Previsão de Preço Peruvian Sol - Projeção WPEN
Previsão de Preço Peruvian Sol até $0.307864 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.103136 | $0.307864 |
| 2027 | $0.099286 | $0.260826 |
| 2028 | $0.179183 | $0.438875 |
| 2029 | $0.393613 | $1.29 |
| 2030 | $0.334751 | $0.967865 |
| 2031 | $0.39578 | $0.883551 |
| 2032 | $0.604128 | $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 $3,954.43, 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' => 0.2985
'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' => '$0.2985'
'change_24h_pct' => '-0.0004%'
'ath_price' => '$0.3027'
'ath_days' => 21
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '16 de dez. de 2025'
'ath_pct' => '-1.42%'
'fdv' => '$29.96K'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$14.71'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.3010675'
'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' => '$0.263831'
'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' => '$0.103136'
'current_year_max_price_prediction' => '$0.307864'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.334751'
'grand_prediction_max_price' => '$0.967865'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.30416966433216
107 => 0.30530532344519
108 => 0.30786402141503
109 => 0.28600022740948
110 => 0.2958164290307
111 => 0.30158252782947
112 => 0.27553108368418
113 => 0.30106757454049
114 => 0.28561962739839
115 => 0.28037636211798
116 => 0.28743572807038
117 => 0.28468468629327
118 => 0.28231950211991
119 => 0.28099968871215
120 => 0.2861833079538
121 => 0.28594148592041
122 => 0.27746007874393
123 => 0.26639642882859
124 => 0.2701097528921
125 => 0.26876066744723
126 => 0.26387140775952
127 => 0.26716617845757
128 => 0.25265767574864
129 => 0.22769655092429
130 => 0.24418663456319
131 => 0.24355178428085
201 => 0.24323166398033
202 => 0.25562350608252
203 => 0.25443231639284
204 => 0.25227029544189
205 => 0.26383170054928
206 => 0.25961163216224
207 => 0.27261688855793
208 => 0.28118299154738
209 => 0.27901035074485
210 => 0.28706681201
211 => 0.27019530037867
212 => 0.27579933977504
213 => 0.27695432452776
214 => 0.26368903460488
215 => 0.25462720975776
216 => 0.25402288935283
217 => 0.2383109338643
218 => 0.2467041336638
219 => 0.25408980215315
220 => 0.25055264009778
221 => 0.24943288026076
222 => 0.25515349042181
223 => 0.25559803082504
224 => 0.24546246252119
225 => 0.24756996812327
226 => 0.25635861682757
227 => 0.24734851672527
228 => 0.22984336401798
301 => 0.22550184411891
302 => 0.22492260533428
303 => 0.2131480590377
304 => 0.22579196523835
305 => 0.22027256134614
306 => 0.237708292109
307 => 0.22774909620696
308 => 0.22731977517681
309 => 0.22667079347205
310 => 0.21653595507419
311 => 0.21875484058074
312 => 0.22613075395032
313 => 0.22876256293619
314 => 0.22848804369719
315 => 0.22609460795089
316 => 0.22719031057917
317 => 0.22366067064537
318 => 0.22241428132165
319 => 0.21848033376957
320 => 0.21269851764878
321 => 0.21350251464231
322 => 0.20204722401253
323 => 0.19580577369913
324 => 0.19407822251338
325 => 0.19176806886845
326 => 0.19433916051466
327 => 0.20201477261346
328 => 0.19275635595036
329 => 0.17688344998389
330 => 0.1778374386786
331 => 0.1799807680338
401 => 0.17598668795992
402 => 0.17220662636772
403 => 0.17549308323604
404 => 0.16876752372923
405 => 0.18079351976846
406 => 0.18046825027806
407 => 0.18495079791888
408 => 0.18775382694982
409 => 0.18129375252493
410 => 0.17966906127697
411 => 0.1805945592499
412 => 0.16529813932943
413 => 0.18370075407208
414 => 0.18385990064856
415 => 0.18249719104005
416 => 0.19229601527352
417 => 0.21297459073608
418 => 0.20519447885329
419 => 0.20218178437715
420 => 0.19645464997575
421 => 0.20408571652203
422 => 0.20349976967446
423 => 0.20084989581599
424 => 0.19924724383828
425 => 0.20220017924721
426 => 0.19888134246243
427 => 0.19828518818035
428 => 0.19467314185319
429 => 0.19338380565203
430 => 0.19242923245865
501 => 0.19137834116716
502 => 0.19369634549039
503 => 0.18844344273507
504 => 0.18210895696056
505 => 0.1815823130085
506 => 0.18303642326316
507 => 0.18239308772125
508 => 0.18157923296543
509 => 0.18002536259642
510 => 0.17956436245113
511 => 0.18106238927787
512 => 0.17937120433087
513 => 0.18186663984378
514 => 0.18118801946301
515 => 0.17739730118084
516 => 0.1726726626976
517 => 0.17263060350483
518 => 0.17161268789358
519 => 0.17031621931801
520 => 0.16995557141947
521 => 0.17521630700527
522 => 0.18610587222731
523 => 0.18396799000901
524 => 0.18551282901071
525 => 0.19311190791573
526 => 0.19552742658736
527 => 0.19381294864893
528 => 0.19146606550242
529 => 0.19156931645023
530 => 0.19958932661171
531 => 0.20008952480794
601 => 0.20135336427975
602 => 0.20297775516202
603 => 0.19408958944025
604 => 0.19115068464404
605 => 0.18975806850736
606 => 0.18546934981667
607 => 0.19009436523763
608 => 0.18739956681474
609 => 0.18776318718941
610 => 0.18752637894339
611 => 0.18765569225862
612 => 0.18079015825748
613 => 0.18329159800565
614 => 0.17913246926209
615 => 0.17356386275858
616 => 0.17354519483698
617 => 0.17490810338967
618 => 0.17409739205191
619 => 0.17191578868729
620 => 0.17222567514836
621 => 0.16951074367156
622 => 0.17255531698506
623 => 0.17264262445369
624 => 0.17147029788896
625 => 0.17616088314857
626 => 0.17808261975658
627 => 0.17731096929801
628 => 0.17802847870335
629 => 0.18405682866714
630 => 0.18503971274659
701 => 0.185476244929
702 => 0.184891349634
703 => 0.17813866587429
704 => 0.17843817611366
705 => 0.17624056870532
706 => 0.17438382202343
707 => 0.17445808215335
708 => 0.17541269130801
709 => 0.17958152547351
710 => 0.18835459120861
711 => 0.18868752264023
712 => 0.18909104524765
