Previsão de Preço Peruvian Sol - Projeção WPEN
Previsão de Preço Peruvian Sol até $0.307832 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.103125 | $0.307832 |
| 2027 | $0.099276 | $0.260799 |
| 2028 | $0.179164 | $0.43883 |
| 2029 | $0.393573 | $1.29 |
| 2030 | $0.334717 | $0.967765 |
| 2031 | $0.395739 | $0.883459 |
| 2032 | $0.604065 | $1.63 |
| 2033 | $1.40 | $4.36 |
| 2034 | $1.12 | $2.52 |
| 2035 | $1.33 | $2.97 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Peruvian Sol hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.44, com um retorno de 39.54% nos próximos 90 dias.
Previsão de preço de longo prazo de Peruvian Sol para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Peruvian Sol'
'name_with_ticker' => 'Peruvian Sol <small>WPEN</small>'
'name_lang' => 'Peruvian Sol'
'name_lang_with_ticker' => 'Peruvian Sol <small>WPEN</small>'
'name_with_lang' => 'Peruvian Sol'
'name_with_lang_with_ticker' => 'Peruvian Sol <small>WPEN</small>'
'image' => '/uploads/coins/placeholder.svg'
'price_for_sd' => 0.2984
'ticker' => 'WPEN'
'marketcap' => '$0'
'low24h' => '$0.2978'
'high24h' => '$0.2985'
'volume24h' => '$19.51'
'current_supply' => '0'
'max_supply' => '100.35K'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.2984'
'change_24h_pct' => '0.0085%'
'ath_price' => '$0.3027'
'ath_days' => 21
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '16 de dez. de 2025'
'ath_pct' => '-1.43%'
'fdv' => '$29.95K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$14.71'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.3010363'
'next_week_prediction_price_date' => '13 de janeiro de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.263804'
'next_month_prediction_price_date' => '5 de fevereiro de 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.103125'
'current_year_max_price_prediction' => '$0.307832'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.334717'
'grand_prediction_max_price' => '$0.967765'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.30413807689847
107 => 0.30527361807549
108 => 0.30783205032947
109 => 0.2859705268368
110 => 0.2957857090644
111 => 0.30155120906492
112 => 0.27550247031192
113 => 0.30103630925285
114 => 0.2855899663503
115 => 0.28034724557289
116 => 0.28740587842373
117 => 0.28465512233701
118 => 0.28229018378347
119 => 0.28097050743579
120 => 0.28615358836857
121 => 0.28591179144793
122 => 0.27743126504924
123 => 0.26636876407263
124 => 0.2700817025146
125 => 0.26873275716965
126 => 0.26384400522214
127 => 0.2671384337646
128 => 0.25263143773573
129 => 0.2276729050761
130 => 0.24416127625159
131 => 0.24352649189723
201 => 0.24320640484058
202 => 0.25559696007385
203 => 0.25440589408691
204 => 0.25224409765768
205 => 0.26380430213542
206 => 0.25958467199435
207 => 0.27258857781922
208 => 0.28115379123537
209 => 0.27898137605741
210 => 0.28703700067457
211 => 0.27016724111722
212 => 0.27577069854489
213 => 0.27692556335468
214 => 0.2636616510066
215 => 0.25460076721254
216 => 0.25399650956511
217 => 0.2382861857329
218 => 0.24667851391476
219 => 0.25406341541667
220 => 0.25052662068876
221 => 0.24940697713665
222 => 0.25512699322336
223 => 0.25557148746192
224 => 0.24543697171731
225 => 0.24754425845899
226 => 0.25633199447906
227 => 0.24732283005829
228 => 0.2298194952274
301 => 0.2254784261868
302 => 0.224899247555
303 => 0.21312592402237
304 => 0.22576851717772
305 => 0.22024968646498
306 => 0.23768360656078
307 => 0.22772544490205
308 => 0.22729616845606
309 => 0.2266472541468
310 => 0.21651346823239
311 => 0.21873212331195
312 => 0.22610727070713
313 => 0.22873880638471
314 => 0.22846431565401
315 => 0.2260711284614
316 => 0.22716671730307
317 => 0.22363744391558
318 => 0.22239118402699
319 => 0.21845764500779
320 => 0.21267642931746
321 => 0.21348034281745
322 => 0.20202624179754
323 => 0.19578543964673
324 => 0.19405806786384
325 => 0.19174815412392
326 => 0.19431897876721
327 => 0.20199379376848
328 => 0.19273633857412
329 => 0.17686508097836
330 => 0.17781897060317
331 => 0.17996207737775
401 => 0.17596841208139
402 => 0.17218874304131
403 => 0.17547485861742
404 => 0.168749997547
405 => 0.18077474470971
406 => 0.18044950899792
407 => 0.1849315911348
408 => 0.18773432907658
409 => 0.18127492551797
410 => 0.17965040299106
411 => 0.18057580485282
412 => 0.16528097343609
413 => 0.18368167710265
414 => 0.18384080715206
415 => 0.18247823905832
416 => 0.19227604570277
417 => 0.2129524737351
418 => 0.20517316980195
419 => 0.20216078818833
420 => 0.19643424853879
421 => 0.20406452261352
422 => 0.2034786366154
423 => 0.20082903794123
424 => 0.19922655239584
425 => 0.20217918114811
426 => 0.19886068901814
427 => 0.19826459664553
428 => 0.19465292542242
429 => 0.19336372311635
430 => 0.19240924905355
501 => 0.19135846689509
502 => 0.19367623049805
503 => 0.18842387324656
504 => 0.18209004529619
505 => 0.18156345603509
506 => 0.1830174152832
507 => 0.18237414655045
508 => 0.18156037631188
509 => 0.18000666730932
510 => 0.179545715038
511 => 0.18104358629754
512 => 0.17935257697684
513 => 0.18184775334357
514 => 0.18116920343623
515 => 0.17737887881285
516 => 0.17265473097421
517 => 0.17261267614921
518 => 0.17159486624653
519 => 0.17029853230673
520 => 0.16993792186077
521 => 0.17519811112932
522 => 0.18608654549099
523 => 0.18394888528764
524 => 0.18549356386079
525 => 0.1930918536161
526 => 0.19550712144077
527 => 0.19379282154757
528 => 0.19144618212036
529 => 0.19154942234576
530 => 0.19956859964463
531 => 0.20006874589624
601 => 0.20133245412075
602 => 0.20295667631316
603 => 0.19406943361028
604 => 0.19113083401367
605 => 0.18973836249749
606 => 0.18545008918198
607 => 0.19007462430399
608 => 0.18738010573073
609 => 0.18774368834413
610 => 0.18750690469018
611 => 0.18763620457648
612 => 0.18077138354781
613 => 0.18327256352629
614 => 0.17911386670024
615 => 0.17354583848578
616 => 0.17352717250281
617 => 0.17488993952007
618 => 0.17407931237312
619 => 0.17189793556381
620 => 0.17220778984377
621 => 0.16949314030737
622 => 0.1725373974478
623 => 0.17262469584971
624 => 0.17145249102884
625 => 0.17614258918021
626 => 0.17806412621958
627 => 0.17729255589542
628 => 0.17800999078879
629 => 0.18403771472005
630 => 0.18502049672888
701 => 0.18545698357826
702 => 0.18487214902351
703 => 0.178120166517
704 => 0.17841964565281
705 => 0.17622226646176
706 => 0.17436571259944
707 => 0.17443996501759
708 => 0.17539447503793
709 => 0.17956287627804
710 => 0.18833503094716
711 => 0.18866792780449
712 => 0.18907140850686
713 => 0.18743024971716
714 => 0.18693526052241
715 => 0.18758827903784
716 => 0.19088263911358
717 => 0.19935662763842
718 => 0.19636135413508
719 => 0.19392615015265
720 => 0.19606248057152
721 => 0.19573360924864
722 => 0.19295760431919
723 => 0.19287969110659
724 => 0.18755165010451
725 => 0.18558199465966
726 => 0.18393600314379
727 => 0.18213862337816
728 => 0.18107307640438
729 => 0.18271024083855
730 => 0.183084679715
731 => 0.17950499106695
801 => 0.17901709273163
802 => 0.18194034375457
803 => 0.18065392996916
804 => 0.18197703844898
805 => 0.18228401096571
806 => 0.18223458132034
807 => 0.18089141758469
808 => 0.18174751009608
809 => 0.17972259609319
810 => 0.17752080624729
811 => 0.17611620150197
812 => 0.17489049756789
813 => 0.17557058934885
814 => 0.17314618632958
815 => 0.17237057101013
816 => 0.18145748521591
817 => 0.18817008644051
818 => 0.18807248256022
819 => 0.18747834404065
820 => 0.18659557471717
821 => 0.19081805903913
822 => 0.1893470299326
823 => 0.1904173265162
824 => 0.19068976191693
825 => 0.19151434182265
826 => 0.19180905826391
827 => 0.1909182204847
828 => 0.187928460091
829 => 0.18047826144778
830 => 0.17701017386793
831 => 0.17586564720102
901 => 0.17590724857159
902 => 0.17475969705439
903 => 0.17509770240586
904 => 0.17464215258705
905 => 0.17377945143957
906 => 0.17551731998402
907 => 0.1757175931444
908 => 0.17531195386014
909 => 0.17540749659594
910 => 0.17204897657311
911 => 0.17230431755612
912 => 0.17088254651554
913 => 0.17061598158514
914 => 0.16702186820231
915 => 0.16065437536956
916 => 0.16418258450639
917 => 0.15992100401038
918 => 0.15830707890306
919 => 0.16594714934426
920 => 0.16518029817453
921 => 0.16386778231415
922 => 0.16192629780437
923 => 0.16120618231414
924 => 0.15683098855639
925 => 0.15657247876843
926 => 0.15874094293494
927 => 0.1577402713344
928 => 0.15633494942326
929 => 0.1512450159163
930 => 0.14552224543542
1001 => 0.14569497990419
1002 => 0.14751528671823
1003 => 0.15280807428186
1004 => 0.1507400906146
1005 => 0.14923974473661
1006 => 0.1489587750539
1007 => 0.15247569888294
1008 => 0.15745288291936
1009 => 0.15978806631103
1010 => 0.15747397049046
1011 => 0.15481566181156
1012 => 0.15497746074342
1013 => 0.15605383654995
1014 => 0.15616694842808
1015 => 0.15443666275666
1016 => 0.15492372803796
1017 => 0.15418383133748
1018 => 0.14964308665241
1019 => 0.14956095897991
1020 => 0.1484465870048
1021 => 0.14841284426427
1022 => 0.14651701954148
1023 => 0.14625178055754
1024 => 0.14248750550211
1025 => 0.14496516274287
1026 => 0.14330328034861
1027 => 0.14079843158204
1028 => 0.14036659471055
1029 => 0.14035361317273
1030 => 0.14292553278207
1031 => 0.14493510836479
1101 => 0.14333218950437
1102 => 0.14296723595113
1103 => 0.14686398510339
1104 => 0.14636808825411
1105 => 0.14593864478082
1106 => 0.15700723067913
1107 => 0.14824558124809
1108 => 0.14442500199869
1109 => 0.13969630966923
1110 => 0.14123599573584
1111 => 0.14156043021277
1112 => 0.13018877757129
1113 => 0.12557529951089
1114 => 0.12399212769581
1115 => 0.12308098993347
1116 => 0.12349620685312
1117 => 0.11934353549175
1118 => 0.12213419932543
1119 => 0.11853833694307
1120 => 0.11793547891271
1121 => 0.12436532629426
1122 => 0.12526000199478
1123 => 0.12144303750241
1124 => 0.12389414661693
1125 => 0.12300534037904
1126 => 0.11859997768286
1127 => 0.11843172523152
1128 => 0.11622126908656
1129 => 0.11276233324836
1130 => 0.11118150675466
1201 => 0.11035819859137
1202 => 0.1106979115855
1203 => 0.11052614230028
1204 => 0.109405231525
1205 => 0.11059039159383
1206 => 0.10756279735992
1207 => 0.106357184941
1208 => 0.10581263778137
1209 => 0.10312547363695
1210 => 0.10740194677803
1211 => 0.10824446586041
1212 => 0.10908864496566
1213 => 0.11643664773123
1214 => 0.1160695622783
1215 => 0.1193878359949
1216 => 0.11925889398019
1217 => 0.11831246856375
1218 => 0.11431965541119
1219 => 0.11591111956875
1220 => 0.11101284026023
1221 => 0.11468296416879
1222 => 0.11300807288496
1223 => 0.11411668174093
1224 => 0.11212330305866
1225 => 0.11322652112602
1226 => 0.10844425839024
1227 => 0.10397864873583
1228 => 0.10577574042004
1229 => 0.10772938460314
1230 => 0.11196538297137
1231 => 0.10944245728948
]
'min_raw' => 0.10312547363695
'max_raw' => 0.30783205032947
'avg_raw' => 0.20547876198321
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.103125'
'max' => '$0.307832'
'avg' => '$0.205478'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.19535652636305
'max_diff' => 0.0093500503294742
'year' => 2026
]
1 => [
'items' => [
101 => 0.11034979676707
102 => 0.10731036140393
103 => 0.101039138078
104 => 0.10107463252097
105 => 0.1001099414383
106 => 0.099276307495671
107 => 0.10973224565334
108 => 0.10843188445951
109 => 0.10635992908421
110 => 0.10913332369028
111 => 0.10986665324382
112 => 0.10988753010527
113 => 0.11191092721818
114 => 0.11299081462006
115 => 0.11318114945514
116 => 0.1163650085307
117 => 0.11743219609671
118 => 0.12182779064707
119 => 0.11289919371876
120 => 0.11271531514065
121 => 0.10917235103991
122 => 0.10692534719518
123 => 0.10932620531556
124 => 0.1114530378604
125 => 0.1092384376556
126 => 0.10952761768959
127 => 0.10655469785414
128 => 0.10761737680643
129 => 0.10853269907846
130 => 0.10802731192
131 => 0.10727072288278
201 => 0.1112786618458
202 => 0.11105251822227
203 => 0.11478480312675
204 => 0.11769438610805
205 => 0.12290887896072
206 => 0.1174672838313
207 => 0.11726897047641
208 => 0.11920751533099
209 => 0.11743189931559
210 => 0.11855402734514
211 => 0.12272808678712
212 => 0.12281627808574
213 => 0.12133896020591
214 => 0.12124906527866
215 => 0.12153280033757
216 => 0.1231946454399
217 => 0.1226139456978
218 => 0.12328594614087
219 => 0.12412629298497
220 => 0.12760232383182
221 => 0.12844038310095
222 => 0.12640433356088
223 => 0.12658816603767
224 => 0.12582662761887
225 => 0.12509099104836
226 => 0.12674459462777
227 => 0.12976658767081
228 => 0.12974778800893
301 => 0.13044883165576
302 => 0.13088557603998
303 => 0.12901074942649
304 => 0.12779030624039
305 => 0.12825830181676
306 => 0.12900663693499
307 => 0.12801562682372
308 => 0.12189865333647
309 => 0.12375415233872
310 => 0.12344530657548
311 => 0.1230054726517
312 => 0.12487119124661
313 => 0.12469123813668
314 => 0.11930094384477
315 => 0.11964601299657
316 => 0.11932192864279
317 => 0.12036911149126
318 => 0.11737534800521
319 => 0.11829620949022
320 => 0.11887376518107
321 => 0.11921394991998
322 => 0.12044293046376
323 => 0.12029872378179
324 => 0.12043396637394
325 => 0.12225622008153
326 => 0.13147255401261
327 => 0.13197417873379
328 => 0.1295039951461
329 => 0.13049078476717
330 => 0.12859636448189
331 => 0.12986810151091
401 => 0.13073819168754
402 => 0.12680642148805
403 => 0.12657360757382
404 => 0.12467136834214
405 => 0.12569352395691
406 => 0.12406720087823
407 => 0.12446624367537
408 => 0.12335048522664
409 => 0.12535862828906
410 => 0.12760404426674
411 => 0.12817132501687
412 => 0.12667905359301
413 => 0.12559855073665
414 => 0.12370154366066
415 => 0.12685630870559
416 => 0.12777885814446
417 => 0.12685146294613
418 => 0.1266365652147
419 => 0.12622933440194
420 => 0.12672296115673
421 => 0.12777383374208
422 => 0.1272782616374
423 => 0.1276055957434
424 => 0.12635813567679
425 => 0.12901137007211
426 => 0.13322534482751
427 => 0.1332388934454
428 => 0.1327433186694
429 => 0.13254054014836
430 => 0.13304902994253
501 => 0.13332486479653
502 => 0.1349692275498
503 => 0.13673369429835
504 => 0.14496769071672
505 => 0.14265561747131
506 => 0.14996130893632
507 => 0.15573916235984
508 => 0.15747168796664
509 => 0.15587784593001
510 => 0.15042539842036
511 => 0.15015787533326
512 => 0.15830613387665
513 => 0.15600387762425
514 => 0.15573003156875
515 => 0.15281677220841
516 => 0.15453886930456
517 => 0.15416222140799
518 => 0.15356766427701
519 => 0.15685330557415
520 => 0.16300373277117
521 => 0.16204513101417
522 => 0.16132957927083
523 => 0.15819423982549
524 => 0.160082414475
525 => 0.15941007164791
526 => 0.16229888311239
527 => 0.16058761519584
528 => 0.15598643576881
529 => 0.15671918875825
530 => 0.15660843461799
531 => 0.15888774697641
601 => 0.15820355398242
602 => 0.15647483495501
603 => 0.16298271127965
604 => 0.16256012598984
605 => 0.16315925531434
606 => 0.16342301057168
607 => 0.16738424020884
608 => 0.16900702924598
609 => 0.16937543076833
610 => 0.1709169548426
611 => 0.16933707624506
612 => 0.17565771706955
613 => 0.17986057439821
614 => 0.18474240946252
615 => 0.19187608260503
616 => 0.19455840969679
617 => 0.19407387131624
618 => 0.19948254087741
619 => 0.20920179985086
620 => 0.19603841143902
621 => 0.20989949139989
622 => 0.20551123351814
623 => 0.19510675302191
624 => 0.19443682713872
625 => 0.20148286212927
626 => 0.21711028958257
627 => 0.21319579625034
628 => 0.21711669229134
629 => 0.21254275878885
630 => 0.21231562443832
701 => 0.21689454655033
702 => 0.22759344764911
703 => 0.22251080077939
704 => 0.21522358017551
705 => 0.2206043504677
706 => 0.21594302927382
707 => 0.20543976800235
708 => 0.21319280291106
709 => 0.20800856926133
710 => 0.20952160424934
711 => 0.22041809228451
712 => 0.21910699801559
713 => 0.22080367540364
714 => 0.21780908422351
715 => 0.21501166385759
716 => 0.20979007100543
717 => 0.20824421478332
718 => 0.20867143382903
719 => 0.20824400307478
720 => 0.20532256986292
721 => 0.20469168663896
722 => 0.20364018695942
723 => 0.20396609067823
724 => 0.2019889636536
725 => 0.20572021084436
726 => 0.2064127632026
727 => 0.20912805374784
728 => 0.20940996421988
729 => 0.21697200973864
730 => 0.21280696214192
731 => 0.21560123566271
801 => 0.21535128953828
802 => 0.19533224966341
803 => 0.19809069672868
804 => 0.20238197471387
