkonten".
M2: Beträge von M1 sowie aus den meisten Sparkonten, Geldmarktkonten und Einlagenzertifikaten (CD) unter einem Betrag von 100.000 $.
Peapods Finance-Preisprognosen basierend auf Erfahrungen mit der Kapitalisierung von Internetunternehmen oder bestimmten Technologiebereichen
| Vergleich | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook aktie | $0.699923 | $0.9835094 | $1.38 | $1.94 | $2.72 | $3.83 |
| Amazon.com aktie | $1.03 | $2.16 | $4.52 | $9.44 | $19.70 | $41.10 |
| Apple aktie | $0.706526 | $1.00 | $1.42 | $2.01 | $2.85 | $4.05 |
| Netflix aktie | $0.785934 | $1.24 | $1.95 | $3.08 | $4.87 | $7.68 |
| Google aktie | $0.645046 | $0.835332 | $1.08 | $1.40 | $1.81 | $2.34 |
| Tesla aktie | $1.12 | $2.55 | $5.80 | $13.15 | $29.82 | $67.59 |
| Kodak aktie | $0.373527 | $0.2801057 | $0.210049 | $0.157514 | $0.118119 | $0.088576 |
| Nokia aktie | $0.329975 | $0.218594 | $0.1448099 | $0.09593 | $0.063549 | $0.042099 |
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.
Peapods Finance Prognose und Prognoseübersicht
Sie stellen sich sicher Fragen wie: "Sollte ich jetzt in Peapods Finance investieren?", "Sollte ich heute PEAS kaufen?", "Wird Peapods Finance auf kurze bzw. lange Sicht eine gute oder schlechte Investition sein?".
Wir passen unsere Peapods Finance-Prognose regelmäßig an die aktuelle Wertentwicklung an. Schauen Sie sich unsere ähnliche Prognosen an. Wir erstellen mithilfe technischer Analysemethoden eine Preisprognose einer Vielzahl von digitalen Coins wie Peapods Finance.
Wenn Sie auf der Suche nach einer Kryptowährung sind, die eine gute Rendite bietet, sollten Sie das Maximum an verfügbaren Informationsquellen bezüglich Peapods Finance zu Rate ziehen. Nur so können Sie eine verantwortungsvolle Entscheidung bezüglich Ihrer Anlage treffen.
Der Peapods Finance-Preis entspricht heute $0.4981 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
Peapods Finance-Preisprognose basierend auf Bitcoins Wachstumsmuster
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Wenn die Wachstumsrate von Peapods Finance 1 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.511054 | $0.524338 | $0.537967 | $0.551951 |
| Wenn die Wachstumsrate von Peapods Finance 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.5240018 | $0.551242 | $0.579899 | $0.610046 |
| Wenn die Wachstumsrate von Peapods Finance 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.562844 | $0.635994 | $0.718652 | $0.812052 |
| Wenn die Wachstumsrate von Peapods Finance 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.627581 | $0.7907094 | $0.99624 | $1.25 |
| Wenn die Wachstumsrate von Peapods Finance 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.757055 | $1.15 | $1.74 | $2.65 |
| Wenn die Wachstumsrate von Peapods Finance 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $1.14 | $2.63 | $6.05 | $13.93 |
| Wenn die Wachstumsrate von Peapods Finance 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $1.79 | $6.45 | $23.22 | $83.59 |
Fragefeld
Ist PEAS eine gute Investition?
Die Entscheidung, Peapods Finance zu erwerben, hängt vollständig von Ihrer individuellen Risikotoleranz ab. Wie Sie vielleicht feststellen, hat der Wert von Peapods Finance in den letzten 2026 Stunden um 1.178% gestiegen, und Peapods Finance hat in den letzten 30 Tagen ein Rückgang von erfahren. Daher hängt die Entscheidung, ob Sie in Peapods Finance investieren sollten, davon ab, ob eine solche Investition mit Ihren Handelszielen übereinstimmt.
Kann Peapods Finance steigen?
Es scheint, dass der Durchschnittswert von Peapods Finance bis zum Ende dieses Jahres potenziell auf $0.51371 steigen könnte. Betrachtet man die Aussichten von Peapods Finance in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $1.61 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 Peapods Finance nächste Woche kosten?
Basierend auf unserer neuen experimentellen Peapods Finance-Prognose wird der Preis von Peapods Finance in der nächsten Woche um 0.86% steigen und $0.502369 erreichen bis zum 13. Januar 2026.
Wie viel wird Peapods Finance nächsten Monat kosten?
Basierend auf unserer neuen experimentellen Peapods Finance-Prognose wird der Preis von Peapods Finance im nächsten Monat um -11.62% fallen und $0.440236 erreichen bis zum 5. Februar 2026.