713 => 0.18744971600907
714 => 0.18695467540531
715 => 0.18760776174249
716 => 0.19090246396671
717 => 0.19937733259033
718 => 0.1963817480013
719 => 0.19394629110137
720 => 0.19608284339707
721 => 0.195753937918
722 => 0.19297764467584
723 => 0.19289972337127
724 => 0.18757112900492
725 => 0.18560126899391
726 => 0.18395510652724
727 => 0.18215754008779
728 => 0.18109188244752
729 => 0.18272921691572
730 => 0.18310369468096
731 => 0.17952363425054
801 => 0.17903568524265
802 => 0.18195923987111
803 => 0.18067269248023
804 => 0.18199593837659
805 => 0.18230294277514
806 => 0.18225350799606
807 => 0.18091020476095
808 => 0.18176638618513
809 => 0.17974126187698
810 => 0.17753924335571
811 => 0.17613449272973
812 => 0.17490866149544
813 => 0.17558882390996
814 => 0.17316416909496
815 => 0.17238847322099
816 => 0.18147633118331
817 => 0.18818962957102
818 => 0.1880920155537
819 => 0.18749781532758
820 => 0.18661495432068
821 => 0.19083787718505
822 => 0.18936669529911
823 => 0.1904371030425
824 => 0.19070956673806
825 => 0.19153423228371
826 => 0.19182897933388
827 => 0.19093804903327
828 => 0.18794797812647
829 => 0.18049700571411
830 => 0.17702855794265
831 => 0.1758839124065
901 => 0.17592551809775
902 => 0.17477784739715
903 => 0.17511588785347
904 => 0.17466029072178
905 => 0.17379749997515
906 => 0.17553554901263
907 => 0.17573584297316
908 => 0.17533016155967
909 => 0.17542571421843
910 => 0.17206684538354
911 => 0.17232221288597
912 => 0.17090029418187
913 => 0.17063370156634
914 => 0.167039214903
915 => 0.16067106074971
916 => 0.16419963632231
917 => 0.15993761322341
918 => 0.15832352049567
919 => 0.16596438442587
920 => 0.16519745361186
921 => 0.16388480143507
922 => 0.16194311528493
923 => 0.16122292500433
924 => 0.15684727684395
925 => 0.15658874020746
926 => 0.15875742958818
927 => 0.15775665405902
928 => 0.15635118619275
929 => 0.15126072405111
930 => 0.14553735920982
1001 => 0.14571011161859
1002 => 0.14753060748761
1003 => 0.15282394475413
1004 => 0.15075574630844
1005 => 0.14925524460624
1006 => 0.14897424574234
1007 => 0.15249153483508
1008 => 0.15746923579615
1009 => 0.15980466171731
1010 => 0.15749032555738
1011 => 0.15483174078957
1012 => 0.15499355652569
1013 => 0.15607004412338
1014 => 0.15618316774918
1015 => 0.15445270237227
1016 => 0.15493981823961
1017 => 0.15419984469431
1018 => 0.14965862841267
1019 => 0.14957649221049
1020 => 0.14846200449797
1021 => 0.14842825825296
1022 => 0.14653223663198
1023 => 0.14626697010062
1024 => 0.14250230409188
1025 => 0.14498021865929
1026 => 0.14331816366382
1027 => 0.14081305474651
1028 => 0.14038117302494
1029 => 0.14036819013887
1030 => 0.14294037686485
1031 => 0.1449501611598
1101 => 0.14334707582206
1102 => 0.14298208436516
1103 => 0.14687923822933
1104 => 0.14638328987677
1105 => 0.14595380180197
1106 => 0.15702353727099
1107 => 0.14826097786503
1108 => 0.14444000181463
1109 => 0.13971081836858
1110 => 0.14125066434523
1111 => 0.14157513251755
1112 => 0.1302022988292
1113 => 0.12558834161823
1114 => 0.12400500537674
1115 => 0.12309377298467
1116 => 0.12350903302827
1117 => 0.1193559303752
1118 => 0.12214688404404
1119 => 0.11855064819951
1120 => 0.11794772755701
1121 => 0.12437824273517
1122 => 0.12527301135568
1123 => 0.12145565043774
1124 => 0.12390701412166
1125 => 0.12301811557336
1126 => 0.11861229534124
1127 => 0.11844402541539
1128 => 0.11623333969498
1129 => 0.11277404461564
1130 => 0.11119305393911
1201 => 0.11036966026798
1202 => 0.11070940854431
1203 => 0.11053762141933
1204 => 0.10941659422753
1205 => 0.11060187738573
1206 => 0.10757396870935
1207 => 0.10636823107689
1208 => 0.10582362736121
1209 => 0.10313618413099
1210 => 0.1074131014217
1211 => 0.10825570800715
1212 => 0.10909997478787
1213 => 0.11644874070863
1214 => 0.11608161713062
1215 => 0.11940023547935
1216 => 0.11927128007286
1217 => 0.11832475636176
1218 => 0.11433152852018
1219 => 0.11592315796539
1220 => 0.11102436992717
1221 => 0.11469487501061
1222 => 0.11301980977448
1223 => 0.11412853376931
1224 => 0.112134948057
1225 => 0.11323828070333
1226 => 0.1084555212872
1227 => 0.10398944783967
1228 => 0.10578672616777
1229 => 0.10774057325412
1230 => 0.11197701156831
1231 => 0.10945382385824
]
'min_raw' => 0.10313618413099
'max_raw' => 0.30786402141503
'avg_raw' => 0.20550010277301
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.103136'
'max' => '$0.307864'
'avg' => '$0.2055001'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.19537681586901
'max_diff' => 0.0093510214150345
'year' => 2026
]
1 => [
'items' => [
101 => 0.11036125757107
102 => 0.10732150653565
103 => 0.10104963188761
104 => 0.10108513001699
105 => 0.10012033874261
106 => 0.099286618219709
107 => 0.10974364231919
108 => 0.10844314607133
109 => 0.10637097550511
110 => 0.10914465815278
111 => 0.10987806386909
112 => 0.10989894289878
113 => 0.11192255015941
114 => 0.11300254971716
115 => 0.1131929043202
116 => 0.11637709406773
117 => 0.11744439247062
118 => 0.12184044354242
119 => 0.11291091930022
120 => 0.11272702162469
121 => 0.10918368955574
122 => 0.10693645233975
123 => 0.10933755981052
124 => 0.11146461324576
125 => 0.10924978303512
126 => 0.10953899310301
127 => 0.10656576450349
128 => 0.10762855382441
129 => 0.10854397116077
130 => 0.10803853151338
131 => 0.10728186389768
201 => 0.11129021912067
202 => 0.11106405201012
203 => 0.11479672454545
204 => 0.11770660971272
205 => 0.12292164413667
206 => 0.11747948384939
207 => 0.11728114989789
208 => 0.11921989608754
209 => 0.11744409565868
210 => 0.11856634023117
211 => 0.1227408331862
212 => 0.12282903364426
213 => 0.12135156233189
214 => 0.12126165806826
215 => 0.12154542259556
216 => 0.12320744029523