805 => 0.20044875979823
806 => 0.19771564621014
807 => 0.19550851044748
808 => 0.19216447407583
809 => 0.1968711410524
810 => 0.20305990762836
811 => 0.20956692155327
812 => 0.2173846724276
813 => 0.2156398414411
814 => 0.20942077413859
815 => 0.20969975695475
816 => 0.21142431894855
817 => 0.20919085447359
818 => 0.20853216219752
819 => 0.21133382474473
820 => 0.21135311825492
821 => 0.20878324745328
822 => 0.20592730633866
823 => 0.20591533984111
824 => 0.20540715270488
825 => 0.21263316415145
826 => 0.2166067398149
827 => 0.21706230386098
828 => 0.21657607672485
829 => 0.21676320625188
830 => 0.21445107012508
831 => 0.21973592766827
901 => 0.22458583556815
902 => 0.22328595664781
903 => 0.22133725335755
904 => 0.21978501732459
905 => 0.22292029916922
906 => 0.22278069000407
907 => 0.22454347585361
908 => 0.22446350570513
909 => 0.22387074712566
910 => 0.22328597781709
911 => 0.22560452202624
912 => 0.22493681852869
913 => 0.22426807790317
914 => 0.22292681619964
915 => 0.22310911594115
916 => 0.22116074912199
917 => 0.22025934548024
918 => 0.20670439747817
919 => 0.20308207245131
920 => 0.20422172964398
921 => 0.204596934383
922 => 0.20302049388917
923 => 0.20528070460298
924 => 0.20492845315739
925 => 0.20629885747198
926 => 0.20544268835226
927 => 0.20547782583158
928 => 0.20799563665817
929 => 0.20872656785266
930 => 0.20835481034781
1001 => 0.20861517656111
1002 => 0.2146152060529
1003 => 0.21376219372931
1004 => 0.21330904793357
1005 => 0.21343457241584
1006 => 0.21496770859308
1007 => 0.21539690301658
1008 => 0.21357837608527
1009 => 0.21443600389885
1010 => 0.21808767427991
1011 => 0.21936555224663
1012 => 0.2234439253002
1013 => 0.22171135993974
1014 => 0.22489155864253
1015 => 0.23466640524527
1016 => 0.24247522907947
1017 => 0.23529391196824
1018 => 0.24963382249204
1019 => 0.26079949977281
1020 => 0.26037094248136
1021 => 0.25842394838069
1022 => 0.24571212165143
1023 => 0.2340145091725
1024 => 0.24380005871799
1025 => 0.24382500409619
1026 => 0.24298441671186
1027 => 0.23776360066098
1028 => 0.24280274363007
1029 => 0.24320273249947
1030 => 0.24297884509823
1031 => 0.23897605767287
1101 => 0.23286454111312
1102 => 0.23405871681999
1103 => 0.23601480098837
1104 => 0.23231152557572
1105 => 0.23112810469201
1106 => 0.23332830926987
1107 => 0.24041782685054
1108 => 0.2390775946187
1109 => 0.23904259573882
1110 => 0.24477667757358
1111 => 0.2406723124722
1112 => 0.23407377919994
1113 => 0.23240756252473
1114 => 0.22649361582578
1115 => 0.2305783998755
1116 => 0.23072540398145
1117 => 0.2284882095029
1118 => 0.23425531520199
1119 => 0.23420217030769
1120 => 0.23967717884857
1121 => 0.25014333885943
1122 => 0.24704798033577
1123 => 0.24344841514679
1124 => 0.24383978768795
1125 => 0.24813217847471
1126 => 0.24553690101928
1127 => 0.24647018088717
1128 => 0.24813076584385
1129 => 0.24913263797823
1130 => 0.24369563370575
1201 => 0.24242800792786
1202 => 0.23983489046248
1203 => 0.2391583945186
1204 => 0.24127043458697
1205 => 0.24071398664843
1206 => 0.23071304885557
1207 => 0.22966789521153
1208 => 0.22969994858165
1209 => 0.22707186004935
1210 => 0.22306339422407
1211 => 0.23359740307985
1212 => 0.23275137474537
1213 => 0.2318174249415
1214 => 0.23193182846343
1215 => 0.23650428467704
1216 => 0.23385202915857
1217 => 0.24090348515054
1218 => 0.23945391778476
1219 => 0.23796717448577
1220 => 0.23776166127454
1221 => 0.2371893919474
1222 => 0.23522686749262
1223 => 0.23285700128403
1224 => 0.23129221033883
1225 => 0.21335483797759
1226 => 0.21668390995094
1227 => 0.22051370380182
1228 => 0.22183573329221
1229 => 0.21957431036724
1230 => 0.23531616225323
1231 => 0.23819235028506
]
'min_raw' => 0.099276307495671
'max_raw' => 0.26079949977281
'avg_raw' => 0.18003790363424
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.099276'
'max' => '$0.260799'
'avg' => '$0.180037'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0038491661412811
'max_diff' => -0.047032550556667
'year' => 2027
]
2 => [
'items' => [
101 => 0.22948018912755
102 => 0.22785049949017
103 => 0.23542300443455
104 => 0.23085585825201
105 => 0.23291244389836
106 => 0.22846723062316
107 => 0.23749956081281
108 => 0.23743074959006
109 => 0.23391696914185
110 => 0.23688679231535
111 => 0.23637071245519
112 => 0.23240366298323
113 => 0.23762532335697
114 => 0.23762791323537
115 => 0.23424597595015
116 => 0.23029661360228
117 => 0.22959056089425
118 => 0.22905864502359
119 => 0.23278162520121
120 => 0.236119637587
121 => 0.24233085107352
122 => 0.24389249771882
123 => 0.24998770854014
124 => 0.24635830726647
125 => 0.24796717384247
126 => 0.24971382609879
127 => 0.25055123542148
128 => 0.24918672186802
129 => 0.25865509316239
130 => 0.25945451380304
131 => 0.25972255262888
201 => 0.25652987110161
202 => 0.25936571955424
203 => 0.25803891997669
204 => 0.26149088388195
205 => 0.26203219589919
206 => 0.26157372387832
207 => 0.26174554485662
208 => 0.25366596029203
209 => 0.25324699120915
210 => 0.24753431803542
211 => 0.24986227457966
212 => 0.24551027140206
213 => 0.24689033644028
214 => 0.24749865595938
215 => 0.24718090436443
216 => 0.24999389374984
217 => 0.24760227811648
218 => 0.24129041124203
219 => 0.23497682470367
220 => 0.23489756276762
221 => 0.23323530687613
222 => 0.23203380032393
223 => 0.23226525311162
224 => 0.23308092292429
225 => 0.23198639211161
226 => 0.23221996575462
227 => 0.23609884452156
228 => 0.23687672599537
229 => 0.23423318080945
301 => 0.2236189654262
302 => 0.2210142103474
303 => 0.2228864566435
304 => 0.22199164350207
305 => 0.17916458204357
306 => 0.18922616487047
307 => 0.18324791401379
308 => 0.18600296705464
309 => 0.17990072099054
310 => 0.18281303265845
311 => 0.18227523503398
312 => 0.19845396247574
313 => 0.19820135389985
314 => 0.19832226425738
315 => 0.19255089786218
316 => 0.20174484123941
317 => 0.20627410835054
318 => 0.20543586155081
319 => 0.20564683021099
320 => 0.20202168965659
321 => 0.19835736354211
322 => 0.19429306194541
323 => 0.20184403194922
324 => 0.20100449298416
325 => 0.20293009331344
326 => 0.20782743711539
327 => 0.20854858959343
328 => 0.20951782583712
329 => 0.20917042363869
330 => 0.2174469534259
331 => 0.21644461105837
401 => 0.21885996777054
402 => 0.21389139576005
403 => 0.20826898490899
404 => 0.20933762140131
405 => 0.20923470311367
406 => 0.20792443518786
407 => 0.20674158389048
408 => 0.20477246974662
409 => 0.21100303827184
410 => 0.21075008856807
411 => 0.21484505025024
412 => 0.21412122599658
413 => 0.20928735048081
414 => 0.20945999329052
415 => 0.21062109915513
416 => 0.21463969980981
417 => 0.21583269409131
418 => 0.21528005160752
419 => 0.21658811537493
420 => 0.21762195564264
421 => 0.21671794979527
422 => 0.22951676621438
423 => 0.2242018053068
424 => 0.22679228027189
425 => 0.2274100932871
426 => 0.22582757823985
427 => 0.22617076908798
428 => 0.226690609709
429 => 0.22984698016457
430 => 0.23813020954314
501 => 0.24179879544906
502 => 0.25283591715185
503 => 0.24149417045875
504 => 0.2408211981468
505 => 0.24280931705461
506 => 0.24928927589214
507 => 0.25454067389837
508 => 0.25628286557746
509 => 0.2565131249683
510 => 0.25978159237698
511 => 0.26165501694232
512 => 0.25938471446434
513 => 0.25746087082482
514 => 0.25056990170434
515 => 0.25136755014352
516 => 0.25686255689959
517 => 0.26462457759681
518 => 0.27128519885564
519 => 0.26895288143688
520 => 0.28674681698249
521 => 0.28851101301012
522 => 0.28826725816239
523 => 0.29228635926092
524 => 0.28430926205604
525 => 0.28089889845198
526 => 0.25787682765624
527 => 0.26434509049178
528 => 0.27374709039099
529 => 0.27250270044864
530 => 0.26567471680565
531 => 0.27128001921776
601 => 0.26942673094631
602 => 0.26796496559361
603 => 0.27466159605148
604 => 0.26729837578063
605 => 0.27367363663622
606 => 0.2654972986453
607 => 0.26896353526639
608 => 0.26699593171726
609 => 0.26826921235397
610 => 0.26082563976916
611 => 0.26484201085341
612 => 0.26065854552745
613 => 0.26065656202019
614 => 0.26056421179125
615 => 0.26548604019491
616 => 0.26564654084246
617 => 0.26200930221568
618 => 0.26148511930521
619 => 0.26342329826059
620 => 0.26115419831372
621 => 0.26221589589731
622 => 0.26118635605196
623 => 0.26095458494734
624 => 0.25910779335315
625 => 0.25831214475578
626 => 0.25862413907215
627 => 0.25755914162629
628 => 0.25691744214253
629 => 0.26043656161259
630 => 0.25855643804061
701 => 0.26014840571041
702 => 0.25833415762833
703 => 0.25204518334558
704 => 0.24842832773088
705 => 0.23654903829899
706 => 0.23991799004566
707 => 0.24215160853913
708 => 0.24141339764036
709 => 0.24299936030061
710 => 0.2430967255273
711 => 0.24258111289948
712 => 0.24198409953052
713 => 0.24169350643943
714 => 0.243859349262
715 => 0.24511669391942
716 => 0.24237578203691
717 => 0.24173362473228
718 => 0.24450483797538
719 => 0.2461952764528
720 => 0.25867652439471
721 => 0.25775187323328
722 => 0.26007256619486
723 => 0.25981129178132
724 => 0.26224374772043
725 => 0.26621978514831
726 => 0.25813538933989
727 => 0.25953856091486
728 => 0.25919453564864
729 => 0.26295051329694
730 => 0.26296223904918
731 => 0.26071034282403
801 => 0.26193113230053
802 => 0.26124972110535
803 => 0.26248112323328
804 => 0.25773952395328
805 => 0.26351428005231
806 => 0.26678819464339
807 => 0.26683365295066
808 => 0.26838546248344
809 => 0.2699621908435
810 => 0.27298858362652
811 => 0.26987778639136
812 => 0.2642817649953
813 => 0.26468577966506
814 => 0.26140483436806
815 => 0.26145998765125
816 => 0.26116557510312
817 => 0.2620491293224
818 => 0.25793341441785
819 => 0.25889936447957
820 => 0.25754702873656
821 => 0.25953562120106
822 => 0.25739622443537
823 => 0.25919436974924
824 => 0.25997038965724
825 => 0.26283391982429
826 => 0.25697327870143
827 => 0.2450230347214
828 => 0.24753512088871
829 => 0.24381954812715
830 => 0.24416343853241
831 => 0.2448581518808
901 => 0.24260635862261
902 => 0.24303592981412
903 => 0.24302058250831
904 => 0.24288832771816
905 => 0.24230254932332
906 => 0.24145305475808
907 => 0.24483717964535
908 => 0.24541220840769
909 => 0.2466904261154
910 => 0.25049353499018
911 => 0.2501135147301
912 => 0.25073334354117
913 => 0.2493802607268
914 => 0.24422620416344
915 => 0.24450609423174
916 => 0.24101586059505
917 => 0.24660117299419
918 => 0.24527849729555
919 => 0.24442575966813
920 => 0.24419308230593
921 => 0.248005618352
922 => 0.24914638889117
923 => 0.24843553724542
924 => 0.24697755978114
925 => 0.2497773075249
926 => 0.25052640190926
927 => 0.25069409651638
928 => 0.25565471271993
929 => 0.25097133985658
930 => 0.25209867425351
1001 => 0.26089381540658
1002 => 0.25291783602727
1003 => 0.25714289019005
1004 => 0.2569360957749
1005 => 0.25909749051655
1006 => 0.2567587983197
1007 => 0.25678778921238
1008 => 0.2587069613174
1009 => 0.25601183022042
1010 => 0.25534447785909
1011 => 0.25442253535158
1012 => 0.25643556308813
1013 => 0.25764228217478
1014 => 0.26736755177564
1015 => 0.27365051946397
1016 => 0.27337775926647
1017 => 0.27587027688592
1018 => 0.27474737486951
1019 => 0.27112122805195
1020 => 0.27731061850803
1021 => 0.27535203639263
1022 => 0.27551349952255
1023 => 0.27550748985679
1024 => 0.27680977574131
1025 => 0.27588698683938
1026 => 0.27406807519133
1027 => 0.27527555362836
1028 => 0.27886133290487
1029 => 0.28999170180433
1030 => 0.29622040369824
1031 => 0.28961672612933
1101 => 0.2941718544896
1102 => 0.29144040063163
1103 => 0.29094401421192
1104 => 0.29380497144351
1105 => 0.29667093640201
1106 => 0.29648838682406
1107 => 0.29440784343312
1108 => 0.29323259726341
1109 => 0.30213195499679
1110 => 0.30868885017814
1111 => 0.30824171388475
1112 => 0.31021522806724
1113 => 0.31600952674552
1114 => 0.31653928480015
1115 => 0.31647254746161
1116 => 0.31515948684868
1117 => 0.32086472638222
1118 => 0.32562413757523
1119 => 0.31485555125476
1120 => 0.31895608795445
1121 => 0.32079695098998
1122 => 0.32349988408559
1123 => 0.32806018528207
1124 => 0.33301388194161
1125 => 0.33371438896378
1126 => 0.3332173457092
1127 => 0.32995024959973
1128 => 0.33537064359448
1129 => 0.33854578327272
1130 => 0.34043650628934
1201 => 0.34523106527317
1202 => 0.32080831953338
1203 => 0.30352068620954
1204 => 0.30082097262957
1205 => 0.30631094635543
1206 => 0.30775860864522
1207 => 0.30717505779142
1208 => 0.28771625476258
1209 => 0.30071852605872
1210 => 0.31470787671134
1211 => 0.31524526464333
1212 => 0.32224862608356
1213 => 0.32452920764598
1214 => 0.33016783155694
1215 => 0.32981513409607
1216 => 0.33118804928829
1217 => 0.33087243986117
1218 => 0.34131680330387
1219 => 0.35283848718414
1220 => 0.35243952790807
1221 => 0.35078314953191
1222 => 0.353243153875
1223 => 0.36513476637812
1224 => 0.36403997725804
1225 => 0.36510347163428
1226 => 0.37912435295737
1227 => 0.3973534931245
1228 => 0.38888422734112
1229 => 0.40726009712547
1230 => 0.41882673309172
1231 => 0.43883003398287
]
'min_raw' => 0.17916458204357
'max_raw' => 0.43883003398287
'avg_raw' => 0.30899730801322
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.179164'
'max' => '$0.43883'
'avg' => '$0.308997'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.079888274547902
'max_diff' => 0.17803053421007
'year' => 2028
]
3 => [
'items' => [
101 => 0.43632552219297
102 => 0.44411266043889
103 => 0.43184192338165
104 => 0.40366583077312
105 => 0.39920685626407
106 => 0.40813383615041
107 => 0.43007994511901
108 => 0.40744267507941
109 => 0.41202216532558
110 => 0.4107032718266
111 => 0.41063299359698
112 => 0.41331522777951
113 => 0.40942450720183
114 => 0.39357301164109
115 => 0.40083765864313
116 => 0.39803242955864
117 => 0.40114504037156
118 => 0.41794251719055
119 => 0.41051595228704
120 => 0.40269266944633
121 => 0.41250480225402
122 => 0.42499901913285
123 => 0.42421715349484
124 => 0.42270000736262
125 => 0.43125208067478
126 => 0.44537760026409
127 => 0.44919567144815
128 => 0.45201409353919
129 => 0.45240270632792
130 => 0.45640565957327
131 => 0.4348807710989
201 => 0.46904132190606
202 => 0.47493990536429
203 => 0.47383121614538
204 => 0.48038724340886
205 => 0.47845829387758
206 => 0.47566354864967
207 => 0.48605624636928
208 => 0.47414185708121
209 => 0.4572308814667
210 => 0.44795318578341
211 => 0.46017080386953
212 => 0.46763167689861
213 => 0.47256283937019
214 => 0.4740550061546
215 => 0.43655168691767
216 => 0.4163394778784
217 => 0.42929527213912
218 => 0.44510223529836
219 => 0.43479296262044
220 => 0.43519706659138
221 => 0.42049875298187
222 => 0.44640270990889
223 => 0.44262872127119
224 => 0.46220818099963
225 => 0.45753538580046
226 => 0.47350167513876
227 => 0.46929721606736
228 => 0.48674969060459
301 => 0.49371195520438
302 => 0.50540268105738
303 => 0.51400242658466
304 => 0.5190523616452
305 => 0.518749182486
306 => 0.53875954106351
307 => 0.52696013171903
308 => 0.5121372926751
309 => 0.51186919428226
310 => 0.51954615266436
311 => 0.53563495136257
312 => 0.53980654278252
313 => 0.5421378932873
314 => 0.53856734883433
315 => 0.52575993566218
316 => 0.52022975958951
317 => 0.52494162982805
318 => 0.51917941742194
319 => 0.52912661262614
320 => 0.54278623624775
321 => 0.5399655779859
322 => 0.54939461565857
323 => 0.55915267768609
324 => 0.57310714464743
325 => 0.57675535904354
326 => 0.58278571871115
327 => 0.58899293967907
328 => 0.59098653176467
329 => 0.59479291763137
330 => 0.59477285609897
331 => 0.60624365610761
401 => 0.61889630373824
402 => 0.62367238530934
403 => 0.6346547215274
404 => 0.61584785562093
405 => 0.63011307944869
406 => 0.64298066842305
407 => 0.62763939837939
408 => 0.64878376507709
409 => 0.64960475292179
410 => 0.66200069465519
411 => 0.6494350329333
412 => 0.64197358311386
413 => 0.66351450916572
414 => 0.6739374847494
415 => 0.67079799967861
416 => 0.64690636327437
417 => 0.63300040612661
418 => 0.59660583401213
419 => 0.63971677681025
420 => 0.66071485948377
421 => 0.64685198331301
422 => 0.65384361169819
423 => 0.69198766912463
424 => 0.7065104565478
425 => 0.70348981828573
426 => 0.70400025642808
427 => 0.71183648891438
428 => 0.74658665925071
429 => 0.72576355168254
430 => 0.74168203719145
501 => 0.750125144507
502 => 0.75796757312117
503 => 0.73870904706979
504 => 0.71365398764087
505 => 0.70571799857989
506 => 0.64547359348525