Wie hoch kann der Preis von Peapods Finance in diesem Jahr 2026 steigen?
Gemäß unserer neuesten Prognose für den Wert von Peapods Finance im Jahr 2026 wird erwartet, dass PEAS innerhalb der Spanne von $0.172095 bis $0.51371 schwankt. Es ist jedoch entscheidend zu beachten, dass der Kryptowährungsmarkt äußerst volatil ist und diese prognostizierte Peapods Finance-Preisvorhersage plötzliche und extreme Preisschwankungen nicht berücksichtigt.
Wo wird Peapods Finance in 5 Jahren sein?
Die Zukunft von Peapods Finance scheint auf einem Aufwärtstrend, mit einem maximalen Preis von $1.61 nach einem Zeitraum von fünf Jahren zu sein. Basierend auf der Peapods Finance-Prognose für 2030 könnte der Wert von Peapods Finance seinen höchsten Gipfel von ungefähr $1.61 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $0.558576 liegen wird.
Wie viel wird Peapods Finance im Jahr 2026 kosten?
Basierend auf unserer neuen experimentellen Peapods Finance-Preisprognosesimulation wird der Wert von PEAS im Jahr 2026 voraussichtlich um 3.13% steigen und bis zu $0.51371 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.51371 und $0.172095 während des Jahres 2026 liegen.
Wie viel wird Peapods Finance im Jahr 2027 kosten?
Laut unserer neuesten experimentellen Simulation für die Preisprognose von Peapods Finance könnte der Wert von PEAS um -12.62% fallen und bis zu $0.435222 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $0.435222 und $0.165672 im Laufe des Jahres schwanken.
Wie viel wird Peapods Finance im Jahr 2028 kosten?
Unser neues experimentelles Peapods Finance-Preisprognosemodell deutet darauf hin, dass der Wert von PEAS im Jahr 2028 um 47.02% steigen, und im besten Fall $0.732319 erreichen wird. Der Preis wird voraussichtlich zwischen $0.732319 und $0.298989 im Laufe des Jahres liegen.
Wie viel wird Peapods Finance im Jahr 2029 kosten?
Basierend auf unserem experimentellen Prognosemodell könnte der Wert von Peapods Finance im Jahr 2029 333.75% Wachstum erfahren und unter optimalen Bedingungen $2.16 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $2.16 und $0.656794.
Wie viel wird Peapods Finance im Jahr 2030 kosten?
Unter Verwendung unserer neuen experimentellen Simulation für Peapods Finance-Preisprognosen wird der Wert von PEAS im Jahr 2030 voraussichtlich um 224.23% steigen, und $1.61 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $1.61 und $0.558576 während des Jahres 2030 liegen.
Wie viel wird Peapods Finance im Jahr 2031 kosten?
Unsere experimentelle Simulation zeigt, dass der Preis von Peapods Finance im Jahr 2031 um 195.98% steigen könnte, und unter idealen Bedingungen $1.47 erreichen könnte. Der Preis wird voraussichtlich zwischen $1.47 und $0.6604098 während des Jahres schwanken.
Wie viel wird Peapods Finance im Jahr 2032 kosten?
Basierend auf den Ergebnissen unserer neuesten experimentellen Peapods Finance-Preisprognose könnte PEAS eine 449.04% Steigerung im Wert erfahren und $2.73 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $2.73 und $1.00 liegen.
Wie viel wird Peapods Finance im Jahr 2033 kosten?
Laut unserer experimentellen Peapods Finance-Preisprognose wird der Wert von PEAS voraussichtlich um 1362.43% steigen im Jahr 2033, wobei der höchste mögliche Preis $7.28 beträgt. Im Laufe des Jahres könnte der Preis von PEAS zwischen $7.28 und $2.34 liegen.
Wie viel wird Peapods Finance im Jahr 2034 kosten?
Die Ergebnisse unserer neuen Peapods Finance-Preisprognosesimulation deuten darauf hin, dass PEAS im Jahr 2034 um 746.96% steigen könnte und unter den besten Umständen $4.21 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $4.21 und $1.88.
Wie viel wird Peapods Finance im Jahr 2035 kosten?
Basierend auf unserer experimentellen Prognose für den Preis von Peapods Finance könnte PEAS um 897.93% steigen, wobei der Wert im Jahr 2035 $4.97 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $4.97 und $2.22.
Wie viel wird Peapods Finance im Jahr 2036 kosten?
Unsere jüngste Peapods Finance-Preisprognosesimulation deutet darauf hin, dass der Wert von PEAS im Jahr 2036 möglicherweise um 1964.7% steigen könnte und unter optimalen Bedingungen $10.28 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $10.28 und $3.68.
Wie viel wird Peapods Finance im Jahr 2037 kosten?