217 => 0.12262668024232
218 => 0.12329875047859
219 => 0.12413918460015
220 => 0.1276155764636
221 => 0.12845372277261
222 => 0.12641746177076
223 => 0.12660131334018
224 => 0.12583969582887
225 => 0.12510398285598
226 => 0.12675775817678
227 => 0.12978006508056
228 => 0.12976126346617
301 => 0.1304623799226
302 => 0.13089916966659
303 => 0.12902414833574
304 => 0.12780357839581
305 => 0.12827162257766
306 => 0.12902003541712
307 => 0.12802892238068
308 => 0.12191131359153
309 => 0.1237670053038
310 => 0.12345812746419
311 => 0.12301824785976
312 => 0.12488416022608
313 => 0.12470418842642
314 => 0.11931333430469
315 => 0.11965843929498
316 => 0.11933432128218
317 => 0.12038161288986
318 => 0.11738753847495
319 => 0.11830849559958
320 => 0.11888611127471
321 => 0.11922633134481
322 => 0.12045543952911
323 => 0.12031121787
324 => 0.12044647450829
325 => 0.12226891747308
326 => 0.13148620860208
327 => 0.13198788542143
328 => 0.1295174452833
329 => 0.1305043373912
330 => 0.1286097203536
331 => 0.12988158946377
401 => 0.13075177000698
402 => 0.12681959145832
403 => 0.1265867533643
404 => 0.12468431656823
405 => 0.12570657834291
406 => 0.12408008635617
407 => 0.12447917059744
408 => 0.12336329626731
409 => 0.12537164789318
410 => 0.1276172970772
411 => 0.12818463674446
412 => 0.12669221033499
413 => 0.12561159525884
414 => 0.12371439116186
415 => 0.12686948385709
416 => 0.12779212911089
417 => 0.12686463759436
418 => 0.12664971754389
419 => 0.1262424444366
420 => 0.1267361224589
421 => 0.12778710418669
422 => 0.12729148061245
423 => 0.127618848715
424 => 0.12637125908861
425 => 0.12902476904582
426 => 0.13323918145983
427 => 0.13325273148487
428 => 0.13275710523903
429 => 0.13255430565765
430 => 0.133062848263
501 => 0.13333871176488
502 => 0.13498324529979
503 => 0.13674789530385
504 => 0.14498274689569
505 => 0.14267043352099
506 => 0.14997688374679
507 => 0.15575533725157
508 => 0.15748804279651
509 => 0.15589403522526
510 => 0.15044102143062
511 => 0.15017347055888
512 => 0.15832257537111
513 => 0.15602008000901
514 => 0.15574620551217
515 => 0.15283264358403
516 => 0.15455491953522
517 => 0.15417823252043
518 => 0.15358361363943
519 => 0.15686959617952
520 => 0.16302066215289
521 => 0.16206196083661
522 => 0.16134633477688
523 => 0.15821066969876
524 => 0.16009904045194
525 => 0.15942662779609
526 => 0.16231573928923
527 => 0.16060429364235
528 => 0.15600263634207
529 => 0.1567354654344
530 => 0.15662469979135
531 => 0.15890424887655
601 => 0.15821998482306
602 => 0.15649108625286
603 => 0.1629996384781
604 => 0.16257700929907
605 => 0.16317620084846
606 => 0.16343998349912
607 => 0.16740162454507
608 => 0.16902458212322
609 => 0.16939302190734
610 => 0.17093470608254
611 => 0.16935466340062
612 => 0.17567596067965
613 => 0.17987925451228
614 => 0.18476159659841
615 => 0.19189601063607
616 => 0.19457861631126
617 => 0.19409402760711
618 => 0.19950325890653
619 => 0.20922352731112
620 => 0.19605877176479
621 => 0.2099212913216
622 => 0.2055325776804
623 => 0.19512701658669
624 => 0.19445702112576
625 => 0.20150378790947
626 => 0.21713283840956
627 => 0.21321793852251
628 => 0.2171392417833
629 => 0.21256483323731
630 => 0.21233767529685
701 => 0.2169170729705
702 => 0.22761708524493
703 => 0.22253391049731
704 => 0.21524593305101
705 => 0.22062726218387
706 => 0.21596545687049
707 => 0.20546110474229
708 => 0.21321494487235
709 => 0.20803017279403
710 => 0.20954336492413
711 => 0.22044098465612
712 => 0.21912975421844
713 => 0.22082660782146
714 => 0.21783170562651
715 => 0.2150339947237
716 => 0.20981185956287
717 => 0.2082658427899
718 => 0.20869310620609
719 => 0.20826563105937
720 => 0.20534389443078
721 => 0.20471294568402
722 => 0.20366133679692
723 => 0.20398727436371
724 => 0.20200994199693
725 => 0.20574157671076
726 => 0.2064342009967
727 => 0.20914977354892
728 => 0.20943171329986
729 => 0.21699454420404
730 => 0.21282906403023
731 => 0.21562362776108
801 => 0.21537365567754
802 => 0.19535253664801
803 => 0.19811127020245
804 => 0.20240299387488
805 => 0.20046957817775
806 => 0.1977361807316
807 => 0.19552881573833
808 => 0.19218443205887
809 => 0.19689158786451
810 => 0.20308099719871
811 => 0.20958868693466
812 => 0.21740724975168
813 => 0.21566223754903
814 => 0.20944252434127
815 => 0.20972153613227
816 => 0.21144627723712
817 => 0.20921258079709
818 => 0.20855382010999
819 => 0.21135577363467
820 => 0.21137506914867
821 => 0.20880493144318
822 => 0.20594869371376
823 => 0.20593672597339
824 => 0.20542848605742
825 => 0.21265524798929
826 => 0.21662923634378
827 => 0.21708484770422
828 => 0.2165985700691
829 => 0.21678571903119
830 => 0.21447334276857
831 => 0.21975874919104
901 => 0.22460916079681
902 => 0.22330914687253
903 => 0.22136024119217
904 => 0.21980784394575
905 => 0.22294345141717
906 => 0.22280382775237
907 => 0.22456679668284
908 => 0.22448681822875
909 => 0.22389399808605
910 => 0.22330916804401
911 => 0.22562795305452
912 => 0.22496018021004
913 => 0.22429137012989
914 => 0.22294996912445
915 => 0.2231322877994
916 => 0.22118371862508
917 => 0.22028222136458
918 => 0.20672586556107
919 => 0.20310316432367
920 => 0.20424293987984
921 => 0.20461818358719
922 => 0.20304157936605
923 => 0.20530202482277
924 => 0.20494973679274
925 => 0.20632028343597
926 => 0.2054640253955
927 => 0.20549916652415
928 => 0.20801723884771
929 => 0.20874824595588
930 => 0.20837644984071
1001 => 0.20863684309535
1002 => 0.21463749574336
1003 => 0.21378439482688
1004 => 0.21333120196794
1005 => 0.21345673948704
1006 => 0.21499003489405
1007 => 0.21541927389319
1008 => 0.21360055809175
1009 => 0.21445827497758
1010 => 0.21811032461696
1011 => 0.21938833530263
1012 => 0.22346713193137