507 => 0.64233761057189
508 => 0.64057728833261
509 => 0.62947870561647
510 => 0.62075825975925
511 => 0.61382343744419
512 => 0.59562439277623
513 => 0.60176603611311
514 => 0.5727605573482
515 => 0.59131723477094
516 => 0.54502379030037
517 => 0.58357834647259
518 => 0.56259485440861
519 => 0.57668470498036
520 => 0.57663554681906
521 => 0.55069166472527
522 => 0.53572777496858
523 => 0.54526334792485
524 => 0.55548623906869
525 => 0.55714486876284
526 => 0.57039911397559
527 => 0.57409808891542
528 => 0.56289002215911
529 => 0.54406446156072
530 => 0.54843720992241
531 => 0.5356391613626
601 => 0.51321107353137
602 => 0.52931931776861
603 => 0.5348193805807
604 => 0.53724852165019
605 => 0.51519307315147
606 => 0.50826277238609
607 => 0.50457313840945
608 => 0.54121738012
609 => 0.5432248344006
610 => 0.53295441447561
611 => 0.57937768641776
612 => 0.56887067022056
613 => 0.5806095815943
614 => 0.54804042884156
615 => 0.5492846143369
616 => 0.53386585547993
617 => 0.54249933015799
618 => 0.53639746852541
619 => 0.54180183072166
620 => 0.54504118313908
621 => 0.56045741192944
622 => 0.58375437504194
623 => 0.55815474143408
624 => 0.54700061447763
625 => 0.55392057210822
626 => 0.57234933117984
627 => 0.60026984452416
628 => 0.58374033867162
629 => 0.59107585267977
630 => 0.59267833615624
701 => 0.58049009049615
702 => 0.60071924252678
703 => 0.61156020944133
704 => 0.62268079827364
705 => 0.63233649396491
706 => 0.61823899054703
707 => 0.6333253400019
708 => 0.62116840544045
709 => 0.61026237837803
710 => 0.61027891831927
711 => 0.60343740823138
712 => 0.59018112035035
713 => 0.58773645747714
714 => 0.60045390247045
715 => 0.61065208900856
716 => 0.61149206049786
717 => 0.6171383005671
718 => 0.62047968727918
719 => 0.65322981945252
720 => 0.66640219353595
721 => 0.68250912322487
722 => 0.68878368007553
723 => 0.70766784664287
724 => 0.69241734844272
725 => 0.68911780722699
726 => 0.64331099609843
727 => 0.65081185885458
728 => 0.66282146385279
729 => 0.64350903006144
730 => 0.65575832419256
731 => 0.65817659432956
801 => 0.6428528009512
802 => 0.65103790109661
803 => 0.62930070182346
804 => 0.58422818658519
805 => 0.6007694211209
806 => 0.61294933745853
807 => 0.59556709507188
808 => 0.62672409176426
809 => 0.60852281750753
810 => 0.6027538873834
811 => 0.58024723419704
812 => 0.59086950814047
813 => 0.60523628574528
814 => 0.59635928750267
815 => 0.61478039174407
816 => 0.64086958807894
817 => 0.65946230302567
818 => 0.66088962081262
819 => 0.64893575071703
820 => 0.66809190383379
821 => 0.668231435496
822 => 0.64662321652511
823 => 0.6333883027205
824 => 0.6303813024576
825 => 0.63789337867146
826 => 0.64701442600086
827 => 0.66139577546014
828 => 0.67008612374199
829 => 0.69274594305648
830 => 0.69887704045505
831 => 0.70561325766349
901 => 0.71461492122642
902 => 0.72542372631288
903 => 0.70177467612932
904 => 0.70271429698046
905 => 0.68069262889291
906 => 0.65715931831471
907 => 0.67501816757499
908 => 0.69836623731964
909 => 0.69301016432289
910 => 0.69240749669612
911 => 0.6934210164783
912 => 0.68938271235174
913 => 0.67111761245386
914 => 0.66194499363071
915 => 0.6737800120972
916 => 0.68006979769607
917 => 0.68982470663296
918 => 0.68862220820535
919 => 0.71374980602605
920 => 0.72351363072006
921 => 0.72101562654572
922 => 0.72147531943163
923 => 0.73915225765908
924 => 0.75881264850762
925 => 0.77722719895436
926 => 0.79595927059212
927 => 0.7733770271076
928 => 0.76191115654531
929 => 0.77374100821297
930 => 0.76746392240089
1001 => 0.80353391938168
1002 => 0.80603132771267
1003 => 0.84209871642214
1004 => 0.87633096313217
1005 => 0.854830302308
1006 => 0.87510445705416
1007 => 0.89703260838822
1008 => 0.93933557002596
1009 => 0.92508942078251
1010 => 0.91417709372764
1011 => 0.90386499738877
1012 => 0.92532283287076
1013 => 0.95292799542106
1014 => 0.95887388303543
1015 => 0.9685084924746
1016 => 0.95837887871331
1017 => 0.97057888274843
1018 => 1.0136502579458
1019 => 1.002011992166
1020 => 0.98548378381393
1021 => 1.0194844979134
1022 => 1.0317892241716
1023 => 1.1181502370867
1024 => 1.2271845832876
1025 => 1.1820436480023
1026 => 1.1540232127819
1027 => 1.1606086797123
1028 => 1.2004243318993
1029 => 1.2132118556961
1030 => 1.1784509578925
1031 => 1.1907290946518
1101 => 1.2583828353551
1102 => 1.2946768966506
1103 => 1.2453846864686
1104 => 1.1093894335339
1105 => 0.98399559949088
1106 => 1.017255690837
1107 => 1.0134850286592
1108 => 1.0861705330689
1109 => 1.0017344233761
1110 => 1.0031561109149
1111 => 1.0773446745805
1112 => 1.0575524377085
1113 => 1.025491548774
1114 => 0.98422967946081
1115 => 0.90795329777441
1116 => 0.8403931793905
1117 => 0.97289412970739
1118 => 0.96718044779238
1119 => 0.95890618965923
1120 => 0.97731965576631
1121 => 1.0667302204288
1122 => 1.0646690175195
1123 => 1.051556696246
1124 => 1.0615022763653
1125 => 1.0237480404929
1126 => 1.0334781667252
1127 => 0.98397573646691
1128 => 1.0063529023478
1129 => 1.0254227605056
1130 => 1.0292513168649
1201 => 1.0378772498332
1202 => 0.96416959705488
1203 => 0.99726216920938
1204 => 1.0167009549955
1205 => 0.92887581362487
1206 => 1.0149649343299
1207 => 0.96288651080474
1208 => 0.94521031166862
1209 => 0.96900898514325
1210 => 0.95973461894522
1211 => 0.95176106349721
1212 => 0.94731168255414
1213 => 0.96478680179017
1214 => 0.96397156659052
1215 => 0.9353788797459
1216 => 0.89808088534411
1217 => 0.91059931653028
1218 => 0.90605125311943
1219 => 0.88956848460664
1220 => 0.9006758804472
1221 => 0.85176453048975
1222 => 0.76761509507871
1223 => 0.82320678967816
1224 => 0.82106656990821
1225 => 0.81998737404896
1226 => 0.86176299609886
1227 => 0.85774723396634
1228 => 0.85045858637337
1229 => 0.88943462287776
1230 => 0.87520784525199
1231 => 0.91905142164424
]
'min_raw' => 0.39357301164109
'max_raw' => 1.2946768966506
'avg_raw' => 0.84412495414583
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.393573'
'max' => '$1.29'
'avg' => '$0.844124'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.21440842959752
'max_diff' => 0.8558468626677
'year' => 2029
]
4 => [
'items' => [
101 => 0.94792963668091
102 => 0.94060518723522
103 => 0.96776528805773
104 => 0.91088771590113
105 => 0.92978016383944
106 => 0.93367387117572
107 => 0.88895366463739
108 => 0.85840426231499
109 => 0.85636696546877
110 => 0.80339851180869
111 => 0.83169383220749
112 => 0.85659254321851
113 => 0.84466799286226
114 => 0.84089303645528
115 => 0.86017847005039
116 => 0.8616771134093
117 => 0.82750788600707
118 => 0.8346127503827
119 => 0.8642412159145
120 => 0.83386618907011
121 => 0.77485247364393
122 => 0.76021625628978
123 => 0.75826351509573
124 => 0.71856893281826
125 => 0.76119431831918
126 => 0.74258719525872
127 => 0.80136687405916
128 => 0.76779223677009
129 => 0.76634490126133
130 => 0.76415704136189
131 => 0.72999027463313
201 => 0.73747062513543
202 => 0.76233644949462
203 => 0.77120885575954
204 => 0.77028339109662
205 => 0.76221459338975
206 => 0.76590844766103
207 => 0.75400925602911
208 => 0.74980740380362
209 => 0.73654520236947
210 => 0.71705343003793
211 => 0.71976388053062
212 => 0.68114557924217
213 => 0.66010427907184
214 => 0.65428032450457
215 => 0.64649228905741
216 => 0.6551600038315
217 => 0.68103617844675
218 => 0.64982402192407
219 => 0.59631296884416
220 => 0.59952907431266
221 => 0.6067547084301
222 => 0.59328978705461
223 => 0.5805463689979
224 => 0.59162573709202
225 => 0.56895239847831
226 => 0.60949467307841
227 => 0.60839811816889
228 => 0.62350977102236
301 => 0.63295939767397
302 => 0.61118106759497
303 => 0.60570387647496
304 => 0.60882393346138
305 => 0.55725634148883
306 => 0.61929559859674
307 => 0.61983211666844
308 => 0.61523812320893
309 => 0.64827211237172
310 => 0.71798413306481
311 => 0.69175566672054
312 => 0.68159921179244
313 => 0.66229178354981
314 => 0.68801778532147
315 => 0.68604242977355
316 => 0.67710912285452
317 => 0.67170623095627
318 => 0.6816612249405
319 => 0.67047269703459
320 => 0.6684629299825
321 => 0.65628592829497
322 => 0.6519392927108
323 => 0.64872121676882
324 => 0.64517843135832
325 => 0.65299293316677
326 => 0.6352842439855
327 => 0.6139293008371
328 => 0.61215386837799
329 => 0.61705599349519
330 => 0.61488716805113
331 => 0.61214348487617
401 => 0.60690504649754
402 => 0.60535091373212
403 => 0.61040109126169
404 => 0.60469973527445
405 => 0.61311239660256
406 => 0.61082461821509
407 => 0.59804527411536
408 => 0.58211747984792
409 => 0.58197568906926
410 => 0.57854407192116
411 => 0.57417339153596
412 => 0.57295756824042
413 => 0.590692663614
414 => 0.62740378027058
415 => 0.62019650964833
416 => 0.62540450130371
417 => 0.6510226657094
418 => 0.65916590980889
419 => 0.65338602803038
420 => 0.64547416936437
421 => 0.64582225099232
422 => 0.67285946713655
423 => 0.67454574514294
424 => 0.67880642565119
425 => 0.68428260417245
426 => 0.65431864491221
427 => 0.64441095120577
428 => 0.63971613626974
429 => 0.6252579233888
430 => 0.6408498664274
501 => 0.63176510893238
502 => 0.63299095309796
503 => 0.63219262047698
504 => 0.63262856407105
505 => 0.6094833406864
506 => 0.61791624361064
507 => 0.60389490691068
508 => 0.58512191103833
509 => 0.58505897737351
510 => 0.58965364151758
511 => 0.58692055549546
512 => 0.579565891284
513 => 0.5806105866222
514 => 0.57145795617946
515 => 0.58172188167167
516 => 0.5820162143287
517 => 0.5780640439344
518 => 0.59387703730392
519 => 0.60035563358959
520 => 0.59775423037237
521 => 0.60017311220506
522 => 0.62049600428156
523 => 0.62380952243998
524 => 0.62528116832722
525 => 0.62330935779403
526 => 0.60054457736496
527 => 0.60155429218031
528 => 0.59414567482158
529 => 0.58788617385431
530 => 0.58813652106624
531 => 0.59135471824159
601 => 0.60540877405107
602 => 0.6349847059703
603 => 0.63610709096691
604 => 0.63746745432508
605 => 0.63193417288355
606 => 0.63026528225442
607 => 0.63246697977147
608 => 0.64357414477171
609 => 0.6721447887182
610 => 0.66204601497836
611 => 0.65383555473109
612 => 0.66103834189213
613 => 0.659929529266
614 => 0.65057003483187
615 => 0.65030734499587
616 => 0.6323434827654
617 => 0.62570265191615
618 => 0.62015307660094
619 => 0.61409308523206
620 => 0.61050051921584
621 => 0.61602033340881
622 => 0.61728278022326
623 => 0.60521361002049
624 => 0.60356862671897
625 => 0.61342457163769
626 => 0.60908733774562
627 => 0.61354829036183
628 => 0.61458326963414
629 => 0.6144166141337
630 => 0.60988804382225
701 => 0.61277441949486
702 => 0.60594728055914
703 => 0.59852379236965
704 => 0.59378806940441
705 => 0.58965552301474
706 => 0.59194849993674
707 => 0.58377445589088
708 => 0.5811594146896
709 => 0.61179658036249
710 => 0.63442858405008
711 => 0.63409950575321
712 => 0.63209632625305
713 => 0.62912000784594
714 => 0.64335640854188
715 => 0.63839673120523
716 => 0.64200531086256
717 => 0.64292384583696
718 => 0.64570397455943
719 => 0.64669763161757
720 => 0.64369410984866
721 => 0.63361392394288
722 => 0.60849505906101
723 => 0.59680215965142
724 => 0.59294330808561
725 => 0.59308357001102
726 => 0.58921451995128
727 => 0.59035412859253
728 => 0.58881821057296
729 => 0.58590955342237
730 => 0.59176889855407
731 => 0.59244413349692
801 => 0.59107649232922
802 => 0.59139862133355
803 => 0.5800751365922
804 => 0.58093603654376
805 => 0.57614243621555
806 => 0.57524369394173
807 => 0.56312588973854
808 => 0.54165744308878
809 => 0.55355304652529
810 => 0.53918483034895
811 => 0.53374336916897
812 => 0.55950240007416
813 => 0.55691690781558
814 => 0.55249166895537
815 => 0.54594581838052
816 => 0.54351789872836
817 => 0.52876662750784
818 => 0.52789504370916
819 => 0.53520617204388
820 => 0.53183233787797
821 => 0.52709419693812
822 => 0.50993313075162
823 => 0.49063841052425
824 => 0.49122079684563
825 => 0.49735808835892
826 => 0.51520309116035
827 => 0.50823073984415
828 => 0.50317221896573
829 => 0.50222491006379
830 => 0.51408246429719
831 => 0.53086338777186
901 => 0.53873662161418
902 => 0.53093448599011
903 => 0.521971812682
904 => 0.52251732907723
905 => 0.52614640525909
906 => 0.52652776985342
907 => 0.52069399090754
908 => 0.52233616550925
909 => 0.51984155212566
910 => 0.50453211439527
911 => 0.50425521521348
912 => 0.5004980322964
913 => 0.50038426629087
914 => 0.49399236087573
915 => 0.493098089123
916 => 0.48040657296031
917 => 0.48876016733204
918 => 0.48315701481088
919 => 0.47471174231141
920 => 0.47325577414929
921 => 0.4732120059882
922 => 0.48188341251678
923 => 0.48865883689802
924 => 0.4832544840479
925 => 0.48202401766291
926 => 0.49516217949207
927 => 0.4934902286423
928 => 0.49204232998933
929 => 0.52936084012949
930 => 0.49982032735389
1001 => 0.48693897767021
1002 => 0.4709958613347
1003 => 0.47618702040571
1004 => 0.47728087389597
1005 => 0.43894055307178
1006 => 0.42338588968839
1007 => 0.41804811538034
1008 => 0.414976150801
1009 => 0.41637608363511
1010 => 0.40237506221001
1011 => 0.4117839801632
1012 => 0.39966027908594
1013 => 0.39762770114641
1014 => 0.4193063805109
1015 => 0.42232284209946
1016 => 0.4094536798215
1017 => 0.41771776533207
1018 => 0.41472109304656
1019 => 0.39986810514378
1020 => 0.39930083025708
1021 => 0.39184812303523
1022 => 0.38018607936153
1023 => 0.37485621246824
1024 => 0.37208037151419
1025 => 0.3732257375919
1026 => 0.37264660545423
1027 => 0.36886737651588
1028 => 0.37286322643317
1029 => 0.36265548109368
1030 => 0.3585906746501
1031 => 0.35675469588233
1101 => 0.34769473435763
1102 => 0.3621131621266
1103 => 0.36495377403566
1104 => 0.36779998282768
1105 => 0.39257428717299
1106 => 0.39133663293935
1107 => 0.40252442444935
1108 => 0.4020896874443
1109 => 0.39889874807544
1110 => 0.38543669976228
1111 => 0.39080243228197
1112 => 0.37428754160635
1113 => 0.38666162060393
1114 => 0.38101460770333
1115 => 0.38475235986185
1116 => 0.3780315444613
1117 => 0.38175112119963
1118 => 0.36562738849905
1119 => 0.35057127377028
1120 => 0.35663029385253
1121 => 0.36321714161492
1122 => 0.37749910586138
1123 => 0.36899288577983
1124 => 0.37205204417695
1125 => 0.36180437564354
1126 => 0.34066050835732
1127 => 0.34078018034994
1128 => 0.33752765701214
1129 => 0.3347170019721
1130 => 0.36996992748097
1201 => 0.36558566892766
1202 => 0.35859992672053
1203 => 0.36795062026713
1204 => 0.37042309205631
1205 => 0.37049347985227
1206 => 0.37731550448753
1207 => 0.38095642025828
1208 => 0.38159814744351
1209 => 0.3923327506067
1210 => 0.39593084799416
1211 => 0.41075090191131
1212 => 0.3806475139928
1213 => 0.3800275545287
1214 => 0.36808220370121
1215 => 0.36050627335789
1216 => 0.36860093413331
1217 => 0.37577169854894
1218 => 0.36830501934003
1219 => 0.36928001001451
1220 => 0.35925660322666
1221 => 0.36283949950819
1222 => 0.3659255724541
1223 => 0.36422162436435
1224 => 0.36167073160198
1225 => 0.37518377764118
1226 => 0.37442131862559
1227 => 0.38700497776088
1228 => 0.39681483992294
1229 => 0.41439586663995
1230 => 0.39604914874109
1231 => 0.39538052141926
]
'min_raw' => 0.3347170019721
'max_raw' => 0.96776528805773
'avg_raw' => 0.65124114501492
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.334717'
'max' => '$0.967765'
'avg' => '$0.651241'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.058856009668989
'max_diff' => -0.32691160859285
'year' => 2030
]
5 => [
'items' => [
101 => 0.40191646074138
102 => 0.3959298473759
103 => 0.39971318037201
104 => 0.41378631320418
105 => 0.41408365632477
106 => 0.40910277594989
107 => 0.40879968892642
108 => 0.40975632148727
109 => 0.41535934827608
110 => 0.41340147855245
111 => 0.41566717496383
112 => 0.41850046301984
113 => 0.43022014370874
114 => 0.43304571904605
115 => 0.42618103586925
116 => 0.42680083989951
117 => 0.42423325995163
118 => 0.42175300989365
119 => 0.42732824981255
120 => 0.43751711034596
121 => 0.43745372597339
122 => 0.43981734357399
123 => 0.4412898577579
124 => 0.43496874893429
125 => 0.43085393952374
126 => 0.43243181928387
127 => 0.43495488338207
128 => 0.43161362360183
129 => 0.41098982041609
130 => 0.41724576484899
131 => 0.4162044697953
201 => 0.41472153901305
202 => 0.42101193951612
203 => 0.42040521504206
204 => 0.40223146149855
205 => 0.40339488623581
206 => 0.40230221321021
207 => 0.40583286329579
208 => 0.39573918068468
209 => 0.39884392947386