Laut der experimentellen Simulation könnte der Wert von Peapods Finance um 4830.69% steigen im Jahr 2037, wobei ein Höchstwert von $24.56 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $24.56 und $9.57 liegen.
Verwandte Prognosen
Katana Inu-Preisprognose- Sai-Preisprognose
- SX Network-Preisprognose
- Quickswap-Preisprognose
- Dero-Preisprognose
- THORSwap-Preisprognose
- Hydro Protocol-Preisprognose
- Mossland-Preisprognose
- ParaSwap-Preisprognose
- Cetus Protocol-Preisprognose
- GoGoPool-Preisprognose
- Aura BAL-Preisprognose
- doginme-Preisprognose
- ZKFair-Preisprognose
- Cere Network-Preisprognose
- STON-Preisprognose
- Quickswap-Preisprognose
- Jackal Protocol-Preisprognose
- Alpha Quark Token-Preisprognose
- STEPN Green Satoshi Token on Solana-Preisprognose
- xSUSHI-Preisprognose
- ViciCoin-Preisprognose
- KYVE Network-Preisprognose
- GHO-Preisprognose
- AhaToken-Preisprognose
Katana Inu-Preisprognose
Sai-Preisprognose
SX Network-Preisprognose
Quickswap-Preisprognose
Dero-Preisprognose
THORSwap-Preisprognose
Hydro Protocol-Preisprognose
Mossland-Preisprognose
ParaSwap-Preisprognose
Cetus Protocol-Preisprognose
GoGoPool-Preisprognose
Aura BAL-Preisprognose
doginme-Preisprognose
ZKFair-Preisprognose
Cere Network-Preisprognose
STON-Preisprognose
Quickswap-Preisprognose
Jackal Protocol-Preisprognose
Alpha Quark Token-Preisprognose
STEPN Green Satoshi Token on Solana-Preisprognose
xSUSHI-Preisprognose
ViciCoin-Preisprognose
KYVE Network-Preisprognose
GHO-Preisprognose
AhaToken-PreisprognoseWie liest und prognostiziert man die Kursbewegungen von Peapods Finance?
Peapods Finance-Händler verwenden Indikatoren und Chartmuster, um die Marktrichtung vorherzusagen. Sie identifizieren auch wichtige Unterstützungs- und Widerstandsniveaus, um abzuschätzen, wann ein Abwärtstrend sich verlangsamen oder ein Aufwärtstrend ins Stocken geraten könnte.
Peapods Finance Preisprognose-Indikatoren
Gleitende Durchschnitte sind beliebte Tools für die Preisprognose von Peapods Finance. Ein einfacher gleitender Durchschnitt (SMA) berechnet den durchschnittlichen Schlusskurs von PEAS 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 PEAS 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 PEAS einzuschätzen.
Wie liest man Peapods Finance-Charts und prognostiziert Kursbewegungen?
Die meisten Händler bevorzugen Kerzencharts gegenüber einfachen Liniendiagrammen, da sie detailliertere Informationen liefern. Kerzen können die Preisbewegung von Peapods Finance in verschiedenen Zeitrahmen darstellen, wie z. B. 5-Minuten für kurzfristige und wöchentliche für langfristige Trends. Beliebte Optionen sind 1-Stunden-, 4-Stunden- und 1-Tages-Charts.
Ein 1-Stunden-Kerzenchart zeigt beispielsweise die Eröffnungs-, Schluss-, Höchst- und Tiefstpreise von PEAS 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 Peapods Finance?
Die Preisentwicklung von Peapods Finance wird durch Angebot und Nachfrage bestimmt und von Faktoren wie Blockbelohnungs-Halbierungen, Hard Forks und Protokoll-Updates beeinflusst. Ereignisse in der realen Welt, wie Vorschriften, Akzeptanz durch Unternehmen und Regierungen und Hacks von Kryptowährungsbörsen, beeinflussen ebenfalls den Preis von PEAS. Die Marktkapitalisierung von Peapods Finance kann sich schnell ändern.
Händler überwachen oft die Aktivitäten von PEAS-„Walen“, großen Inhabern von Peapods Finance, da ihre Aktionen die Kursbewegungen auf dem relativ kleinen Peapods Finance-Markt erheblich beeinflussen können.
Bullische und bärische Kursprognosemuster
Händler identifizieren oft Kerzenmuster, um sich einen Vorteil bei Kryptowährungspreisprognosen zu verschaffen. Bestimmte Formationen deuten auf bullische Trends hin, während andere auf bärische Bewegungen hindeuten.
Häufig verfolgte bullische Kerzenmuster:
- Hammer
- Bullish Engulfing
- Piercing Line
- Morning Star
- Drei weiße Soldaten
Häufige bärische Kerzenmuster:
- Bearish Harami
- Dark Cloud Cover
- Evening Star
- Shooting Star
- Hanging Man