1013 => 0.22173438662865
1014 => 0.22491491562325
1015 => 0.2346907774304
1016 => 0.24250041228014
1017 => 0.23531834932551
1018 => 0.24965974917605
1019 => 0.26082658611132
1020 => 0.26039798431041
1021 => 0.25845078799715
1022 => 0.24573764103207
1023 => 0.23403881365245
1024 => 0.24382537951395
1025 => 0.24385032748295
1026 => 0.24300965279618
1027 => 0.2377882945173
1028 => 0.24282796084602
1029 => 0.24322799125781
1030 => 0.24300408060388
1031 => 0.23900087745359
1101 => 0.2328887261587
1102 => 0.2340830258913
1103 => 0.23603931321635
1104 => 0.23233565318574
1105 => 0.23115210939329
1106 => 0.23335254248188
1107 => 0.24044279637176
1108 => 0.23910242494492
1109 => 0.2390674224301
1110 => 0.24480209980006
1111 => 0.24069730842401
1112 => 0.2340980898356
1113 => 0.23243170010903
1114 => 0.22651713919433
1115 => 0.23060234748506
1116 => 0.23074936685869
1117 => 0.22851194002767
1118 => 0.23427964469178
1119 => 0.23422649427791
1120 => 0.23970207144693
1121 => 0.25016931846123
1122 => 0.24707363845716
1123 => 0.24347369942145
1124 => 0.24386511261012
1125 => 0.24815794919969
1126 => 0.24556240220171
1127 => 0.24649577899898
1128 => 0.24815653642212
1129 => 0.24915851260979
1130 => 0.24372094365625
1201 => 0.24245318622419
1202 => 0.23985979944059
1203 => 0.23918323323661
1204 => 0.24129549265906
1205 => 0.24073898692847
1206 => 0.23073701044962
1207 => 0.22969174825711
1208 => 0.22972380495626
1209 => 0.22709544347368
1210 => 0.22308656133371
1211 => 0.23362166423964
1212 => 0.23277554803762
1213 => 0.23184150123479
1214 => 0.23195591663854
1215 => 0.23652884774223
1216 => 0.23387631676353
1217 => 0.24092850511168
1218 => 0.23947878719549
1219 => 0.23799188948503
1220 => 0.23778635492943
1221 => 0.23721402616706
1222 => 0.23525129788672
1223 => 0.23288118554653
1224 => 0.23131623208393
1225 => 0.21337699676766
1226 => 0.21670641449463
1227 => 0.22053660610353
1228 => 0.22185877289839
1229 => 0.21959711510462
1230 => 0.23534060192139
1231 => 0.23821708867082
]
'min_raw' => 0.099286618219709
'max_raw' => 0.26082658611132
'avg_raw' => 0.18005660216552
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.099286'
'max' => '$0.260826'
'avg' => '$0.180056'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0038495659112852
'max_diff' => -0.047037435303712
'year' => 2027
]
2 => [
'items' => [
101 => 0.22950402267819
102 => 0.22787416378311
103 => 0.23544745519921
104 => 0.23087983467808
105 => 0.23293663391906
106 => 0.22849095896909
107 => 0.23752422724625
108 => 0.23745540887684
109 => 0.23394126349141
110 => 0.23691139510735
111 => 0.23639526164773
112 => 0.23242780016253
113 => 0.23765000285196
114 => 0.23765259299934
115 => 0.23427030446997
116 => 0.23032053194584
117 => 0.22961440590798
118 => 0.22908243479315
119 => 0.23280580163524
120 => 0.23614416070319
121 => 0.24235601927925
122 => 0.24391782811539
123 => 0.25001367197835
124 => 0.24638389375921
125 => 0.24799292743025
126 => 0.24973976109189
127 => 0.25057725738695
128 => 0.24921260211667
129 => 0.25868195678528
130 => 0.25948146045284
131 => 0.2597495271169
201 => 0.25655651400136
202 => 0.25939265698198
203 => 0.25806571960453
204 => 0.26151804202683
205 => 0.26205941026412
206 => 0.26160089062687
207 => 0.2617727294503
208 => 0.25369230574927
209 => 0.25327329315275
210 => 0.24756002666729
211 => 0.24988822499045
212 => 0.24553576981876
213 => 0.24691597818896
214 => 0.24752436088744
215 => 0.24720657629117
216 => 0.25001985783044
217 => 0.24762799380661
218 => 0.24131547138887
219 => 0.23500122912861
220 => 0.23492195896051
221 => 0.23325953042901
222 => 0.23205789908972
223 => 0.23228937591583
224 => 0.23310513044304
225 => 0.23201048595364
226 => 0.23224408385534
227 => 0.2361233654782
228 => 0.2369013277419
229 => 0.23425750800038
301 => 0.22364219023683
302 => 0.22103716463115
303 => 0.22290960537661
304 => 0.22201469930091
305 => 0.17918318987267
306 => 0.18924581768407
307 => 0.18326694593309
308 => 0.1860222851106
309 => 0.17991940527418
310 => 0.18283201941146
311 => 0.18229416593194
312 => 0.19847457367788
313 => 0.19822193886635
314 => 0.19834286178149
315 => 0.19257089597876
316 => 0.20176579422846
317 => 0.20629553174411
318 => 0.20545719788503
319 => 0.20566818845616
320 => 0.2020426713988
321 => 0.1983779647116
322 => 0.19431324100116
323 => 0.20186499524011
324 => 0.20102536908148
325 => 0.20295116940142
326 => 0.20784902183592
327 => 0.20857024921203
328 => 0.20953958611949
329 => 0.20919214784026
330 => 0.21746953721841
331 => 0.21646709074874
401 => 0.21888269831711
402 => 0.21391361027639
403 => 0.20829061548816
404 => 0.20935936296785
405 => 0.20925643399123
406 => 0.20794602998249
407 => 0.20676305583552
408 => 0.20479373718172
409 => 0.21102495280668
410 => 0.21077197683184
411 => 0.21486736381205
412 => 0.21414346438283
413 => 0.20930908682627
414 => 0.20948174756646
415 => 0.2106429740222
416 => 0.21466199204416
417 => 0.21585511022869
418 => 0.21530241034808
419 => 0.2166106099695
420 => 0.21764455761068
421 => 0.21674045787429
422 => 0.22954060356388
423 => 0.22422509065052
424 => 0.22681583465939
425 => 0.22743371183995
426 => 0.22585103243449
427 => 0.22619425892604
428 => 0.2267141535371
429 => 0.22987085180971
430 => 0.23815494147503
501 => 0.2418239083961
502 => 0.25286217640177
503 => 0.24151925176779
504 => 0.2408462095617
505 => 0.24283453495328
506 => 0.24931516679194
507 => 0.25456711020237
508 => 0.2563094828235
509 => 0.25653976612882
510 => 0.25980857299679
511 => 0.26168219213388
512 => 0.25941165386486
513 => 0.25748761041714
514 => 0.25059592560847
515 => 0.25139365689051
516 => 0.25688923435171
517 => 0.26465206120355
518 => 0.2713133742269
519 => 0.26898081457632