210 => 0.40079119880923
211 => 0.40193815540739
212 => 0.40608174911545
213 => 0.40559554621898
214 => 0.40605152606074
215 => 0.4121953816616
216 => 0.44326889497412
217 => 0.44496015774388
218 => 0.43663176131529
219 => 0.43995879141816
220 => 0.43357162116216
221 => 0.43785937134533
222 => 0.44079294112361
223 => 0.42753670338859
224 => 0.42675175502219
225 => 0.42033822264251
226 => 0.42378449166231
227 => 0.41830122985629
228 => 0.41964663050714
301 => 0.41588477299746
302 => 0.42265536753651
303 => 0.43022594427519
304 => 0.43213857093052
305 => 0.42710727363791
306 => 0.4234642828194
307 => 0.41706839101789
308 => 0.42770490162555
309 => 0.43081534146902
310 => 0.42768856380921
311 => 0.42696402110399
312 => 0.42559101398682
313 => 0.42725531105452
314 => 0.43079840134563
315 => 0.42912754539495
316 => 0.43023117518707
317 => 0.42602527647761
318 => 0.43497084148433
319 => 0.44917855158248
320 => 0.44922423169364
321 => 0.44755336673642
322 => 0.44686968479521
323 => 0.44858409363788
324 => 0.4495140901063
325 => 0.45505817393468
326 => 0.46100719676858
327 => 0.48876869057237
328 => 0.48097337420168
329 => 0.50560502304306
330 => 0.52508545925729
331 => 0.5309267903017
401 => 0.5255530405967
402 => 0.50716973314017
403 => 0.50626776037415
404 => 0.53374018294643
405 => 0.52597796525309
406 => 0.52505467415764
407 => 0.51523241682697
408 => 0.52103858741963
409 => 0.51976869273964
410 => 0.51776410186188
411 => 0.52884187089133
412 => 0.54957846559519
413 => 0.54634647284404
414 => 0.54393394018314
415 => 0.53336292434075
416 => 0.53972903699974
417 => 0.53746218621673
418 => 0.54720201575958
419 => 0.54143235650204
420 => 0.52591915881971
421 => 0.52838968668279
422 => 0.5280162713663
423 => 0.53570113211921
424 => 0.53339432767116
425 => 0.52756583077493
426 => 0.54950759016885
427 => 0.54808281436029
428 => 0.55010282070774
429 => 0.55099208997266
430 => 0.56434765225857
501 => 0.56981899879678
502 => 0.57106109025036
503 => 0.57625844629253
504 => 0.57093177529735
505 => 0.59224225713015
506 => 0.60641248404788
507 => 0.62287193180602
508 => 0.64692360886316
509 => 0.6559672619271
510 => 0.6543336069477
511 => 0.67256931399442
512 => 0.7053384742004
513 => 0.66095719113147
514 => 0.70769078996922
515 => 0.69289547214254
516 => 0.65781603973186
517 => 0.65555733784395
518 => 0.67931353675305
519 => 0.73200249948401
520 => 0.71880451191317
521 => 0.73202408666362
522 => 0.71660275051817
523 => 0.71583695119732
524 => 0.73127510678811
525 => 0.76734719881604
526 => 0.75021070003572
527 => 0.72564132699224
528 => 0.74378296970576
529 => 0.72806699985754
530 => 0.6926545211665
531 => 0.71879441966081
601 => 0.70131541395911
602 => 0.70641671705792
603 => 0.74315498723701
604 => 0.73873454137165
605 => 0.74445500764369
606 => 0.73435853440422
607 => 0.72492683633086
608 => 0.70732187146983
609 => 0.70210990928876
610 => 0.70355030812886
611 => 0.70210919549863
612 => 0.69225937945687
613 => 0.69013231262046
614 => 0.68658710803751
615 => 0.68768591517934
616 => 0.68101989337721
617 => 0.69360005378821
618 => 0.69593504241649
619 => 0.7050898340653
620 => 0.70604031490414
621 => 0.73153627933579
622 => 0.71749353056911
623 => 0.72691461883439
624 => 0.72607190802523
625 => 0.65857631740234
626 => 0.66787661427154
627 => 0.68234495760607
628 => 0.67582698854524
629 => 0.66661210526309
630 => 0.65917059294198
701 => 0.64789594084178
702 => 0.66376479716229
703 => 0.68463065575903
704 => 0.70656950751206
705 => 0.73292760040283
706 => 0.72704478091163
707 => 0.70607676129978
708 => 0.70701737134242
709 => 0.71283185250961
710 => 0.70530157109678
711 => 0.70308074409957
712 => 0.71252674498331
713 => 0.71259179439997
714 => 0.70392729556959
715 => 0.69429829070618
716 => 0.69425794482422
717 => 0.69254455641393
718 => 0.71690755851004
719 => 0.73030474628557
720 => 0.73184071227338
721 => 0.73020136353665
722 => 0.73083228380199
723 => 0.7230367554223
724 => 0.74085502160614
725 => 0.75720682470032
726 => 0.75282419216576
727 => 0.74625400296853
728 => 0.74102053080975
729 => 0.75159135244729
730 => 0.75112065039978
731 => 0.75706400596529
801 => 0.75679438102635
802 => 0.75479585409058
803 => 0.75282426353945
804 => 0.76064139721621
805 => 0.75839018825663
806 => 0.75613548254773
807 => 0.75161332507037
808 => 0.75222796137662
809 => 0.74565890661519
810 => 0.74261976130306
811 => 0.69691830773781
812 => 0.6847053860071
813 => 0.68854781980053
814 => 0.68981284877408
815 => 0.68449776958559
816 => 0.69211822781006
817 => 0.69093058746784
818 => 0.69555100129306
819 => 0.69266436733011
820 => 0.69278283579485
821 => 0.70127181078464
822 => 0.70373619633886
823 => 0.70248278995595
824 => 0.70336063282228
825 => 0.72359015116255
826 => 0.72071416055815
827 => 0.71918634787017
828 => 0.719609562426
829 => 0.7247786380877
830 => 0.72622569705191
831 => 0.72009440653753
901 => 0.72298595858868
902 => 0.73529782022989
903 => 0.7396062750133
904 => 0.7533567945063
905 => 0.74751532942968
906 => 0.75823759139051
907 => 0.79119416916963
908 => 0.81752216392132
909 => 0.79330985189727
910 => 0.84165786140883
911 => 0.87930372192362
912 => 0.87785881109461
913 => 0.87129438454941
914 => 0.8284355732203
915 => 0.78899625604637
916 => 0.82198891954422
917 => 0.82207302462848
918 => 0.81923892557427
919 => 0.80163657975299
920 => 0.81862640209499
921 => 0.81997499249452
922 => 0.81922014048991
923 => 0.80572446321962
924 => 0.78511905844596
925 => 0.78914530521637
926 => 0.7957403795595
927 => 0.78325452795131
928 => 0.77926454181807
929 => 0.78668268516569
930 => 0.81058548866325
1001 => 0.80606680212155
1002 => 0.8059488009545
1003 => 0.82528165820121
1004 => 0.81144350470429
1005 => 0.78919608908197
1006 => 0.78357832322997
1007 => 0.76363903903591
1008 => 0.77741117365004
1009 => 0.77790680825675
1010 => 0.77036395087639
1011 => 0.78980815038732
1012 => 0.78962896866575
1013 => 0.80808834221421
1014 => 0.84337573141479
1015 => 0.83293951404121
1016 => 0.82080332869297
1017 => 0.82212286854024
1018 => 0.83659496376297
1019 => 0.82784480462551
1020 => 0.83099142285961
1021 => 0.83659020097941
1022 => 0.83996808282892
1023 => 0.82163684332475
1024 => 0.81736295451178
1025 => 0.80862007793159
1026 => 0.80633922462534
1027 => 0.8134601151738
1028 => 0.81158401209906
1029 => 0.77786515208724
1030 => 0.77434134360604
1031 => 0.77444941378132
1101 => 0.76558862980738
1102 => 0.75207380741531
1103 => 0.78758995373357
1104 => 0.78473751013607
1105 => 0.78158863316602
1106 => 0.78197435262761
1107 => 0.79739070799048
1108 => 0.78844844333541
1109 => 0.81222291952928
1110 => 0.80733560194999
1111 => 0.80232294311633
1112 => 0.8016300409762
1113 => 0.79970059498519
1114 => 0.79308380676681
1115 => 0.78509363738578
1116 => 0.77981783546381
1117 => 0.71934073220054
1118 => 0.73056493078708
1119 => 0.74347734814299
1120 => 0.74793466287099
1121 => 0.74031011759196
1122 => 0.79338487028657
1123 => 0.80308213904492
1124 => 0.7737084794387
1125 => 0.76821386704499
1126 => 0.79374509616035
1127 => 0.77834664393797
1128 => 0.78528056603085
1129 => 0.77029321911864
1130 => 0.80074635097021
1201 => 0.80051434912845
1202 => 0.78866739302302
1203 => 0.79868035919888
1204 => 0.79694035991883
1205 => 0.78356517565355
1206 => 0.80117036816831
1207 => 0.80117910012415
1208 => 0.7897766624477
1209 => 0.77646111155618
1210 => 0.77408060555605
1211 => 0.77228721406094
1212 => 0.78483950165995
1213 => 0.79609384347123
1214 => 0.81703538339409
1215 => 0.82230058408941
1216 => 0.84285101292751
1217 => 0.83061423313664
1218 => 0.83603863912511
1219 => 0.84192759915466
1220 => 0.84475098315217
1221 => 0.84015043043937
1222 => 0.87207370531892
1223 => 0.87476900782262
1224 => 0.87567271943784
1225 => 0.86490837076273
1226 => 0.8744696318134
1227 => 0.86999623440348
1228 => 0.88163477171851
1229 => 0.88345984297781
1230 => 0.88191407254997
1231 => 0.88249337897447
]
'min_raw' => 0.39573918068468
'max_raw' => 0.88345984297781
'avg_raw' => 0.63959951183124
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.395739'
'max' => '$0.883459'
'avg' => '$0.639599'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.061022178712574
'max_diff' => -0.084305445079922
'year' => 2031
]
6 => [
'items' => [
101 => 0.85525249551637
102 => 0.85383991200196
103 => 0.83457923555061
104 => 0.84242810357227
105 => 0.82775502101182
106 => 0.83240800664124
107 => 0.83445899837141
108 => 0.83338767668432
109 => 0.84287186679387
110 => 0.83480836770872
111 => 0.81352746786104
112 => 0.79224077004643
113 => 0.79197353289514
114 => 0.78636912110197
115 => 0.78231815787474
116 => 0.78309851710795
117 => 0.78584860482962
118 => 0.78215831777697
119 => 0.78294582762196
120 => 0.79602373819937
121 => 0.79864641989828
122 => 0.7897335227375
123 => 0.75394695451202
124 => 0.74516484090567
125 => 0.75147725000903
126 => 0.74846032502884
127 => 0.60406589723157
128 => 0.63798922620972
129 => 0.6178331360583
130 => 0.62712198973719
131 => 0.60654784108684
201 => 0.61636690320631
202 => 0.61455368096758
203 => 0.66910139010016
204 => 0.66824970264997
205 => 0.66865736036208
206 => 0.64919879561672
207 => 0.68019681761368
208 => 0.6954675579022
209 => 0.69264135029239
210 => 0.69335264585953
211 => 0.68113023138115
212 => 0.6687757000511
213 => 0.65507262345734
214 => 0.6805312460171
215 => 0.67770068178163
216 => 0.68419297773292
217 => 0.70070471428285
218 => 0.70313613021181
219 => 0.70640397787733
220 => 0.70523268711048
221 => 0.7331375851369
222 => 0.72975811786345
223 => 0.73790166165337
224 => 0.72114977422536
225 => 0.70219342349682
226 => 0.70579640604052
227 => 0.70544940984821
228 => 0.70103175005636
229 => 0.6970436843232
301 => 0.69040467850803
302 => 0.7114114752952
303 => 0.71055863770856
304 => 0.72436508692107
305 => 0.72192466291407
306 => 0.70562691412224
307 => 0.70620899140872
308 => 0.71012374089706
309 => 0.72367273357405
310 => 0.72769499708635
311 => 0.72583172436796
312 => 0.73024195268589
313 => 0.73372761732889
314 => 0.73067969849882
315 => 0.77383180164067
316 => 0.75591203986204
317 => 0.76464600706805
318 => 0.76672900678316
319 => 0.76139344681367
320 => 0.76255053871897
321 => 0.76430321766684
322 => 0.77494514102854
323 => 0.80287262719499
324 => 0.81524152070929
325 => 0.8524539471175
326 => 0.81421445628624
327 => 0.81194548315105
328 => 0.81864856485479
329 => 0.84049619849179
330 => 0.8582016535107
331 => 0.86407557439268
401 => 0.86485191000509
402 => 0.87587177607056
403 => 0.88218815779095
404 => 0.87453367447896
405 => 0.86804730132986
406 => 0.84481391782806
407 => 0.84750324523079
408 => 0.86603004415798
409 => 0.89220023886566
410 => 0.91465698846952
411 => 0.90679341745499
412 => 0.96678691347989
413 => 0.97273502355931
414 => 0.97191318707176
415 => 0.98546386703012
416 => 0.95856852686075
417 => 0.94707024786567
418 => 0.86944972882816
419 => 0.89125792857787
420 => 0.92295742766474
421 => 0.91876188009357
422 => 0.89574085652665
423 => 0.9146395249588
424 => 0.90839103415913
425 => 0.90346259021531
426 => 0.92604074734782
427 => 0.90121513612105
428 => 0.92270977320215
429 => 0.89514267881208
430 => 0.906829337585
501 => 0.90019542484541
502 => 0.90448837940969
503 => 0.87939185474637
504 => 0.892933330271
505 => 0.87882848484431
506 => 0.87882179731107
507 => 0.87851043206652
508 => 0.89510472016056
509 => 0.89564585929955
510 => 0.88338265532548
511 => 0.88161533604556
512 => 0.88815004171294
513 => 0.88049961281857
514 => 0.88407920034702
515 => 0.88060803487822
516 => 0.87982660241726
517 => 0.87360001561859
518 => 0.87091743082215
519 => 0.87196934144252
520 => 0.86837862819808
521 => 0.86621509358653
522 => 0.8780800505769
523 => 0.87174108268794
524 => 0.87710851283432
525 => 0.87099164875884
526 => 0.84978793288238
527 => 0.8375934516566
528 => 0.79754159795148
529 => 0.80890025397809
530 => 0.8164310546751
531 => 0.81394212508966
601 => 0.81928930892708
602 => 0.81961758258667
603 => 0.81787915861304
604 => 0.81586628635748
605 => 0.81488653146229
606 => 0.8221888217529
607 => 0.82642804705039
608 => 0.81718687127416
609 => 0.81502179308758
610 => 0.82436513201665
611 => 0.8300645633659
612 => 0.87214596221497
613 => 0.8690284362671
614 => 0.87685281461268
615 => 0.87597190968584
616 => 0.88417310471322
617 => 0.89757859249937
618 => 0.87032148759679
619 => 0.87505237852811
620 => 0.87389247332398
621 => 0.88655601419921
622 => 0.88659554839156
623 => 0.87900312304607
624 => 0.88311909999889
625 => 0.88082167457975
626 => 0.88497343282781
627 => 0.8689867998074
628 => 0.88845679317586
629 => 0.89949502479712
630 => 0.89964829065389
701 => 0.90488032483754
702 => 0.91019637458712
703 => 0.92040006915107
704 => 0.90991179908379
705 => 0.89104442224527
706 => 0.89240658591175
707 => 0.88134464977463
708 => 0.8815306029196
709 => 0.88053797045835
710 => 0.88351693519643
711 => 0.86964051504569
712 => 0.87289728311928
713 => 0.86833778874465
714 => 0.87504246707779
715 => 0.86782934151436
716 => 0.87389191398257
717 => 0.87650831928238
718 => 0.88616291116588
719 => 0.86640335044326
720 => 0.82611226852519
721 => 0.83458194242652
722 => 0.82205462944792
723 => 0.82321407995894
724 => 0.82555635451636
725 => 0.8179642763312
726 => 0.81941260559505
727 => 0.81936086108201
728 => 0.81891495482327
729 => 0.81693996206734
730 => 0.81407583183083
731 => 0.82548564516029
801 => 0.82742439477977
802 => 0.83173399502361
803 => 0.8445564421195
804 => 0.8432751772805
805 => 0.84536497339208
806 => 0.8408029602142
807 => 0.82342569866609
808 => 0.82436936757268
809 => 0.81260180118624
810 => 0.83143307189401
811 => 0.82697357842978
812 => 0.82409851398267
813 => 0.82331402601099
814 => 0.8361682574731
815 => 0.84001444499195
816 => 0.83761775903824
817 => 0.83270208622469
818 => 0.84214163121492
819 => 0.84466725523188
820 => 0.84523264930784
821 => 0.8619577131773
822 => 0.84616739458586
823 => 0.84996828121309
824 => 0.87962171366779
825 => 0.85273014232534
826 => 0.86697520741904
827 => 0.86627798561044
828 => 0.87356527888566
829 => 0.86568021486172
830 => 0.86577795968047
831 => 0.87224858242485
901 => 0.86316175976332
902 => 0.86091173468405
903 => 0.85780334115203
904 => 0.8645904047109
905 => 0.86865894236197
906 => 0.90144836781792
907 => 0.92263183204192
908 => 0.92171220199255
909 => 0.93011589916853
910 => 0.92632995662171
911 => 0.91410414945683
912 => 0.93497211150892
913 => 0.92836861516302
914 => 0.92891299937853
915 => 0.92889273737084
916 => 0.93328348515319
917 => 0.93017223794327
918 => 0.92403965032954
919 => 0.92811074818342
920 => 0.94020045336531
921 => 0.97772726920737
922 => 0.99872777251676
923 => 0.97646301253913
924 => 0.99182094583469
925 => 0.98261165844852
926 => 0.98093805697788
927 => 0.99058397402985
928 => 1.0002467749827
929 => 0.99963129633544
930 => 0.99261659903399
1001 => 0.98865417451975
1002 => 1.0186589804511
1003 => 1.0407660103429
1004 => 1.0392584591117
1005 => 1.0459122999643
1006 => 1.0654481825031
1007 => 1.0672342987708
1008 => 1.0670092891745
1009 => 1.062582213643
1010 => 1.0818178270575
1011 => 1.0978645141862
1012 => 1.061557473568
1013 => 1.0753827193414
1014 => 1.0815893175906
1015 => 1.0907024452352
1016 => 1.1060778191092
1017 => 1.1227795532529
1018 => 1.125141361586
1019 => 1.1234655455507
1020 => 1.1124503029163
1021 => 1.1307255397094
1022 => 1.1414307448158
1023 => 1.1478054494724
1024 => 1.1639706398317
1025 => 1.0816276474284
1026 => 1.0233411846931
1027 => 1.0142389118702
1028 => 1.0327487415847
1029 => 1.0376296360673
1030 => 1.0356621536215
1031 => 0.97005544063947
1101 => 1.013893506104
1102 => 1.0610595785346
1103 => 1.0628714194665
1104 => 1.0864837415213
1105 => 1.0941728814842
1106 => 1.1131838956761
1107 => 1.1119947515622
1108 => 1.1166236309867
1109 => 1.115559531768
1110 => 1.1507734323172
1111 => 1.1896195939378
1112 => 1.1882744748841
1113 => 1.1826898795442
1114 => 1.190983955939
1115 => 1.2310773577391
1116 => 1.227386199785
1117 => 1.2309718453253
1118 => 1.2782442256128
1119 => 1.3397050444042
1120 => 1.3111503235103
1121 => 1.3731058514505
1122 => 1.4121035721675
1123 => 1.4795460977078
1124 => 1.4711019613487
1125 => 1.4973568416255
1126 => 1.4559851949215
1127 => 1.3609875314999
1128 => 1.345953787627
1129 => 1.3760517235756