520 => 0.28677659817977
521 => 0.28854097743479
522 => 0.28829719727096
523 => 0.29231671578874
524 => 0.28433879009165
525 => 0.28092807229111
526 => 0.25790361044936
527 => 0.2643725450713
528 => 0.2737755214515
529 => 0.27253100226823
530 => 0.26570230947865
531 => 0.27130819405107
601 => 0.26945471329921
602 => 0.26799279612923
603 => 0.2746901220915
604 => 0.267326137085
605 => 0.2737020600679
606 => 0.26552487289185
607 => 0.26899146951232
608 => 0.26702366161013
609 => 0.26829707448831
610 => 0.26085272882255
611 => 0.26486951704252
612 => 0.26068561722662
613 => 0.26068363351335
614 => 0.26059127369302
615 => 0.26551361327217
616 => 0.26567413058913
617 => 0.2620365142029
618 => 0.26151227685139
619 => 0.26345065710382
620 => 0.26118132149082
621 => 0.26224312934112
622 => 0.26121348256892
623 => 0.26098168739283
624 => 0.25913470399297
625 => 0.25833897276044
626 => 0.25865099948018
627 => 0.25758589142491
628 => 0.25694412529497
629 => 0.26046361025676
630 => 0.25858329141729
701 => 0.26017542442704
702 => 0.25836098791923
703 => 0.25207136047078
704 => 0.24845412921358
705 => 0.23657360601224
706 => 0.2399429076544
707 => 0.24217675812894
708 => 0.24143847056043
709 => 0.24302459793695
710 => 0.24312197327588
711 => 0.24260630709712
712 => 0.24200923172304
713 => 0.24171860845128
714 => 0.24388467621581
715 => 0.24514215145961
716 => 0.24240095490912
717 => 0.24175873091076
718 => 0.24453023196891
719 => 0.24622084601334
720 => 0.25870339024343
721 => 0.25777864304878
722 => 0.26009957703488
723 => 0.25983827548568
724 => 0.26227098405689
725 => 0.26624743443148
726 => 0.25816219898694
727 => 0.2595655162937
728 => 0.25922145529741
729 => 0.26297782303727
730 => 0.26298955000733
731 => 0.2607374199028
801 => 0.26195833616911
802 => 0.26127685420334
803 => 0.26250838422329
804 => 0.2577662924862
805 => 0.2635416483448
806 => 0.26681590296092
807 => 0.26686136598944
808 => 0.26841333669139
809 => 0.26999022880865
810 => 0.27301693590938
811 => 0.26990581559036
812 => 0.26430921299791
813 => 0.26471326962817
814 => 0.26143198357594
815 => 0.26148714258729
816 => 0.26119269946181
817 => 0.26207634544602
818 => 0.25796020308801
819 => 0.25892625347221
820 => 0.25757377727715
821 => 0.25956257627459
822 => 0.25742295731359
823 => 0.25922128938078
824 => 0.25999738988533
825 => 0.26286121745535
826 => 0.25699996765299
827 => 0.24504848253425
828 => 0.24756082960396
829 => 0.24384487094726
830 => 0.24418879706859
831 => 0.24488358256911
901 => 0.24263155544225
902 => 0.24306117124852
903 => 0.24304582234876
904 => 0.24291355382278
905 => 0.24232771458966
906 => 0.24147813179689
907 => 0.2448626081555
908 => 0.24543769663968
909 => 0.24671604710162
910 => 0.25051955096295
911 => 0.2501394912344
912 => 0.25075938442019
913 => 0.24940616107617
914 => 0.24425156921838
915 => 0.24453148835575
916 => 0.24104089222737
917 => 0.24662678471069
918 => 0.24530397164046
919 => 0.24445114544868
920 => 0.24421844392087
921 => 0.24803137593259
922 => 0.24917226495088
923 => 0.24846133947689
924 => 0.24700321058874
925 => 0.2498032491111
926 => 0.25055242129555
927 => 0.25072013331924
928 => 0.25568126472674
929 => 0.25099740545362
930 => 0.25212485693422
1001 => 0.26092091154061
1002 => 0.25294410378518
1003 => 0.25716959675727
1004 => 0.25696278086469
1005 => 0.25912440008633
1006 => 0.25678546499558
1007 => 0.25681445889922
1008 => 0.25873383032726
1009 => 0.25603841931703
1010 => 0.25537099764525
1011 => 0.25444895938585
1012 => 0.25646219619316
1013 => 0.25766904060827
1014 => 0.26739532026454
1015 => 0.27367894049473
1016 => 0.27340615196867
1017 => 0.27589892845815
1018 => 0.27477590981842
1019 => 0.27114938639339
1020 => 0.2773394196725
1021 => 0.275380634141
1022 => 0.27554211404029
1023 => 0.27553610375037
1024 => 0.27683852488882
1025 => 0.27591564014709
1026 => 0.27409653958896
1027 => 0.27530414343331
1028 => 0.27889029512477
1029 => 0.29002182001165
1030 => 0.29625116881143
1031 => 0.2896468053921
1101 => 0.2942024068428
1102 => 0.29147066929915
1103 => 0.29097423132532
1104 => 0.29383548569266
1105 => 0.29670174830701
1106 => 0.29651917976967
1107 => 0.29443842029587
1108 => 0.29326305206643
1109 => 0.30216333407695
1110 => 0.30872091024995
1111 => 0.3082737275175
1112 => 0.31024744666692
1113 => 0.31604234713445
1114 => 0.31657216020915
1115 => 0.31650541593935
1116 => 0.31519221895344
1117 => 0.32089805102664
1118 => 0.32565795652667
1119 => 0.31488825179311
1120 => 0.31898921436987
1121 => 0.32083026859533
1122 => 0.32353348241449
1123 => 0.32809425723865
1124 => 0.33304846838347
1125 => 0.33374904815951
1126 => 0.33325195328258
1127 => 0.32998451785623
1128 => 0.33540547480692
1129 => 0.33858094425155
1130 => 0.3404718636365
1201 => 0.34526692057775
1202 => 0.32084163831946
1203 => 0.30355220952174
1204 => 0.3008522155526
1205 => 0.30634275946087
1206 => 0.30779057210321
1207 => 0.30720696064249
1208 => 0.28774613664456
1209 => 0.30074975834176
1210 => 0.31474056191238
1211 => 0.31527800565687
1212 => 0.32228209445823
1213 => 0.32456291287925
1214 => 0.33020212241125
1215 => 0.32984938831963
1216 => 0.33122244610125
1217 => 0.33090680389531
1218 => 0.34135225207767
1219 => 0.35287513258688
1220 => 0.35247613187537
1221 => 0.35081958146963
1222 => 0.35327984130596
1223 => 0.36517268885839
1224 => 0.36407778603476
1225 => 0.36514139086432
1226 => 0.37916372838015
1227 => 0.39739476180498
1228 => 0.38892461641331
1229 => 0.40730239469454
1230 => 0.41887023195841
1231 => 0.43887561036957
]
'min_raw' => 0.17918318987267
'max_raw' => 0.43887561036957
'avg_raw' => 0.30902940012112
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.179183'
'max' => '$0.438875'