1130 => 1.4500445621916
1201 => 1.3737214257694
1202 => 1.3891614968641
1203 => 1.3847147553502
1204 => 1.3844778073923
1205 => 1.3935211472063
1206 => 1.3804033111372
1207 => 1.3269588871381
1208 => 1.3514521517069
1209 => 1.3419941259937
1210 => 1.3524885106651
1211 => 1.4091223765227
1212 => 1.3840831944443
1213 => 1.3577064501427
1214 => 1.390788740965
1215 => 1.4329138654904
1216 => 1.4302777509037
1217 => 1.4251625867951
1218 => 1.4539964990538
1219 => 1.5016216745614
1220 => 1.5144945681277
1221 => 1.5239970749836
1222 => 1.5253073101329
1223 => 1.5388035464768
1224 => 1.4662308821658
1225 => 1.5814055642256
1226 => 1.601293050181
1227 => 1.5975550270732
1228 => 1.6196591307192
1229 => 1.6131555426996
1230 => 1.6037328640408
1231 => 1.6387725699975
]
'min_raw' => 0.60406589723157
'max_raw' => 1.6387725699975
'avg_raw' => 1.1214192336145
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.604065'
'max' => '$1.63'
'avg' => '$1.12'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.20832671654689
'max_diff' => 0.75531272701965
'year' => 2032
]
7 => [
'items' => [
101 => 1.5986023746766
102 => 1.5415858397057
103 => 1.5103054409614
104 => 1.5514979933457
105 => 1.5766528476647
106 => 1.5932786062204
107 => 1.5983095507138
108 => 1.4718644915084
109 => 1.4037176175611
110 => 1.4473989824558
111 => 1.5006932623541
112 => 1.4659348297501
113 => 1.4672972945017
114 => 1.4177409039638
115 => 1.5050779032997
116 => 1.4923536371163
117 => 1.5583671525849
118 => 1.5426124973268
119 => 1.5964439565616
120 => 1.5822683292564
121 => 1.6411105656515
122 => 1.6645843268395
123 => 1.7040004252733
124 => 1.7329950677336
125 => 1.7500212763654
126 => 1.7489990866629
127 => 1.8164654076856
128 => 1.7766828752722
129 => 1.726706638538
130 => 1.7258027260885
131 => 1.7516861272619
201 => 1.805930635357
202 => 1.8199954470805
203 => 1.8278557580771
204 => 1.8158174181665
205 => 1.7726363304715
206 => 1.753990955738
207 => 1.7698773552195
208 => 1.7504496537874
209 => 1.7839873169094
210 => 1.8300416916341
211 => 1.8205316453722
212 => 1.8523223042
213 => 1.8852222916119
214 => 1.9322707512419
215 => 1.9445709607886
216 => 1.9649027394342
217 => 1.9858308183018
218 => 1.9925523532066
219 => 2.0053858489096
220 => 2.0053182100524
221 => 2.0439928131472
222 => 2.0866520980135
223 => 2.1027549904859
224 => 2.1397827038073
225 => 2.0763740423502
226 => 2.1244702404516
227 => 2.167854215065
228 => 2.1161300520196
301 => 2.1874197605934
302 => 2.1901877784313
303 => 2.2319815614425
304 => 2.1896155556407
305 => 2.1644587566326
306 => 2.2370854927559
307 => 2.2722272826452
308 => 2.2616422895372
309 => 2.1810899693395
310 => 2.1342050639329
311 => 2.011498223061
312 => 2.1568497766148
313 => 2.2276462783879
314 => 2.1809066235031
315 => 2.2044793867436
316 => 2.3330847394899
317 => 2.3820493312358
318 => 2.371865038441
319 => 2.3735860162756
320 => 2.4000064212114
321 => 2.5171690466797
322 => 2.4469624856907
323 => 2.5006327709772
324 => 2.5290992967705
325 => 2.5555405923841
326 => 2.4906091272145
327 => 2.4061342450615
328 => 2.3793775038693
329 => 2.1762592859627
330 => 2.165686100623
331 => 2.1597510512915
401 => 2.1223314047857
402 => 2.092929812736
403 => 2.0695485751269
404 => 2.0081892254122
405 => 2.0288962047183
406 => 1.9311022079646
407 => 1.9936673414812
408 => 1.8375857613436
409 => 1.9675751392714
410 => 1.896827830757
411 => 1.9443327456816
412 => 1.9441670055087
413 => 1.8566953956855
414 => 1.8062435966254
415 => 1.8383934465999
416 => 1.8728606378308
417 => 1.8784528236465
418 => 1.9231404367631
419 => 1.9356117890269
420 => 1.8978230094358
421 => 1.8343513175197
422 => 1.8490943439166
423 => 1.805944829666
424 => 1.7303269656639
425 => 1.7846370357515
426 => 1.8031808815246
427 => 1.8113709002376
428 => 1.7370094157619
429 => 1.7136434228733
430 => 1.701203564319
501 => 1.8247521836654
502 => 1.8315204559284
503 => 1.7968930180935
504 => 1.9534123206158
505 => 1.9179871819305
506 => 1.9575657412117
507 => 1.8477565688002
508 => 1.851951427064
509 => 1.7999660050743
510 => 1.8290743677214
511 => 1.8085015152088
512 => 1.8267226996739
513 => 1.8376444025136
514 => 1.889621294207
515 => 1.9681686318829
516 => 1.8818576798646
517 => 1.8442507620747
518 => 1.8675818823622
519 => 1.929715730227
520 => 2.0238516903154
521 => 1.9681213072803
522 => 1.992853504908
523 => 1.9982563898308
524 => 1.9571628686317
525 => 2.0253668670572
526 => 2.0619179439017
527 => 2.0994117855646
528 => 2.1319666377269
529 => 2.0844359206972
530 => 2.1353006011796
531 => 2.0943126475356
601 => 2.0575422158602
602 => 2.0575979814268
603 => 2.0345313525065
604 => 1.9898368523912
605 => 1.9815945008332
606 => 2.0244722545318
607 => 2.0588561524597
608 => 2.0616881749808
609 => 2.0807248675822
610 => 2.0919905861701
611 => 2.2024099433338
612 => 2.2468215222218
613 => 2.3011271602179
614 => 2.3222822667155
615 => 2.3859515527477
616 => 2.3345334333101
617 => 2.3234087997347
618 => 2.1689679378853
619 => 2.1942576203612
620 => 2.2347488420965
621 => 2.1696356232179
622 => 2.2109349735993
623 => 2.2190883402045
624 => 2.1674231009563
625 => 2.1950197375619
626 => 2.1217312525697
627 => 1.9697661205814
628 => 2.0255360476906
629 => 2.0666014859976
630 => 2.0079960422016
701 => 2.113044031862
702 => 2.051677164933
703 => 2.0322268142457
704 => 1.9563440616635
705 => 1.9921577998873
706 => 2.0405963936383
707 => 2.0106669742911
708 => 2.0727750133614
709 => 2.1607365602939
710 => 2.2234231968387
711 => 2.2282354984096
712 => 2.1879321907897
713 => 2.2525184984628
714 => 2.2529889392037
715 => 2.1801353203057
716 => 2.1355128843813
717 => 2.1253745730529
718 => 2.1507020624843
719 => 2.1814543103666
720 => 2.2299420341423
721 => 2.2592421501153
722 => 2.3356413129921
723 => 2.356312735931
724 => 2.3790243625569
725 => 2.4093740997354
726 => 2.4458167407311
727 => 2.3660823169132
728 => 2.3692503142151
729 => 2.2950027227542
730 => 2.2156585230965
731 => 2.2758708802425
801 => 2.3545905274968
802 => 2.3365321534392
803 => 2.3345002174586
804 => 2.3379173701659
805 => 2.3243019458578
806 => 2.2627198863236
807 => 2.2317937615496
808 => 2.2716963526039
809 => 2.2929028038893
810 => 2.3257921604361
811 => 2.3217378530316
812 => 2.4064573034369
813 => 2.4393767200813
814 => 2.4309545246024
815 => 2.432504411262
816 => 2.4921034426602
817 => 2.5583898230508
818 => 2.6204757655448
819 => 2.683632252903
820 => 2.607494642353
821 => 2.5688366592307
822 => 2.6087218300621
823 => 2.5875581969946
824 => 2.7091707101421
825 => 2.7175908966935
826 => 2.8391946158721
827 => 2.9546110256741
828 => 2.8821200465772
829 => 2.9504757748002
830 => 3.0244080679976
831 => 3.1670354566577
901 => 3.119003569849
902 => 3.0822118973092
903 => 3.0474439445351
904 => 3.1197905350009
905 => 3.2128632678701
906 => 3.2329102430906
907 => 3.2653940014817
908 => 3.2312413014585
909 => 3.27237446684
910 => 3.4175926154654
911 => 3.3783533898308
912 => 3.3226273814093
913 => 3.4372631628498
914 => 3.4787494065178
915 => 3.7699215910945
916 => 4.1375385018455
917 => 3.9853426868918
918 => 3.8908698332218
919 => 3.9130731947603
920 => 4.0473144459488
921 => 4.0904284752262
922 => 3.9732296813531
923 => 4.0146262766691
924 => 4.2427255868837
925 => 4.3650935485118
926 => 4.198901420411
927 => 3.7403839302563
928 => 3.3176098640624
929 => 3.4297485841813
930 => 3.4170355333895
1001 => 3.6620997862466
1002 => 3.3774175472767
1003 => 3.3822108660726
1004 => 3.6323427881513
1005 => 3.5656118796875
1006 => 3.4575163542251
1007 => 3.3183990810239
1008 => 3.0612279347213
1009 => 2.8334442786932
1010 => 3.2801804836075
1011 => 3.2609164061145
1012 => 3.2330191671283
1013 => 3.2951014536955
1014 => 3.5965554149012
1015 => 3.5896059253842
1016 => 3.5453968187375
1017 => 3.5789290364878
1018 => 3.4516379943275
1019 => 3.4844437942554
1020 => 3.3175428944903
1021 => 3.3929890715814
1022 => 3.4572844297756
1023 => 3.4701926748421
1024 => 3.4992756100884
1025 => 3.2507651126421
1026 => 3.3623390301106
1027 => 3.4278782535611
1028 => 3.1317696576746
1029 => 3.4220251386821
1030 => 3.2464390977675
1031 => 3.1868425582673
1101 => 3.2670814474573
1102 => 3.2358122743051
1103 => 3.2089288754163
1104 => 3.1939274769209
1105 => 3.252846061499
1106 => 3.2500974391055
1107 => 3.1536951991312
1108 => 3.0279424069428
1109 => 3.0701491716959
1110 => 3.0548150583706
1111 => 2.9992422535395
1112 => 3.0366916141096
1113 => 2.8717835828467
1114 => 2.5880678862324
1115 => 2.7754991658626
1116 => 2.7682832654828
1117 => 2.7646446812963
1118 => 2.9054941077183
1119 => 2.891954685317
1120 => 2.8673805010802
1121 => 2.9987909293747
1122 => 2.9508243553275
1123 => 3.0986460341947
1124 => 3.1960109524035
1125 => 3.1713160597206
1126 => 3.2628882359014
1127 => 3.0711215303101
1128 => 3.1348187375627
1129 => 3.1479466436969
1130 => 2.9971693450879
1201 => 2.8941699022667
1202 => 2.8873010137102
1203 => 2.7087141740559
1204 => 2.8041138222966
1205 => 2.8880615648428
1206 => 2.8478571107711
1207 => 2.835129581686
1208 => 2.9001517675179
1209 => 2.9052045482344
1210 => 2.7900006124285
1211 => 2.8139551587167
1212 => 2.9138495988505
1213 => 2.811438075128
1214 => 2.6124692133626
1215 => 2.5631221846851
1216 => 2.5565383814133
1217 => 2.4227053258776
1218 => 2.5664197891033
1219 => 2.5036845745971
1220 => 2.7018643655389
1221 => 2.5886651318125
1222 => 2.583785339095
1223 => 2.5764088166925
1224 => 2.461213177219
1225 => 2.4864337011989
1226 => 2.5702705641023
1227 => 2.6001845012761
1228 => 2.5970642325512
1229 => 2.5698597177371
1230 => 2.5823138053093
1231 => 2.5421948499473
]
'min_raw' => 1.4037176175611
'max_raw' => 4.3650935485118
'avg_raw' => 2.8844055830365
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$1.40'
'max' => '$4.36'
'avg' => '$2.88'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.79965172032956
'max_diff' => 2.7263209785143
'year' => 2033
]
8 => [
'items' => [
101 => 2.5280280118051
102 => 2.4833135737325
103 => 2.4175957024447
104 => 2.4267341755184
105 => 2.2965298764807
106 => 2.2255876638997
107 => 2.2059517944607
108 => 2.1796938892073
109 => 2.2089176947287
110 => 2.2961610240608
111 => 2.1909270591814
112 => 2.0105108077001
113 => 2.0213541318284
114 => 2.045715861733
115 => 2.0003179392248
116 => 1.9573526155295
117 => 1.9947074785956
118 => 1.9182627344576
119 => 2.054953843843
120 => 2.0512567324066
121 => 2.102206725064
122 => 2.1340668010717
123 => 2.0606396406959
124 => 2.0421729084295
125 => 2.0526923983947
126 => 1.8788286617249
127 => 2.0879983485068
128 => 2.0898072566441
129 => 2.074318286953
130 => 2.1856946877748
131 => 2.4207336326794
201 => 2.3323025271866
202 => 2.2980593302955
203 => 2.2329629879739
204 => 2.3196999990791
205 => 2.3130399499344
206 => 2.2829206819533
207 => 2.2647044547005
208 => 2.2982684119538
209 => 2.260545508961
210 => 2.2537694390274
211 => 2.2127138276668
212 => 2.1980588423223
213 => 2.1872088746051
214 => 2.1752641262442
215 => 2.2016112646825
216 => 2.1419051827266
217 => 2.0699055009473
218 => 2.0639195064547
219 => 2.0804473635427
220 => 2.0731350171355
221 => 2.0638844977533
222 => 2.0462227370237
223 => 2.040982869899
224 => 2.0580098960321
225 => 2.0387873762651
226 => 2.0671512512861
227 => 2.0594378467252
228 => 2.0163513958676
301 => 1.9626497254518
302 => 1.9621716679421
303 => 1.9506017311394
304 => 1.9358656770695
305 => 1.9317664439426
306 => 1.9915615562194
307 => 2.1153356491154
308 => 2.0910358330169
309 => 2.1085949404934
310 => 2.1949683703903
311 => 2.2224238864148
312 => 2.2029366114601
313 => 2.1762612275794
314 => 2.1774348090903
315 => 2.2685926709987
316 => 2.2742780750294
317 => 2.2886432568342
318 => 2.3071065750532
319 => 2.2060809943905
320 => 2.1726765133261
321 => 2.1568476169878
322 => 2.1081007428195
323 => 2.1606700673688
324 => 2.1300401731969
325 => 2.1341731923868
326 => 2.1314815582174
327 => 2.1329513724814
328 => 2.0549156358922
329 => 2.0833477568677
330 => 2.0360738412453
331 => 1.972779374973
401 => 1.9725671897282
402 => 1.9880584206791
403 => 1.9788436303375
404 => 1.9540468664624
405 => 1.9575691297334
406 => 1.9267103971795
407 => 1.9613159385808
408 => 1.9623083016837
409 => 1.9489832832675
410 => 2.0022978944408
411 => 2.0241409341391
412 => 2.0153701215681
413 => 2.0235255505479
414 => 2.0920456000829
415 => 2.1032173578964
416 => 2.1081791147523
417 => 2.1015310178722
418 => 2.0247779712694
419 => 2.0281822952654
420 => 2.0032036245873
421 => 1.9820992800517
422 => 1.9829433431555
423 => 1.9937937196195
424 => 2.041177950004
425 => 2.1408952693953
426 => 2.1446794687738
427 => 2.1492660288134
428 => 2.1306101841119
429 => 2.1249834028376
430 => 2.1324065797339
501 => 2.1698551620097
502 => 2.266183082814
503 => 2.2321343620762
504 => 2.2044522221165
505 => 2.2287369219125
506 => 2.2249984827287
507 => 2.193442293785
508 => 2.1925566166625
509 => 2.1319902009557
510 => 2.1096001760994
511 => 2.0908893954652
512 => 2.0704577114699
513 => 2.0583451243213
514 => 2.076955563254
515 => 2.0812119908302
516 => 2.040519940849
517 => 2.0349737647988
518 => 2.0682037712124
519 => 2.0535804843293
520 => 2.0686208975286
521 => 2.0721104024051
522 => 2.0715485117499
523 => 2.0562801207702
524 => 2.0660117378707
525 => 2.0429935622933
526 => 2.017964753571
527 => 2.0019979329561
528 => 1.9880647642782
529 => 1.9957956960612
530 => 1.968236335867
531 => 1.9594195418806
601 => 2.0627148849653
602 => 2.1390202655141
603 => 2.1379107550607
604 => 2.1311568955184
605 => 2.1211220302089
606 => 2.169121049109
607 => 2.1523991506949
608 => 2.1645657289525
609 => 2.1676626337488
610 => 2.177036031839
611 => 2.1803862159854
612 => 2.1702596326423
613 => 2.1362735820849
614 => 2.0515835753925
615 => 2.0121601486609
616 => 1.9991497611904
617 => 1.9996226640647
618 => 1.9865778916598
619 => 1.9904201617588
620 => 1.9852417069214
621 => 1.9754349662622
622 => 1.9951901574602
623 => 1.9974667592134
624 => 1.9928556615308
625 => 1.9939417419592
626 => 1.9557638225733
627 => 1.9586664068661
628 => 1.9425044486811
629 => 1.9394742763567
630 => 1.8986182534476
701 => 1.8262358866888
702 => 1.8663427441995
703 => 1.8178993002042
704 => 1.7995530339252
705 => 1.8864014050602
706 => 1.8776842373971
707 => 1.8627642356195
708 => 1.8406944433897
709 => 1.8325085427706
710 => 1.7827736019497
711 => 1.7798349963204
712 => 1.8044849759476
713 => 1.7931098585037
714 => 1.7771348855185
715 => 1.7192751527234
716 => 1.6542216563624
717 => 1.6561852125059
718 => 1.676877519335
719 => 1.7370431921783
720 => 1.7135354229217
721 => 1.6964802666055
722 => 1.6932863485035
723 => 1.7332649204694
724 => 1.789842975571
725 => 1.816388133162
726 => 1.7900826881777
727 => 1.7598644093655
728 => 1.7617036559788
729 => 1.7739393396999
730 => 1.7752251370558
731 => 1.7555561440383
801 => 1.7610928503609
802 => 1.7526820871698
803 => 1.701065248991
804 => 1.7001316640671
805 => 1.6874640595441
806 => 1.6870804895135
807 => 1.6655297341378
808 => 1.6625146344874
809 => 1.6197243016515
810 => 1.6478890283052
811 => 1.6289976083804
812 => 1.6005237825184
813 => 1.5956148842073
814 => 1.5954673167964
815 => 1.6247035693258
816 => 1.6475473856722
817 => 1.6293262327181
818 => 1.6251776293927
819 => 1.6694738592769
820 => 1.663836760255
821 => 1.6589550688575
822 => 1.7847770312902
823 => 1.6851791300145
824 => 1.6417487602089
825 => 1.5879954303709
826 => 1.6054977856139
827 => 1.6091857890268
828 => 1.4799187205323
829 => 1.4274750869433
830 => 1.4094784081922
831 => 1.3991210651352
901 => 1.4038410364256
902 => 1.3566356151708
903 => 1.3883584389596
904 => 1.3474825343279
905 => 1.3406295558947
906 => 1.4137207369291
907 => 1.4238909477776
908 => 1.3805016686612
909 => 1.4083646099401
910 => 1.3982611201085
911 => 1.3481832343918
912 => 1.3462706275054
913 => 1.3211433047756
914 => 1.2818239103118
915 => 1.2638538919617
916 => 1.2544949503821
917 => 1.2583566320799
918 => 1.2564040476441
919 => 1.2436621134211
920 => 1.2571344003986
921 => 1.2227182743045
922 => 1.2090134955842
923 => 1.2028233649847
924 => 1.1722770721579
925 => 1.2208898080435
926 => 1.23046712942
927 => 1.2400633210783
928 => 1.3235916178652
929 => 1.3194187802062
930 => 1.3571392003888
1001 => 1.3556734542239
1002 => 1.3449149793576
1003 => 1.2995267435796
1004 => 1.3176176853932
1005 => 1.2619365784475
1006 => 1.3036566497184
1007 => 1.2846173514622
1008 => 1.2972194438262
1009 => 1.2745597454709
1010 => 1.2871005581367
1011 => 1.2327382676136
1012 => 1.1819755256212
1013 => 1.2024039348558
1014 => 1.2246119519657
1015 => 1.2727645915576
1016 => 1.2440852766673
1017 => 1.2543994427868
1018 => 1.219848712857
1019 => 1.1485606880839
1020 => 1.1489641705622
1021 => 1.1379980610449
1022 => 1.1285217413437
1023 => 1.2473794409776
1024 => 1.2325976071659
1025 => 1.2090446895856
1026 => 1.2405712057226
1027 => 1.2489073169823
1028 => 1.2491446343506
1029 => 1.272145566707
1030 => 1.2844211684287
1031 => 1.2865847964377
1101 => 1.3227772604684
1102 => 1.3349084970214
1103 => 1.3848753435061
1104 => 1.2833796693875
1105 => 1.2812894327701
1106 => 1.2410148484574
1107 => 1.2154720703704
1108 => 1.2427637843259
1109 => 1.2669405171999
1110 => 1.2417660869402
1111 => 1.2450533360709
1112 => 1.2112587202737
1113 => 1.2233387052368
1114 => 1.2337436156366
1115 => 1.2279986356862
1116 => 1.2193981226402
1117 => 1.2649583008121
1118 => 1.2623876170079
1119 => 1.3048143023455
1120 => 1.3378889375276
1121 => 1.3971645965721
1122 => 1.3353073562492
1123 => 1.3330530325515
1124 => 1.3550894083007
1125 => 1.334905123367
1126 => 1.3476608947073
1127 => 1.3951094446057
1128 => 1.3961119576966
1129 => 1.3793185717588
1130 => 1.3782966926983
1201 => 1.3815220461671
1202 => 1.4004130421764
1203 => 1.3938119477091
1204 => 1.401450901346
1205 => 1.4110035298407
1206 => 1.4505172515253
1207 => 1.4600438760504
1208 => 1.4368991174429
1209 => 1.4389888300043
1210 => 1.4303320549473
1211 => 1.4219697187113
1212 => 1.4407670293487
1213 => 1.4751194840006
1214 => 1.4749057791631
1215 => 1.482874880926
1216 => 1.4878395653048
1217 => 1.4665275055802
1218 => 1.4526541383657
1219 => 1.4579740701411
1220 => 1.4664807569029
1221 => 1.4552154662745
1222 => 1.3856808739258
1223 => 1.4067732273574
1224 => 1.403262428383
1225 => 1.3982626237157
1226 => 1.4194711481935
1227 => 1.4174255342691
1228 => 1.3561514553462
1229 => 1.3600740230756
1230 => 1.3563899996818
1231 => 1.3682938329474
]
'min_raw' => 1.1285217413437
'max_raw' => 2.5280280118051
'avg_raw' => 1.8282748765744
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$1.12'
'max' => '$2.52'
'avg' => '$1.82'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.27519587621738
'max_diff' => -1.8370655367067
'year' => 2034
]
9 => [
'items' => [
101 => 1.3342622773057
102 => 1.344730154615
103 => 1.3512955091332
104 => 1.3551625533819
105 => 1.3691329688651
106 => 1.367493701854
107 => 1.369031069726
108 => 1.3897455078346
109 => 1.4945120274512
110 => 1.5002142379596
111 => 1.4721344679306
112 => 1.4833517822082
113 => 1.4618169917521
114 => 1.4762734408559
115 => 1.4861641761786
116 => 1.4414698451341
117 => 1.4388233369134
118 => 1.4171996647168
119 => 1.4288190013278
120 => 1.4103318013197
121 => 1.4148679135469
122 => 1.4021845483086
123 => 1.4250120805048
124 => 1.45053680854
125 => 1.4569853628438
126 => 1.4400219927478
127 => 1.4277393948577
128 => 1.406175199102
129 => 1.4420369372332
130 => 1.4525240023294
131 => 1.4419818531447
201 => 1.4395390068281
202 => 1.4349098174723
203 => 1.4405211112335
204 => 1.4524668875207
205 => 1.4468334800275
206 => 1.4505544449246
207 => 1.4363739637792
208 => 1.4665345607588
209 => 1.5144368473053
210 => 1.5145908609894
211 => 1.50895742313
212 => 1.5066523417321
213 => 1.5124325908414
214 => 1.5155681388649
215 => 1.5342604045679
216 => 1.5543179503999
217 => 1.647917765005
218 => 1.6216353116096
219 => 1.7046826354051
220 => 1.770362286182
221 => 1.7900567416269
222 => 1.7719387693133
223 => 1.7099581647421
224 => 1.7069171005877
225 => 1.7995422913534
226 => 1.7733714324596
227 => 1.7702584920692
228 => 1.7371420657107
301 => 1.7567179752378
302 => 1.752436436663
303 => 1.7456778185626
304 => 1.7830272902705
305 => 1.8529421670974
306 => 1.8420452778863
307 => 1.8339112555824
308 => 1.7982703376251
309 => 1.8197341309226
310 => 1.8120912852412
311 => 1.8449298005582
312 => 1.8254769915466
313 => 1.7731731624638
314 => 1.7815027196409
315 => 1.7802437238303
316 => 1.8061537683986
317 => 1.798376216146
318 => 1.7787250319277
319 => 1.8527032056491
320 => 1.8478994745358
321 => 1.8547100669686
322 => 1.8577083003821
323 => 1.9027375110846
324 => 1.9211845379354
325 => 1.9253723359912
326 => 1.9428955847552
327 => 1.9249363415986
328 => 1.9967861189483
329 => 2.044562028335
330 => 2.1000562056136
331 => 2.1811481140462
401 => 2.2116394217589
402 => 2.2061314399377
403 => 2.2676143994222
404 => 2.3780979109263
405 => 2.2284633164572
406 => 2.3860289077744
407 => 2.3361454607456
408 => 2.2178727052052
409 => 2.2102573340926
410 => 2.2903530173195
411 => 2.4679975337928
412 => 2.4234995972437
413 => 2.4680703164761
414 => 2.4160762049783
415 => 2.4134942591017
416 => 2.4655450785336
417 => 2.5871646552789
418 => 2.5293877532089
419 => 2.4465503966139
420 => 2.5077162116316
421 => 2.4547287220343
422 => 2.3353330777072
423 => 2.4234655705102
424 => 2.3645338824417
425 => 2.381733282001
426 => 2.5055989248939
427 => 2.4906950830332
428 => 2.5099820344595
429 => 2.4759410700194
430 => 2.4441414414649
501 => 2.3847850732966
502 => 2.3672125789155
503 => 2.3720689841703
504 => 2.3672101723223
505 => 2.3340008298453
506 => 2.3268292754993
507 => 2.3148763707296
508 => 2.3185810757245
509 => 2.2961061178118
510 => 2.3385210069563
511 => 2.3463935841402
512 => 2.3772596033514
513 => 2.3804642158599
514 => 2.4664256400126
515 => 2.4190795321124
516 => 2.4508433889582
517 => 2.4480021306288
518 => 2.2204360344521
519 => 2.2517926346726
520 => 2.3005736643725
521 => 2.2785978766138
522 => 2.2475292542655
523 => 2.222439675925
524 => 2.1844263991981
525 => 2.2379293562109
526 => 2.3082800552775
527 => 2.3822484256846
528 => 2.4711165761291
529 => 2.4512822394892
530 => 2.3805870974274
531 => 2.3837584298575
601 => 2.4033623590668
602 => 2.377973489536
603 => 2.3704858162617
604 => 2.4023336677399
605 => 2.4025529863898
606 => 2.3733400236472
607 => 2.3408751614746
608 => 2.3407391325167
609 => 2.3349623238664
610 => 2.417103886404
611 => 2.4622734403509
612 => 2.4674520569166
613 => 2.461924878195
614 => 2.464052069919
615 => 2.4377689017205
616 => 2.4978444301909
617 => 2.5529756759694
618 => 2.5381993243935
619 => 2.5160474727991
620 => 2.4984024560264
621 => 2.5340427192085
622 => 2.532455714392
623 => 2.552494152633
624 => 2.5515850933267
625 => 2.5448469202301
626 => 2.5381995650349
627 => 2.5645555770009
628 => 2.5569654688193
629 => 2.5493635711032
630 => 2.5341168014413
701 => 2.5361890906604
702 => 2.5140410638955
703 => 2.5037943732893
704 => 2.3497087318205
705 => 2.3085320135264
706 => 2.3214870473311
707 => 2.3257521808369
708 => 2.307832020266
709 => 2.3335249272132
710 => 2.329520714881
711 => 2.3450987626797
712 => 2.3353662747353
713 => 2.3357656994353
714 => 2.3643868712947
715 => 2.3726957192487
716 => 2.3684697721187
717 => 2.3714294806315
718 => 2.4396347140956
719 => 2.4299381109776
720 => 2.4247869838316
721 => 2.4262138812545
722 => 2.4436417807413
723 => 2.4485206410695
724 => 2.4278485670273
725 => 2.4375976366494
726 => 2.4791079377595
727 => 2.4936341938685
728 => 2.5399950303697
729 => 2.5203001230258
730 => 2.5564509778312
731 => 2.6675663807683
801 => 2.7563330532355
802 => 2.6746995527968
803 => 2.8377082424152
804 => 2.9646338894909
805 => 2.9597622717504
806 => 2.9376298493397
807 => 2.7931283746369
808 => 2.6601559632198
809 => 2.771393031677
810 => 2.7716765978406
811 => 2.7621212350089
812 => 2.7027736971159
813 => 2.7600560693335
814 => 2.7646029360211
815 => 2.7620578997855
816 => 2.7165562816306
817 => 2.6470837208128
818 => 2.6606584929027
819 => 2.682894246504
820 => 2.6407973260727
821 => 2.6273448092525
822 => 2.6523555974673
823 => 2.7329455682997
824 => 2.7177105011398
825 => 2.7173126519665
826 => 2.7824947299507
827 => 2.7358384292868
828 => 2.6608297142512
829 => 2.6418890244613
830 => 2.5746623356847
831 => 2.621096049076
901 => 2.6227671157566
902 => 2.5973358454732
903 => 2.662893321675
904 => 2.6622891979906
905 => 2.7245262647016
906 => 2.8435001610782
907 => 2.8083137255697
908 => 2.7673957293467
909 => 2.7718446500691
910 => 2.820638329522
911 => 2.7911365570734
912 => 2.8017456001396
913 => 2.8206222714647
914 => 2.8320110359565
915 => 2.7702059821219
916 => 2.7557962675956
917 => 2.7263190487973
918 => 2.7186289926312
919 => 2.7426375722801
920 => 2.7363121597782
921 => 2.6226266690728
922 => 2.610745902754
923 => 2.6111102688951
924 => 2.5812355170868
925 => 2.5356693498171
926 => 2.6554145167873
927 => 2.6457973040471
928 => 2.635180645495
929 => 2.6364811255898
930 => 2.6884584440313
1001 => 2.6583089744178
1002 => 2.7384662807863
1003 => 2.7219883483461
1004 => 2.7050878191158
1005 => 2.7027516511734
1006 => 2.6962463893051
1007 => 2.6739374258575
1008 => 2.6469980119335
1009 => 2.6292102774088
1010 => 2.4253075013802
1011 => 2.4631506705633
1012 => 2.5066857871949
1013 => 2.5217139350002
1014 => 2.4960072482631
1015 => 2.6749524825339
1016 => 2.7076475011944
1017 => 2.6086121570286
1018 => 2.5900866877216
1019 => 2.6761670092175
1020 => 2.6242500524642
1021 => 2.6476282549113
1022 => 2.5970973684137
1023 => 2.699772228621
1024 => 2.6989900182136
1025 => 2.6590471785761
1026 => 2.692806593121
1027 => 2.6869400640654
1028 => 2.6418446964895
1029 => 2.7012018322083
1030 => 2.7012312726071
1031 => 2.6627871578881
1101 => 2.6178928483953
1102 => 2.6098668062143
1103 => 2.6038202615779
1104 => 2.6461411755907
1105 => 2.6840859747605
1106 => 2.754691838702
1107 => 2.7724438304509
1108 => 2.8417310360637
1109 => 2.8004738786541
1110 => 2.8187626421641
1111 => 2.8386176820578
1112 => 2.8481369183278
1113 => 2.8326258336562
1114 => 2.9402573837245
1115 => 2.9493447842958
1116 => 2.9523917111016
1117 => 2.9160989580006
1118 => 2.9483354171789
1119 => 2.9332530454887
1120 => 2.9724931866231
1121 => 2.9786465417962
1122 => 2.9734348688765
1123 => 2.9753880409326
1124 => 2.8835435004558
1125 => 2.8787808765136
1126 => 2.8138421611204
1127 => 2.8403051676459
1128 => 2.7908338453514
1129 => 2.8065217112621
1130 => 2.813436773076
1201 => 2.8098247372107
1202 => 2.84180134633
1203 => 2.8146146961889
1204 => 2.7428646565675
1205 => 2.6710950686958
1206 => 2.6701940599823
1207 => 2.6512983943341
1208 => 2.6376402889842
1209 => 2.6402713246219
1210 => 2.6495434373806
1211 => 2.6371013769349
1212 => 2.6397565213595
1213 => 2.6838496099418
1214 => 2.6926921643995
1215 => 2.6626417093433
1216 => 2.5419847960327
1217 => 2.5123752868613
1218 => 2.5336580148716
1219 => 2.5234862416659
1220 => 2.0366503470504
1221 => 2.1510252191514
1222 => 2.0830675539526
1223 => 2.1143855726581
1224 => 2.0450183940422
1225 => 2.078124047523
1226 => 2.07201064215
1227 => 2.2559220518899
1228 => 2.2530505281887
1229 => 2.2544249746268
1230 => 2.1888190650343
1231 => 2.2933310604098
]
'min_raw' => 1.3342622773057
'max_raw' => 2.9786465417962
'avg_raw' => 2.1564544095509
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$1.33'
'max' => '$2.97'
'avg' => '$2.15'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.20574053596191
'max_diff' => 0.45061852999109
'year' => 2035
]
10 => [
'items' => [
101 => 2.3448174274616
102 => 2.3352886711856
103 => 2.3376868538513
104 => 2.2964781300957
105 => 2.2548239651506
106 => 2.2086230856965
107 => 2.294458609121
108 => 2.2849151641774
109 => 2.3068043932548
110 => 2.3624748658455
111 => 2.3706725544061
112 => 2.3816903309642
113 => 2.3777412423668
114 => 2.4718245543207
115 => 2.4604304444614
116 => 2.4878869709131
117 => 2.4314068128702
118 => 2.3674941528988
119 => 2.3796418600971
120 => 2.3784719382082
121 => 2.3635774897888
122 => 2.3501314477316
123 => 2.3277475761052
124 => 2.3985734581209
125 => 2.3956980566543
126 => 2.4422474641098
127 => 2.4340194041852
128 => 2.379070406261
129 => 2.3810329204717
130 => 2.3942317716908
131 => 2.4399131464617
201 => 2.4534744887189
202 => 2.4471923346593
203 => 2.4620617273455
204 => 2.4738138890507
205 => 2.4635376179162
206 => 2.6090279464426
207 => 2.5486102184881
208 => 2.5780573987093
209 => 2.5850803776792
210 => 2.5670911647252
211 => 2.5709923808695
212 => 2.5769016603103
213 => 2.6127816479197
214 => 2.7069411173647
215 => 2.7486437054167
216 => 2.8741079991407
217 => 2.7451808860071
218 => 2.7375308846671
219 => 2.7601307926255
220 => 2.8337916147857
221 => 2.8934867925374
222 => 2.913291126895
223 => 2.9159085966143
224 => 2.9530628444365
225 => 2.9743589664025
226 => 2.9485513414972
227 => 2.9266820815608
228 => 2.8483491069815
229 => 2.8574163620826
301 => 2.9198807581655
302 => 3.008115396767
303 => 3.0838298959367
304 => 3.0573173172442
305 => 3.2595895777043
306 => 3.2796440461208
307 => 3.2768731670242
308 => 3.3225602305821
309 => 3.2318807134284
310 => 3.1931134630123
311 => 2.9314104637857
312 => 3.0049383318418
313 => 3.1118154062015
314 => 3.0976698246415
315 => 3.0200528364091
316 => 3.083771016491
317 => 3.0627037935042
318 => 3.0460872006546
319 => 3.1222110337835
320 => 3.0385097522636
321 => 3.1109804218902
322 => 3.018036038481
323 => 3.0574384244704
324 => 3.0350717245038
325 => 3.0495457205418
326 => 2.9649310354561
327 => 3.010587065623
328 => 2.963031594498
329 => 2.9630090470128
330 => 2.9619592573519
331 => 3.0179080582372
401 => 3.0197325466255
402 => 2.9783862982373
403 => 2.9724276578948
404 => 2.9944598742909
405 => 2.9686659191376
406 => 2.9807347484086
407 => 2.9690314716816
408 => 2.9663968175816
409 => 2.9454034454634
410 => 2.9363589235301
411 => 2.9399055136288
412 => 2.9277991732295
413 => 2.9205046652335
414 => 2.9605081961114
415 => 2.9391359233012
416 => 2.9572325887817
417 => 2.9366091544854
418 => 2.8651193460118
419 => 2.8240048011676
420 => 2.6889671800696
421 => 2.7272636818994
422 => 2.7526543022331
423 => 2.7442627023642
424 => 2.7622911060005
425 => 2.7633979035632
426 => 2.7575366857632
427 => 2.7507501464193
428 => 2.7474468343859
429 => 2.7720670159303
430 => 2.7863598599941
501 => 2.7552025906662
502 => 2.7479028783993
503 => 2.7794045979297
504 => 2.7986206286453
505 => 2.9405010028944
506 => 2.9299900465024
507 => 2.9563704843752
508 => 2.9534004519115
509 => 2.9810513535355
510 => 3.0262488915478
511 => 2.9343496593384
512 => 2.9503001884136
513 => 2.9463894870359
514 => 2.9890854992369
515 => 2.9892187915266
516 => 2.9636203993881
517 => 2.9774977030529
518 => 2.9697517728511
519 => 2.9837497156509
520 => 2.9298496662716
521 => 2.9954941082649
522 => 3.0327102768406
523 => 3.0332270233774
524 => 3.0508671919166
525 => 3.068790624802
526 => 3.1031930934236
527 => 3.0678311586241
528 => 3.0042184803348
529 => 3.0088111102396
530 => 2.9715150202336
531 => 2.9721419742447
601 => 2.9687952445982
602 => 2.9788390321973
603 => 2.9320537128384
604 => 2.9430341337788
605 => 2.927661480161
606 => 2.9502667712669
607 => 2.9259472148254
608 => 2.9463876011773
609 => 2.9552089943172
610 => 2.9877601249145
611 => 2.9211393863697
612 => 2.7852951906494
613 => 2.8138512875415
614 => 2.7716145772051
615 => 2.7755237455532
616 => 2.783420887756
617 => 2.7578236660927
618 => 2.7627068093249
619 => 2.7625323490865
620 => 2.761028945003
621 => 2.7543701190368
622 => 2.7447135039772
623 => 2.7831824862252
624 => 2.7897191159264
625 => 2.8042492340352
626 => 2.8474810096537
627 => 2.843161135794
628 => 2.8502070292891
629 => 2.8348258833502
630 => 2.7762372327991
701 => 2.7794188784026
702 => 2.7397437067454
703 => 2.803234650694
704 => 2.7881991571275
705 => 2.7785056766134
706 => 2.7758607206457
707 => 2.819199659474
708 => 2.8321673492261
709 => 2.8240867552019
710 => 2.8075132211097
711 => 2.8393393060922
712 => 2.8478546237988
713 => 2.8497608894005
714 => 2.906150609943
715 => 2.8529124483672
716 => 2.8657274030003
717 => 2.9657060208578
718 => 2.8750392105672
719 => 2.9230674420893
720 => 2.9207167100832
721 => 2.9452863281431
722 => 2.9187012842688
723 => 2.9190308377495
724 => 2.9408469940967
725 => 2.9102101370716
726 => 2.9026240204252
727 => 2.8921438546108
728 => 2.9150269132572
729 => 2.928744272004
730 => 3.0392961092133
731 => 3.1107176378268
801 => 3.1076170409088
802 => 3.135950692665
803 => 3.1231861230424