'avg' => '$0.309029'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.079896571652957
'max_diff' => 0.17804902425825
'year' => 2028
]
3 => [
'items' => [
101 => 0.43637083846393
102 => 0.44415878547314
103 => 0.43188677399115
104 => 0.40370775504578
105 => 0.39924831743273
106 => 0.40817622446501
107 => 0.43012461273145
108 => 0.40748499161082
109 => 0.41206495747762
110 => 0.41074592699987
111 => 0.41067564147123
112 => 0.41335815422754
113 => 0.40946702956406
114 => 0.39361388768508
115 => 0.40087928918506
116 => 0.39807376875268
117 => 0.40118670283781
118 => 0.41798592422358
119 => 0.41055858800551
120 => 0.40273449264758
121 => 0.41254764453218
122 => 0.42504315904612
123 => 0.42426121220444
124 => 0.42274390850315
125 => 0.43129687002389
126 => 0.44542385667355
127 => 0.44924232439813
128 => 0.45206103920727
129 => 0.45244969235688
130 => 0.45645306134438
131 => 0.43492593731966
201 => 0.46909003600265
202 => 0.47498923208103
203 => 0.47388042771492
204 => 0.48043713587991
205 => 0.47850798601014
206 => 0.47571295052318
207 => 0.48610672761652
208 => 0.47419110091357
209 => 0.45727836894442
210 => 0.44799970969024
211 => 0.46021859668424
212 => 0.46768024459108
213 => 0.47261191920757
214 => 0.47410424096672
215 => 0.43659702667784
216 => 0.4163827184216
217 => 0.42933985825633
218 => 0.44514846310873
219 => 0.43483811972151
220 => 0.43524226566223
221 => 0.42054242550263
222 => 0.44644907278507
223 => 0.44267469218521
224 => 0.46225618541401
225 => 0.45758290490365
226 => 0.47355085248255
227 => 0.46934595674083
228 => 0.48680024387215
301 => 0.4937632315648
302 => 0.50545517160325
303 => 0.51405581029029
304 => 0.51910626983133
305 => 0.51880305918428
306 => 0.53881549601481
307 => 0.52701486119713
308 => 0.51219048267005
309 => 0.51192235643281
310 => 0.51960011213506
311 => 0.53569058179754
312 => 0.53986260647422
313 => 0.5421941991104
314 => 0.53862328382476
315 => 0.52581454048929
316 => 0.52028379005884
317 => 0.52499614966685
318 => 0.51923333880393
319 => 0.52918156711248
320 => 0.54284260940702
321 => 0.54002165819481
322 => 0.54945167515658
323 => 0.55921075064529
324 => 0.57316666690165
325 => 0.57681526019715
326 => 0.58284624617103
327 => 0.58905411181384
328 => 0.59104791095163
329 => 0.59485469214523
330 => 0.59483462852926
331 => 0.6063066198821
401 => 0.61896058160228
402 => 0.62373715921176
403 => 0.63472063604274
404 => 0.61591181687663
405 => 0.63017852227426
406 => 0.64304744766173
407 => 0.62770458429127
408 => 0.64885114701877
409 => 0.64967222013034
410 => 0.6620694492921
411 => 0.64950248251492
412 => 0.64204025775781
413 => 0.66358342102568
414 => 0.67400747912771
415 => 0.67086766799358
416 => 0.64697355023124
417 => 0.63306614882664
418 => 0.59666779681342
419 => 0.63978321706488
420 => 0.66078348057531
421 => 0.64691916462204
422 => 0.65391151914977
423 => 0.6920595381745
424 => 0.7065838339178
425 => 0.70356288193569
426 => 0.70407337309156
427 => 0.71191041944003
428 => 0.7466641988894
429 => 0.72583892865704
430 => 0.74175906744169
501 => 0.75020305164874
502 => 0.7580462947686
503 => 0.73878576854867
504 => 0.71372810692986
505 => 0.70579129364611
506 => 0.64554063163629
507 => 0.64240432302332
508 => 0.64064381795898
509 => 0.6295440825567
510 => 0.62082273100392
511 => 0.61388718844613
512 => 0.59568625364615
513 => 0.6018285348471
514 => 0.57282004360626
515 => 0.59137864830434
516 => 0.54508039584944
517 => 0.58363895625388
518 => 0.56265328486836
519 => 0.57674459879592
520 => 0.5766954355291
521 => 0.55074885893332
522 => 0.53578341504411
523 => 0.54531997835411
524 => 0.55554393123576
525 => 0.5572027331933
526 => 0.57045835497683
527 => 0.57415771408798
528 => 0.56294848327464
529 => 0.54412096747501
530 => 0.54849416998535
531 => 0.53569479223482
601 => 0.51326437504798
602 => 0.52937429226908
603 => 0.53487492631143
604 => 0.53730431966873
605 => 0.51524658051629
606 => 0.50831555997778
607 => 0.50462554279997
608 => 0.54127359033966
609 => 0.54328125311217
610 => 0.53300976651308
611 => 0.57943785992329
612 => 0.56892975247938
613 => 0.58066988304306
614 => 0.54809734769528
615 => 0.5493416624103
616 => 0.53392130217862
617 => 0.54255567351952
618 => 0.53645317815455
619 => 0.54185810164169
620 => 0.54509779049455
621 => 0.56051562039685
622 => 0.58381500310537
623 => 0.55821271074876
624 => 0.54705742533741
625 => 0.55397810166691
626 => 0.57240877472842
627 => 0.6003321878654
628 => 0.58380096527724
629 => 0.5911372411435
630 => 0.59273989105208
701 => 0.5805503795347
702 => 0.60078163254198
703 => 0.61162372538699
704 => 0.62274546919097
705 => 0.63240216771178
706 => 0.61830320014327
707 => 0.63339111644919
708 => 0.62123291928238
709 => 0.61032575953243
710 => 0.61034230119149
711 => 0.60350008055217
712 => 0.59024241588821
713 => 0.5877974991151
714 => 0.60051626492774
715 => 0.61071551063787
716 => 0.61155556936565
717 => 0.61720239584694
718 => 0.62054412959163
719 => 0.65329766315634
720 => 0.66647140530751
721 => 0.68258000784378
722 => 0.68885521636275
723 => 0.70774134421808
724 => 0.69248926211859
725 => 0.68918937821627
726 => 0.64337780964457
727 => 0.65087945143177
728 => 0.66289030373386
729 => 0.64357586417516
730 => 0.65582643050399
731 => 0.65824495179978
801 => 0.64291956690971
802 => 0.65110551715029
803 => 0.62936606027642
804 => 0.58428886385814
805 => 0.6008318163476
806 => 0.61301299767744
807 => 0.59562894999093
808 => 0.62678918261344
809 => 0.60858601799313
810 => 0.60281648871449
811 => 0.58030749801282
812 => 0.5909308751735
813 => 0.60529914489544
814 => 0.59642122469792
815 => 0.61484424213419
816 => 0.64093614806323
817 => 0.65953079402812
818 => 0.66095826005467
819 => 0.64900314844377
820 => 0.66816129109674