804 => 3.0819659606074
805 => 3.1523237516206
806 => 3.130059602649
807 => 3.1318950320393
808 => 3.1318267172657
809 => 3.1466304299661
810 => 3.1361406427775
811 => 3.1154641954742
812 => 3.1291901861236
813 => 3.1699514712206
814 => 3.2964757508707
815 => 3.3672804139866
816 => 3.2922132212461
817 => 3.3439935656088
818 => 3.3129438102144
819 => 3.307301146009
820 => 3.3398230288061
821 => 3.3724018368539
822 => 3.3703267076233
823 => 3.3466761659209
824 => 3.3333165750236
825 => 3.4344798730899
826 => 3.5090152678334
827 => 3.5039324536035
828 => 3.5263663425944
829 => 3.5922329345259
830 => 3.5982549502251
831 => 3.5974963146615
901 => 3.5825701204186
902 => 3.6474243340329
903 => 3.7015268600313
904 => 3.5791151377106
905 => 3.6257279190832
906 => 3.6466538984114
907 => 3.6773794445235
908 => 3.729218591014
909 => 3.7855296537572
910 => 3.7934926554485
911 => 3.7878425246838
912 => 3.7507038650821
913 => 3.8123201018664
914 => 3.8484134482961
915 => 3.8699062101134
916 => 3.9244082780277
917 => 3.6467831301357
918 => 3.4502662515926
919 => 3.41957730327
920 => 3.4819844864673
921 => 3.4984407629885
922 => 3.4918072585572
923 => 3.2706096452241
924 => 3.4184127436137
925 => 3.5774364498434
926 => 3.5835451980441
927 => 3.6631557904116
928 => 3.6890802626349
929 => 3.7531772242896
930 => 3.7491679418864
1001 => 3.7647745320439
1002 => 3.7611868472351
1003 => 3.8799129714928
1004 => 4.0108855175491
1005 => 4.0063503547463
1006 => 3.9875215016539
1007 => 4.0154855592927
1008 => 4.1506632626938
1009 => 4.1382182659432
1010 => 4.1503075202241
1011 => 4.3096896508155
1012 => 4.5169090924281
1013 => 4.4206348573073
1014 => 4.6295222453545
1015 => 4.7610057834856
1016 => 4.9883929670318
1017 => 4.9599229717463
1018 => 5.0484431336566
1019 => 4.908955738318
1020 => 4.5886644835669
1021 => 4.5379771664769
1022 => 4.6394544588984
1023 => 4.8889264803074
1024 => 4.6315976971487
1025 => 4.683654974836
1026 => 4.66866247536
1027 => 4.6678635887769
1028 => 4.6983538403456
1029 => 4.6541261401806
1030 => 4.4739345332971
1031 => 4.556515284856
1101 => 4.5246268908257
1102 => 4.5600094414396
1103 => 4.7509544742288
1104 => 4.6665331236716
1105 => 4.5776020886933
1106 => 4.6891413419326
1107 => 4.8311691403521
1108 => 4.8222812959755
1109 => 4.8050351630541
1110 => 4.9022507113536
1111 => 5.0628223156613
1112 => 5.1062241750767
1113 => 5.1382625403852
1114 => 5.1426800896686
1115 => 5.1881835927794
1116 => 4.9434997881931
1117 => 5.3318192699974
1118 => 5.3988713173958
1119 => 5.3862683115075
1120 => 5.4607938402093
1121 => 5.4388665391351
1122 => 5.4070973201666
1123 => 5.5252361351935
1124 => 5.3897995170759
1125 => 5.197564288654
1126 => 5.0921002403601
1127 => 5.2309838066957
1128 => 5.3157951542883
1129 => 5.3718500600322
1130 => 5.388812240641
1201 => 4.9624938954177
1202 => 4.7327319520417
1203 => 4.8800067235197
1204 => 5.0596921090846
1205 => 4.9425016268038
1206 => 4.9470952718383
1207 => 4.7800124412228
1208 => 5.0744752321587
1209 => 5.0315744803412
1210 => 5.2541436566603
1211 => 5.2010257365025
1212 => 5.382522259705
1213 => 5.3347281425349
1214 => 5.5331188507749
1215 => 5.6122622755058
1216 => 5.7451564033195
1217 => 5.8429138647157
1218 => 5.9003189158498
1219 => 5.8968725319006
1220 => 6.1243399435768
1221 => 5.9902103580174
1222 => 5.8217119866387
1223 => 5.818664382706
1224 => 5.9059320768834
1225 => 6.0888212231566
1226 => 6.1362417178564
1227 => 6.1627433051707
1228 => 6.1221552016719
1229 => 5.9765671497012
1230 => 5.9137029670084
1231 => 5.9672650720134
]
'min_raw' => 2.2086230856965
'max_raw' => 6.1627433051707
'avg_raw' => 4.1856831954336
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$2.20'
'max' => '$6.16'
'avg' => '$4.18'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.87436080839082
'max_diff' => 3.1840967633745
'year' => 2036
]
11 => [
'items' => [
101 => 5.9017632202365
102 => 6.014837792977
103 => 6.1701133327752
104 => 6.138049547833
105 => 6.2452339736238
106 => 6.3561585781868
107 => 6.5147857446478
108 => 6.5562567599076
109 => 6.6248067711307
110 => 6.6953672501848
111 => 6.7180293743988
112 => 6.7612984011674
113 => 6.7610703520382
114 => 6.8914644765468
115 => 7.0352932338498
116 => 7.0895852600883
117 => 7.2144267807439
118 => 7.0006400515898
119 => 7.1627997414581
120 => 7.3090718408396
121 => 7.1346802138662
122 => 7.3750384436113
123 => 7.3843710090088
124 => 7.5252816663797
125 => 7.3824417199188
126 => 7.2976238156715
127 => 7.5424899271479
128 => 7.6609729252811
129 => 7.6252848819968
130 => 7.353697110467
131 => 7.1956213784891
201 => 6.7819066973715
202 => 7.2719696082995
203 => 7.5106649568814
204 => 7.3530789471787
205 => 7.432556164242
206 => 7.8661580899651
207 => 8.0312456296348
208 => 7.9969085754325
209 => 8.0027109723567
210 => 8.0917892122117
211 => 8.4868111840114
212 => 8.2501048619714
213 => 8.4310579759543
214 => 8.5270348551359
215 => 8.6161835293693
216 => 8.3972625611799
217 => 8.1124495981532
218 => 8.0222373771278
219 => 7.3374101241945
220 => 7.3017618916254
221 => 7.2817514584323
222 => 7.1555885076818
223 => 7.0564589873326
224 => 6.9776275123078
225 => 6.7707501807715
226 => 6.8405652072173
227 => 6.5108459194032
228 => 6.7217886352125
301 => 6.1955486905107
302 => 6.6338169537628
303 => 6.3952874636874
304 => 6.5554536010429
305 => 6.5548947964783
306 => 6.2599781568866
307 => 6.0898763939233
308 => 6.1982718577432
309 => 6.3144803994007
310 => 6.3333348443121
311 => 6.4840022519243
312 => 6.5260502868038
313 => 6.3986427780839
314 => 6.1846435373368
315 => 6.2343506801593
316 => 6.0888690802605
317 => 5.8339181723069
318 => 6.017028365415
319 => 6.079550236129
320 => 6.1071634560287
321 => 5.8564485193659
322 => 5.7776684429803
323 => 5.7357265913415
324 => 6.1522793873569
325 => 6.1750990898374
326 => 6.0583502655664
327 => 6.5860660218491
328 => 6.4666276934674
329 => 6.6000695693707
330 => 6.2298402779538
331 => 6.2439835354658
401 => 6.0687110557214
402 => 6.1668519326669
403 => 6.09748912407
404 => 6.1589231196568
405 => 6.1957464033097
406 => 6.3709901225647
407 => 6.6358179555388
408 => 6.3448145547711
409 => 6.2180202058111
410 => 6.2966827067874
411 => 6.5061713129104
412 => 6.8235572747111
413 => 6.6356583973373
414 => 6.719044728386
415 => 6.7372609321204
416 => 6.5987112563395
417 => 6.8286657988824
418 => 6.9519003063784
419 => 7.0783134112812
420 => 7.1880743682535
421 => 7.0278212372993
422 => 7.1993150588043
423 => 7.0611213114059
424 => 6.9371472337826
425 => 6.9373352512841
426 => 6.8595645014187
427 => 6.7088738738094
428 => 6.6810842100693
429 => 6.8256495502933
430 => 6.9415772627642
501 => 6.9511256244196
502 => 7.0153091626245
503 => 7.0532923193911
504 => 7.4255788913016
505 => 7.5753156302401
506 => 7.7584108802426
507 => 7.8297367988015
508 => 8.0444022419066
509 => 7.8710424623244
510 => 7.8335349835276
511 => 7.3128268350859
512 => 7.3980927652226
513 => 7.53461174631
514 => 7.3150779828009
515 => 7.4543216260406
516 => 7.4818112707998
517 => 7.3076183095225
518 => 7.4006622965743
519 => 7.1535650525844
520 => 6.641204000219
521 => 6.8292362031998
522 => 6.9676911955489
523 => 6.7700988500893
524 => 7.1242754814458
525 => 6.9173728050971
526 => 6.8517945897745
527 => 6.5959505914792
528 => 6.716699110336
529 => 6.880013211042
530 => 6.7791040841077
531 => 6.988505674078
601 => 7.2850741708402
602 => 7.4964265425922
603 => 7.5126515533225
604 => 7.3767661377951
605 => 7.5945233833868
606 => 7.59610950719
607 => 7.350478444598
608 => 7.2000307864399
609 => 7.1658487619618
610 => 7.2512421608887
611 => 7.3549255116771
612 => 7.5184052576918
613 => 7.6171926443635
614 => 7.8747777560221
615 => 7.944472901693
616 => 8.0210467365374
617 => 8.1233729943857
618 => 8.2462419028466
619 => 7.977411726065
620 => 7.9880928501507
621 => 7.7377619117389
622 => 7.4702474029579
623 => 7.6732575689684
624 => 7.9386663557165
625 => 7.8777812867858
626 => 7.870930472762
627 => 7.8824516416927
628 => 7.8365462880394
629 => 7.6289180747976
630 => 7.5246484859289
701 => 7.6591828575786
702 => 7.7306818886745
703 => 7.8415706505333
704 => 7.8279012700564
705 => 8.1135388120213
706 => 8.2245289235979
707 => 8.1961329035219
708 => 8.2013584546043
709 => 8.402300750035
710 => 8.625789909489
711 => 8.8351169993097
712 => 9.0480535058829
713 => 8.7913502361555
714 => 8.6610121470446
715 => 8.7954877851963
716 => 8.7241331187113
717 => 9.1341581975027
718 => 9.1625474443395
719 => 9.5725428736507
720 => 9.9616773574147
721 => 9.717268960231
722 => 9.9477350703792
723 => 10.197002958682
724 => 10.677881157476
725 => 10.515938297621
726 => 10.391892604941
727 => 10.274670024742
728 => 10.518591605575
729 => 10.832392822574
730 => 10.899982599165
731 => 11.009503858524
801 => 10.894355645931
802 => 11.03303898484
803 => 11.522652111738
804 => 11.390354322916
805 => 11.202470194857
806 => 11.588972735599
807 => 11.728846502602
808 => 12.710553851895
809 => 13.949999932685
810 => 13.436861116597
811 => 13.118339294564
812 => 13.19319947818
813 => 13.645803228987
814 => 13.791165188822
815 => 13.39602127272
816 => 13.535592784046
817 => 14.304645533819
818 => 14.717217659907
819 => 14.156889296851
820 => 12.610965566126
821 => 11.18555328481
822 => 11.563636808967
823 => 11.520773870625
824 => 12.347025108973
825 => 11.387199064406
826 => 11.403360073386
827 => 12.246697312327
828 => 12.021709395438
829 => 11.657257784353
830 => 11.188214184897
831 => 10.321143710022
901 => 9.5531552103762
902 => 11.059357515371
903 => 10.994407333128
904 => 10.900349844163
905 => 11.109664607771
906 => 12.12603768482
907 => 12.102606995715
908 => 11.953552906075
909 => 12.066609119365
910 => 11.637438483544
911 => 11.748045528429
912 => 11.185327492222
913 => 11.439699545769
914 => 11.656475834879
915 => 11.699996884346
916 => 11.798052031034
917 => 10.960181538445
918 => 11.336360791033
919 => 11.557330858698
920 => 10.558980054025
921 => 11.537596673232
922 => 10.945596077263
923 => 10.74466218344
924 => 11.015193200445
925 => 10.909767000018
926 => 10.819127743726
927 => 10.768549481334
928 => 10.967197602803
929 => 10.957930430501
930 => 10.632903547838
1001 => 10.208919229195
1002 => 10.351222283343
1003 => 10.299522249673
1004 => 10.112154658216
1005 => 10.238417792009
1006 => 9.6824188510945
1007 => 8.725851571562
1008 => 9.3577892168693
1009 => 9.3334603049409
1010 => 9.3211925643182
1011 => 9.796076239293
1012 => 9.7504271313747
1013 => 9.6675735535054
1014 => 10.110632987284
1015 => 9.9489103339642
1016 => 10.447301444845
1017 => 10.775574064387
1018 => 10.692313509565
1019 => 11.001055494923
1020 => 10.354500658299
1021 => 10.569260239748
1022 => 10.61352189184
1023 => 10.105165702645
1024 => 9.7578958899822
1025 => 9.7347369526432
1026 => 9.1326189542138
1027 => 9.4542655288481
1028 => 9.7373012038867
1029 => 9.6017490799989
1030 => 9.5588373270805
1031 => 9.7780641663168
1101 => 9.7950999692764
1102 => 9.4066818564248
1103 => 9.4874462816886
1104 => 9.824247361007
1105 => 9.4789597586323
1106 => 8.8081223496279
1107 => 8.641745397142
1108 => 8.6195476447448
1109 => 8.1683201540805
1110 => 8.6528635006695
1111 => 8.4413473449291
1112 => 9.1095243465605
1113 => 8.7278652267338
1114 => 8.7114126648904
1115 => 8.6865422045982
1116 => 8.2981520634105
1117 => 8.3831848208495
1118 => 8.6658466574312
1119 => 8.7667035851371
1120 => 8.7561833812809
1121 => 8.6644614602264
1122 => 8.7064512859929
1123 => 8.5711874269737
1124 => 8.5234229430803
1125 => 8.3726650932563
1126 => 8.1510927019339
1127 => 8.1819037019298
1128 => 7.7429108171503
1129 => 7.5037241944066
1130 => 7.4375204896601
1201 => 7.3489901288299
1202 => 7.4475202294862
1203 => 7.7416672054642
1204 => 7.3868635456726
1205 => 6.7785775575428
1206 => 6.8151365818983
1207 => 6.8972738551533
1208 => 6.744211589835
1209 => 6.5993510012534
1210 => 6.7252955301141
1211 => 6.467556738051
1212 => 6.9284203568125
1213 => 6.9159552874804
1214 => 7.0877367449397
1215 => 7.1951552155994
1216 => 6.9475904178717
1217 => 6.8853285407296
1218 => 6.9207957355942
1219 => 6.3346020086337
1220 => 7.0398322113802
1221 => 7.0459310714589
1222 => 6.9937089287399
1223 => 7.3692222401627
1224 => 8.1616724528037
1225 => 7.8635208065722
1226 => 7.7480674774702
1227 => 7.5285906144513
1228 => 7.8210305031773
1229 => 7.7985756824961
1230 => 7.6970264676377
1231 => 7.6356091856385
]
'min_raw' => 5.7357265913415
'max_raw' => 14.717217659907
'avg_raw' => 10.226472125624
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$5.73'
'max' => '$14.71'
'avg' => '$10.22'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 3.527103505645
'max_diff' => 8.5544743547362
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.18003790363424
]
1 => [
'year' => 2028
'avg' => 0.30899730801322
]
2 => [
'year' => 2029
'avg' => 0.84412495414583
]
3 => [
'year' => 2030
'avg' => 0.65124114501492
]
4 => [
'year' => 2031
'avg' => 0.63959951183124
]
5 => [
'year' => 2032
'avg' => 1.1214192336145
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.18003790363424
'min' => '$0.180037'
'max_raw' => 1.1214192336145
'max' => '$1.12'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 1.1214192336145
]
1 => [
'year' => 2033
'avg' => 2.8844055830365
]
2 => [
'year' => 2034
'avg' => 1.8282748765744
]
3 => [
'year' => 2035
'avg' => 2.1564544095509
]
4 => [
'year' => 2036
'avg' => 4.1856831954336
]
5 => [
'year' => 2037
'avg' => 10.226472125624
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 1.1214192336145
'min' => '$1.12'
'max_raw' => 10.226472125624
'max' => '$10.22'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 10.226472125624
]
]
]
]
'prediction_2025_max_price' => '$0.307832'
'last_price' => 0.298482
'sma_50day_nextmonth' => '$0.284032'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'diminuir'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.298471'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.298966'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.298579'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.298198'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '—'
'daily_sma50_action' => '—'
'daily_sma100' => '—'
'daily_sma100_action' => '—'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '$0.298543'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.298592'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.298532'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.29839'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.172977'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.086488'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.043244'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.29831'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.298151'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.178841'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.085162'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.035768'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.017884'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.008942'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '51.36'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 16.33
'stoch_rsi_14_action' => 'BUY'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.298622'
'vwma_10_action' => 'SELL'
'hma_9' => '0.298571'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 25.69
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 42.26
'cci_20_action' => 'NEUTRAL'
'adx_14' => 5.1
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '—'
'ao_5_34_action' => '—'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -74.31
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 52.62
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '—'
'ichimoku_cloud_action' => '—'
'sell_signals' => 11
'buy_signals' => 15
'sell_pct' => 42.31
'buy_pct' => 57.69
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767685531
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Peruvian Sol para 2026
A previsão de preço para Peruvian Sol em 2026 sugere que o preço médio poderia variar entre $0.103125 na extremidade inferior e $0.307832 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Peruvian Sol poderia potencialmente ganhar 3.13% até 2026 se WPEN atingir a meta de preço prevista.