821 => 0.66830083725055
822 => 0.64669037407468
823 => 0.63345408570703
824 => 0.63044677314051
825 => 0.63795962955004
826 => 0.647081624181
827 => 0.66146446727083
828 => 0.67015571812234
829 => 0.69281789085981
830 => 0.69894962502716
831 => 0.70568654185144
901 => 0.71468914031688
902 => 0.7254990679935
903 => 0.70184756164657
904 => 0.70278728008566
905 => 0.68076332485279
906 => 0.6572275701318
907 => 0.67508827419179
908 => 0.69843876884033
909 => 0.69308213956795
910 => 0.6924794093488
911 => 0.69349303439399
912 => 0.68945431085377
913 => 0.67118731396345
914 => 0.66201374248258
915 => 0.67384999012058
916 => 0.68014042896941
917 => 0.68989635104002
918 => 0.68869372772228
919 => 0.71382393526663
920 => 0.72358877402034
921 => 0.72109051040613
922 => 0.72155025103522
923 => 0.7392290251693
924 => 0.75889145792361
925 => 0.77730792088455
926 => 0.7960419380139
927 => 0.77345734916333
928 => 0.76199028776881
929 => 0.77382136807136
930 => 0.76754363032832
1001 => 0.80361737349785
1002 => 0.80611504120682
1003 => 0.84218617583412
1004 => 0.87642197786625
1005 => 0.85491908400797
1006 => 0.87519534440472
1007 => 0.89712577317156
1008 => 0.93943312834664
1009 => 0.92518549951437
1010 => 0.91427203911767
1011 => 0.90395887177623
1012 => 0.92541893584454
1013 => 0.95302696543552
1014 => 0.958973470583
1015 => 0.96860908066172
1016 => 0.95847841485029
1017 => 0.97067968596392
1018 => 1.0137555345052
1019 => 1.0021160599883
1020 => 0.98558613503544
1021 => 1.0195903804103
1022 => 1.0318963846233
1023 => 1.1182663668947
1024 => 1.2273120372784
1025 => 1.1821664137071
1026 => 1.1541430683162
1027 => 1.1607292192057
1028 => 1.2005490066009
1029 => 1.2133378584953
1030 => 1.1785733504646
1031 => 1.1908527624171
1101 => 1.2585135295608
1102 => 1.294811360316
1103 => 1.2455140307013
1104 => 1.1095046534548
1105 => 0.98409779615126
1106 => 1.0173613418525
1107 => 1.013590288058
1108 => 1.0862833415013
1109 => 1.0018384623705
1110 => 1.0032602975641
1111 => 1.0774565663693
1112 => 1.0576622738982
1113 => 1.0255980551563
1114 => 0.98433190043247
1115 => 0.90804759676808
1116 => 0.84048046166736
1117 => 0.97299517338178
1118 => 0.96728089805029
1119 => 0.95900578056213
1120 => 0.97742115907079
1121 => 1.0668410098125
1122 => 1.0647795928291
1123 => 1.0516659097248
1124 => 1.0616125227807
1125 => 1.0238543657965
1126 => 1.0335855025886
1127 => 0.98407793106434
1128 => 1.0064574210121
1129 => 1.0255292597437
1130 => 1.0293582137324
1201 => 1.0379850425804
1202 => 0.96426973460927
1203 => 0.99736574372056
1204 => 1.0168065483967
1205 => 0.92897228560717
1206 => 1.0150703474301
1207 => 0.96298651509925
1208 => 0.94530848013326
1209 => 0.96910962531096
1210 => 0.95983429588784
1211 => 0.95185991231545
1212 => 0.94741006926476
1213 => 0.96488700344673
1214 => 0.96407168357769
1215 => 0.93547602712924
1216 => 0.8981741590003
1217 => 0.91069389033645
1218 => 0.90614535456892
1219 => 0.88966087417459
1220 => 0.90076942361662
1221 => 0.85185299378216
1222 => 0.76769481870676
1223 => 0.82329228699619
1224 => 0.82115184494545
1225 => 0.82007253700215
1226 => 0.8618524978205
1227 => 0.85783631861551
1228 => 0.85054691403192
1229 => 0.88952699854299
1230 => 0.87529874334033
1231 => 0.9191468732764
]
'min_raw' => 0.39361388768508
'max_raw' => 1.294811360316
'avg_raw' => 0.84421262400056
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.393613'
'max' => '$1.29'
'avg' => '$0.844212'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.21443069781241
'max_diff' => 0.85593574994648
'year' => 2029
]
4 => [
'items' => [
101 => 0.94802808757154
102 => 0.94070287741688
103 => 0.96786579905648
104 => 0.91098231966013
105 => 0.92987672974652
106 => 0.93377084147881
107 => 0.88904599035085
108 => 0.85849341520237
109 => 0.85645590676483
110 => 0.80348195186158
111 => 0.83178021098007
112 => 0.85668150794281
113 => 0.84475571911637
114 => 0.84098037064672
115 => 0.86026780720496
116 => 0.86176660621126
117 => 0.82759383003206
118 => 0.83469943231079
119 => 0.86433097502122
120 => 0.8339527934612
121 => 0.77493294893786
122 => 0.76029521148288
123 => 0.75834226747935
124 => 0.71864356256785
125 => 0.76127337509268
126 => 0.74266431951765
127 => 0.80145010310847
128 => 0.76787197879587
129 => 0.7664244929685
130 => 0.76423640584043
131 => 0.73006609059025
201 => 0.73754721799322
202 => 0.76241562488856
203 => 0.77128895263147
204 => 0.77036339185085
205 => 0.76229375612786
206 => 0.76598799403862
207 => 0.75408756657024
208 => 0.74988527794517
209 => 0.73662169911391
210 => 0.71712790238913
211 => 0.71983863438612
212 => 0.68121632224495
213 => 0.66017283674919
214 => 0.65434827731265
215 => 0.646559433009
216 => 0.65522804800207
217 => 0.68110691008729
218 => 0.64989151190565
219 => 0.59637490122881
220 => 0.59959134071835
221 => 0.60681772528191
222 => 0.59335140545504
223 => 0.58060666388147
224 => 0.59168718266613
225 => 0.56901148922534
226 => 0.60955797449982
227 => 0.60846130570336
228 => 0.62357452803586
301 => 0.63302513611491
302 => 0.61124454416339
303 => 0.60576678418856
304 => 0.60888716522053
305 => 0.55731421749671
306 => 0.61935991793109
307 => 0.61989649172495
308 => 0.61530202113852
309 => 0.64833944117374
310 => 0.71805870207777
311 => 0.6918275116749
312 => 0.68167000190898
313 => 0.66236056841888
314 => 0.68808924206373
315 => 0.68611368135764
316 => 0.67717944663554
317 => 0.67177599359911
318 => 0.68173202149765
319 => 0.670542331564
320 => 0.6685323557798
321 => 0.65635408940276
322 => 0.65200700238198
323 => 0.64878859221431
324 => 0.64524543885416
325 => 0.65306075226785
326 => 0.63535022388232
327 => 0.61399306283389
328 => 0.61221744598039
329 => 0.61712008022672
330 => 0.61495102953091