Previsão de preço de Peruvian Sol 2027-2032
A previsão de preço de WPEN para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.180037 na extremidade inferior e $1.12 na extremidade superior. Considerando a volatilidade de preços no mercado, se Peruvian Sol atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Peruvian Sol | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.099276 | $0.180037 | $0.260799 |
| 2028 | $0.179164 | $0.308997 | $0.43883 |
| 2029 | $0.393573 | $0.844124 | $1.29 |
| 2030 | $0.334717 | $0.651241 | $0.967765 |
| 2031 | $0.395739 | $0.639599 | $0.883459 |
| 2032 | $0.604065 | $1.12 | $1.63 |
Previsão de preço de Peruvian Sol 2032-2037
A previsão de preço de Peruvian Sol para 2032-2037 é atualmente estimada entre $1.12 na extremidade inferior e $10.22 na extremidade superior. Comparado ao preço atual, Peruvian Sol poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Peruvian Sol | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.604065 | $1.12 | $1.63 |
| 2033 | $1.40 | $2.88 | $4.36 |
| 2034 | $1.12 | $1.82 | $2.52 |
| 2035 | $1.33 | $2.15 | $2.97 |
| 2036 | $2.20 | $4.18 | $6.16 |
| 2037 | $5.73 | $10.22 | $14.71 |
Peruvian Sol Histograma de preços potenciais
Previsão de preço de Peruvian Sol baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Peruvian Sol é Altista, com 15 indicadores técnicos mostrando sinais de alta e 11 indicando sinais de baixa. A previsão de preço de WPEN foi atualizada pela última vez em 6 de janeiro de 2026.
Médias Móveis Simples de 50 e 200 dias e Índice de Força Relativa de 14 dias - RSI (14) de Peruvian Sol
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Peruvian Sol está projetado para diminuir no próximo mês, alcançando — até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Peruvian Sol é esperado para alcançar $0.284032 até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em 51.36, sugerindo que o mercado de WPEN está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de WPEN para Sábado, 19 de Outubro de 2024
Médias móveis (MA) são indicadores amplamente utilizados nos mercados financeiros, projetados para suavizar movimentos de preços ao longo de um período definido. Como indicadores atrasados, eles se baseiam em dados históricos de preços. A tabela abaixo destaca dois tipos: a média móvel simples (SMA) e a média móvel exponencial (EMA).
Média Móvel Simples Diária (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 3 | $0.298471 | BUY |
| SMA 5 | $0.298966 | SELL |
| SMA 10 | $0.298579 | SELL |
| SMA 21 | $0.298198 | BUY |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.298543 | SELL |
| EMA 5 | $0.298592 | SELL |
| EMA 10 | $0.298532 | SELL |
| EMA 21 | $0.29839 | BUY |
| EMA 50 | $0.172977 | BUY |
| EMA 100 | $0.086488 | BUY |
| EMA 200 | $0.043244 | BUY |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.085162 | BUY |
| EMA 50 | $0.035768 | BUY |
| EMA 100 | $0.017884 | BUY |
| EMA 200 | $0.008942 | BUY |
Osciladores de Peruvian Sol
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 51.36 | NEUTRAL |
| Stoch RSI (14) | 16.33 | BUY |
| Estocástico Rápido (14) | 25.69 | NEUTRAL |
| Índice de Canal de Commodities (20) | 42.26 | NEUTRAL |
| Índice Direcional Médio (14) | 5.1 | NEUTRAL |
| Oscilador Impressionante (5, 34) | — | — |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Williams Percent Range (14) | -74.31 | NEUTRAL |
| Oscilador Ultimate (7, 14, 28) | 52.62 | NEUTRAL |
| VWMA (10) | 0.298622 | SELL |
| Média Móvel de Hull (9) | 0.298571 | SELL |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | — | — |
Previsão do preço de Peruvian Sol com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Peruvian Sol
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Peruvian Sol por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.419417 | $0.589351 | $0.828136 | $1.16 | $1.63 | $2.29 |
| Amazon.com stock | $0.62280043 | $1.29 | $2.71 | $5.65 | $11.80 | $24.63 |
| Apple stock | $0.423373 | $0.600523 | $0.851796 | $1.20 | $1.71 | $2.43 |
| Netflix stock | $0.470957 | $0.743097 | $1.17 | $1.85 | $2.91 | $4.60 |
| Google stock | $0.386532 | $0.500558 | $0.64822 | $0.839443 | $1.08 | $1.40 |
| Tesla stock | $0.676636 | $1.53 | $3.47 | $7.88 | $17.86 | $40.50 |
| Kodak stock | $0.223829 | $0.167848 | $0.125868 | $0.094388 | $0.07078 | $0.053078 |
| Nokia stock | $0.197731 | $0.130989 | $0.086774 | $0.057484 | $0.038081 | $0.025227 |
Este cálculo mostra quanto a criptomoeda pode custar, se assumirmos que sua capitalização se comportará da mesma forma que a de algumas empresas de Internet ou nichos tecnológicos. Se você extrapolar os dados, poderá obter uma imagem em potencial do preço futuro para 2024, 2025, 2026, 2027, 2028, 2029 e 2030.
Visão geral da previsão para Peruvian Sol
Você pode fazer perguntas como: 'Devo investir em Peruvian Sol agora?', 'Devo comprar WPEN hoje?', 'Peruvian Sol será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Peruvian Sol regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Peruvian Sol, com métodos de análise técnica.
Se você estiver tentando encontrar criptomoedas com bom retorno, você deve explorar o máximo de fontes de informações disponíveis sobre Peruvian Sol para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Peruvian Sol é de $0.2984 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de Peruvian Sol com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Peruvian Sol tiver 1% da média anterior do crescimento anual do Bitcoin | $0.30624 | $0.31420068 | $0.322367 | $0.330747 |
| Se Peruvian Sol tiver 2% da média anterior do crescimento anual do Bitcoin | $0.313999 | $0.330322 | $0.347494 | $0.36556 |
| Se Peruvian Sol tiver 5% da média anterior do crescimento anual do Bitcoin | $0.337274 | $0.3811087 | $0.430639 | $0.4866085 |
| Se Peruvian Sol tiver 10% da média anterior do crescimento anual do Bitcoin | $0.376067 | $0.473818 | $0.596979 | $0.752153 |
| Se Peruvian Sol tiver 20% da média anterior do crescimento anual do Bitcoin | $0.453652 | $0.689489 | $1.04 | $1.59 |
| Se Peruvian Sol tiver 50% da média anterior do crescimento anual do Bitcoin | $0.6864073 | $1.57 | $3.63 | $8.34 |
| Se Peruvian Sol tiver 100% da média anterior do crescimento anual do Bitcoin | $1.07 | $3.86 | $13.91 | $50.09 |
Perguntas Frequentes sobre Peruvian Sol
WPEN é um bom investimento?
A decisão de adquirir Peruvian Sol depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Peruvian Sol experimentou uma escalada de 0.0085% nas últimas 24 horas, e Peruvian Sol registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Peruvian Sol dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Peruvian Sol pode subir?
Parece que o valor médio de Peruvian Sol pode potencialmente subir para $0.307832 até o final deste ano. Observando as perspectivas de Peruvian Sol em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.967765. No entanto, dada a imprevisibilidade do mercado, é vital conduzir uma pesquisa aprofundada antes de investir quaisquer fundos em um projeto, rede ou ativo específico.
Qual será o preço de Peruvian Sol na próxima semana?
Com base na nossa nova previsão experimental de Peruvian Sol, o preço de Peruvian Sol aumentará 0.86% na próxima semana e atingirá $0.3010363 até 13 de janeiro de 2026.
Qual será o preço de Peruvian Sol no próximo mês?
Com base na nossa nova previsão experimental de Peruvian Sol, o preço de Peruvian Sol diminuirá -11.62% no próximo mês e atingirá $0.263804 até 5 de fevereiro de 2026.
Até onde o preço de Peruvian Sol pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Peruvian Sol em 2026, espera-se que WPEN fluctue dentro do intervalo de $0.103125 e $0.307832. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Peruvian Sol não considera flutuações repentinas e extremas de preço.
Onde estará Peruvian Sol em 5 anos?
O futuro de Peruvian Sol parece seguir uma tendência de alta, com um preço máximo de $0.967765 projetada após um período de cinco anos. Com base na previsão de Peruvian Sol para 2030, o valor de Peruvian Sol pode potencialmente atingir seu pico mais alto de aproximadamente $0.967765, enquanto seu pico mais baixo está previsto para cerca de $0.334717.
Quanto será Peruvian Sol em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Peruvian Sol, espera-se que o valor de WPEN em 2026 aumente 3.13% para $0.307832 se o melhor cenário ocorrer. O preço ficará entre $0.307832 e $0.103125 durante 2026.
Quanto será Peruvian Sol em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Peruvian Sol, o valor de WPEN pode diminuir -12.62% para $0.260799 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.260799 e $0.099276 ao longo do ano.
Quanto será Peruvian Sol em 2028?
Nosso novo modelo experimental de previsão de preços de Peruvian Sol sugere que o valor de WPEN em 2028 pode aumentar 47.02%, alcançando $0.43883 no melhor cenário. O preço é esperado para variar entre $0.43883 e $0.179164 durante o ano.
Quanto será Peruvian Sol em 2029?
Com base no nosso modelo de previsão experimental, o valor de Peruvian Sol pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $1.29 sob condições ótimas. A faixa de preço prevista para 2029 está entre $1.29 e $0.393573.
Quanto será Peruvian Sol em 2030?
Usando nossa nova simulação experimental para previsões de preços de Peruvian Sol, espera-se que o valor de WPEN em 2030 aumente 224.23%, alcançando $0.967765 no melhor cenário. O preço está previsto para variar entre $0.967765 e $0.334717 ao longo de 2030.
Quanto será Peruvian Sol em 2031?
Nossa simulação experimental indica que o preço de Peruvian Sol poderia aumentar 195.98% em 2031, potencialmente atingindo $0.883459 sob condições ideais. O preço provavelmente oscilará entre $0.883459 e $0.395739 durante o ano.
Quanto será Peruvian Sol em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Peruvian Sol, WPEN poderia ver um 449.04% aumento em valor, atingindo $1.63 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $1.63 e $0.604065 ao longo do ano.
Quanto será Peruvian Sol em 2033?
De acordo com nossa previsão experimental de preços de Peruvian Sol, espera-se que o valor de WPEN seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $4.36. Ao longo do ano, o preço de WPEN poderia variar entre $4.36 e $1.40.
Quanto será Peruvian Sol em 2034?
Os resultados da nossa nova simulação de previsão de preços de Peruvian Sol sugerem que WPEN pode aumentar 746.96% em 2034, atingindo potencialmente $2.52 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $2.52 e $1.12.
Quanto será Peruvian Sol em 2035?
Com base em nossa previsão experimental para o preço de Peruvian Sol, WPEN poderia aumentar 897.93%, com o valor potencialmente atingindo $2.97 em 2035. A faixa de preço esperada para o ano está entre $2.97 e $1.33.
Quanto será Peruvian Sol em 2036?
Nossa recente simulação de previsão de preços de Peruvian Sol sugere que o valor de WPEN pode aumentar 1964.7% em 2036, possivelmente atingindo $6.16 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $6.16 e $2.20.
Quanto será Peruvian Sol em 2037?
De acordo com a simulação experimental, o valor de Peruvian Sol poderia aumentar 4830.69% em 2037, com um pico de $14.71 sob condições favoráveis. O preço é esperado para cair entre $14.71 e $5.73 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de Peruvian Sol?
Traders de Peruvian Sol utilizam indicadores e padrões de gráfico para prever a direção do mercado. Eles também identificam níveis-chave de suporte e resistência para avaliar quando uma tendência de baixa pode desacelerar ou uma tendência de alta pode estagnar.
Indicadores de Previsão de Preço de Peruvian Sol
Médias móveis são ferramentas populares para a previsão de preço de Peruvian Sol. Uma média móvel simples (SMA) calcula o preço médio de fechamento de WPEN em um período específico, como uma SMA de 12 dias. Uma média móvel exponencial (EMA) dá mais peso aos preços recentes, reagindo mais rapidamente às mudanças de preço.
Médias móveis comumente usadas no mercado de criptomoedas incluem as de 50 dias, 100 dias e 200 dias, que ajudam a identificar níveis-chave de resistência e suporte. Um movimento de preço de WPEN acima dessas médias é visto como altista, enquanto uma queda abaixo indica fraqueza.
Traders também usam RSI e níveis de retração de Fibonacci para avaliar a direção futura de WPEN.
Como ler gráficos de Peruvian Sol e prever movimentos de preço?
A maioria dos traders prefere gráficos de velas em vez de gráficos de linha simples porque eles fornecem informações mais detalhadas. Velas podem representar a ação de preço de Peruvian Sol em diferentes períodos de tempo, como 5 minutos para tendências de curto prazo e semanal para tendências de longo prazo. Opções populares incluem gráficos de 1 hora, 4 horas e 1 dia.
Por exemplo, um gráfico de velas de 1 hora mostra os preços de abertura, fechamento, máximo e mínimo de WPEN dentro de cada hora. A cor da vela é crucial: verde indica que o preço fechou mais alto do que abriu, enquanto vermelho significa o oposto. Alguns gráficos usam velas vazias e preenchidas para transmitir a mesma informação.
O que afeta o preço de Peruvian Sol?
A ação de preço de Peruvian Sol é impulsionada pela oferta e demanda, influenciada por fatores como reduções pela metade das recompensas de bloco, hard forks e atualizações de protocolo. Eventos do mundo real, como regulamentações, adoção por empresas e governos e hacks de exchanges de criptomoedas, também impactam o preço de WPEN. A capitalização de mercado de Peruvian Sol pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de WPEN, grandes detentores de Peruvian Sol, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Peruvian Sol.
Padrões de previsão de preço altistas e baixistas
Traders frequentemente identificam padrões de velas para ganhar vantagem em previsões de preço de criptomoedas. Certas formações indicam tendências altistas, enquanto outras sugerem movimentos baixistas.
Padrões de velas altistas comumente seguidos:
- Martelo
- Engolfo de Alta
- Linha de Perfuração
- Estrela da Manhã
- Três Soldados Brancos
Padrões de velas baixistas comuns:
- Harami de Baixa
- Nuvem Negra
- Estrela da Noite
- Estrela Cadente
- Homem Enforcado