331 => 0.61220706140015
401 => 0.60696807896329
402 => 0.60541378478742
403 => 0.61046448682266
404 => 0.60476253869909
405 => 0.6131760737566
406 => 0.61088805776309
407 => 0.59810738641526
408 => 0.58217793790528
409 => 0.58203613240039
410 => 0.57860415884844
411 => 0.57423302452937
412 => 0.57301707495981
413 => 0.59075401228016
414 => 0.62746894171144
415 => 0.62026092255028
416 => 0.62546945510173
417 => 0.65109028018075
418 => 0.65923437002828
419 => 0.65345388795784
420 => 0.64554120757522
421 => 0.64588932535452
422 => 0.67292934955318
423 => 0.67461580269448
424 => 0.67887692571215
425 => 0.68435367298307
426 => 0.6543866017002
427 => 0.64447787899199
428 => 0.63978257645784
429 => 0.6253228619634
430 => 0.64091642436342
501 => 0.63183072333585
502 => 0.63305669481621
503 => 0.63225827928131
504 => 0.63269426815199
505 => 0.60954664093085
506 => 0.61798041968676
507 => 0.60395762674676
508 => 0.58518268113248
509 => 0.58511974093144
510 => 0.58971488227209
511 => 0.58698151239477
512 => 0.57962608433628
513 => 0.58067088817534
514 => 0.57151730715085
515 => 0.58178229864265
516 => 0.58207666186873
517 => 0.57812408100652
518 => 0.5939387166955
519 => 0.60041798584079
520 => 0.5978163124448
521 => 0.6002354454998
522 => 0.62056044828868
523 => 0.62387431058531
524 => 0.62534610931602
525 => 0.62337409399284
526 => 0.60060694923964
527 => 0.60161676892282
528 => 0.59420738211354
529 => 0.58794723104164
530 => 0.58819760425435
531 => 0.59141613566798
601 => 0.60547165111567
602 => 0.63505065475745
603 => 0.63617315632368
604 => 0.63753366096764
605 => 0.63199980484581
606 => 0.6303307408876
607 => 0.63253266707044
608 => 0.64364098564817
609 => 0.67221459690915
610 => 0.66211477432219
611 => 0.65390346134589
612 => 0.66110699658018
613 => 0.65999806879404
614 => 0.6506376022935
615 => 0.65037488517483
616 => 0.63240915723812
617 => 0.62576763667975
618 => 0.62021748499198
619 => 0.61415686423931
620 => 0.61056392510328
621 => 0.61608431257785
622 => 0.61734689050859
623 => 0.60527646681558
624 => 0.60363131266797
625 => 0.61348828121388
626 => 0.60915059686165
627 => 0.61361201278731
628 => 0.61464709955138
629 => 0.6144804267423
630 => 0.6099513860987
701 => 0.61283806154699
702 => 0.60601021355241
703 => 0.5985859543679
704 => 0.59384973955588
705 => 0.58971676396466
706 => 0.59200997903262
707 => 0.58383508603987
708 => 0.5812197732434
709 => 0.61186012085736
710 => 0.63449447507904
711 => 0.63416536260447
712 => 0.63216197505637
713 => 0.62918534753223
714 => 0.64342322680451
715 => 0.63846303436143
716 => 0.64207198880172
717 => 0.64299061917411
718 => 0.64577103663758
719 => 0.64676479689582
720 => 0.64376096318455
721 => 0.63367973036217
722 => 0.60855825666365
723 => 0.59686414284286
724 => 0.59300489050113
725 => 0.59314516699399
726 => 0.58927571509912
727 => 0.59041544209883
728 => 0.58887936456057
729 => 0.58597040532016
730 => 0.59183035899676
731 => 0.59250566406874
801 => 0.59113788085939
802 => 0.59146004331967
803 => 0.58013538253411
804 => 0.58099637189777
805 => 0.57620227371169
806 => 0.57530343809552
807 => 0.56318437535101
808 => 0.54171369901288
809 => 0.55361053791318
810 => 0.53924082947031
811 => 0.53379880314638
812 => 0.55956050935513
813 => 0.55697474857028
814 => 0.5525490501098
815 => 0.54600251969038
816 => 0.54357434787726
817 => 0.52882154460653
818 => 0.52794987028615
819 => 0.53526175794632
820 => 0.53188757337785
821 => 0.52714894034008
822 => 0.50998609182483
823 => 0.49068936766983
824 => 0.49127181447719
825 => 0.49740974340258
826 => 0.51525659956564
827 => 0.50828352410898
828 => 0.50322447785836
829 => 0.50227707056999
830 => 0.51413585631544
831 => 0.53091852263769
901 => 0.53879257418509
902 => 0.53098962824012
903 => 0.52202602407897
904 => 0.52257159713092
905 => 0.52620105022449
906 => 0.52658245442692
907 => 0.52074806959141
908 => 0.5223904147475
909 => 0.51989554227621
910 => 0.50458451452508
911 => 0.50430758658485
912 => 0.50055001345105
913 => 0.50043623562991
914 => 0.49404366635877
915 => 0.49314930172799
916 => 0.48045646743891
917 => 0.48881092940543
918 => 0.48320719494723
919 => 0.4747610453314
920 => 0.47330492595408
921 => 0.47326115324729
922 => 0.48193346037825
923 => 0.48870958844734
924 => 0.4833046743073
925 => 0.48207408012747
926 => 0.49521360647113
927 => 0.49354148197446
928 => 0.49209343294438
929 => 0.52941581894243
930 => 0.49987223812288
1001 => 0.48698955059692
1002 => 0.47104477842753
1003 => 0.4762364766464
1004 => 0.47733044374303
1005 => 0.43898614093686
1006 => 0.42342986206388
1007 => 0.41809153338067
1008 => 0.4150192497506
1009 => 0.41641932798013
1010 => 0.40241685242493
1011 => 0.4118267475776
1012 => 0.39970178734658
1013 => 0.39766899830582
1014 => 0.41934992919322
1015 => 0.42236670406804
1016 => 0.40949620521356
1017 => 0.41776114902263
1018 => 0.41476416550615
1019 => 0.399909634989
1020 => 0.39934230118577
1021 => 0.39188881993426
1022 => 0.380225565054
1023 => 0.37489514460682
1024 => 0.37211901535709
1025 => 0.37326450039121
1026 => 0.37268530810554
1027 => 0.36890568666079
1028 => 0.37290195158249
1029 => 0.36269314607821
1030 => 0.35862791746847
1031 => 0.35679174801804
1101 => 0.34773084553608
1102 => 0.36215077078651
1103 => 0.36499167771827
1104 => 0.3678381821143
1105 => 0.39261505949059
1106 => 0.3913772767156
1107 => 0.40256623017685
1108 => 0.40213144802051
1109 => 0.39894017724433
1110 => 0.3854767307782
1111 => 0.39084302057674
1112 => 0.37432641468342
1113 => 0.38670177883873
1114 => 0.38105417944581
1115 => 0.38479231980301
1116 => 0.37807080638623
1117 => 0.38179076943556
1118 => 0.36566536214249
1119 => 0.35060768370283
1120 => 0.35666733306799
1121 => 0.36325486493287
1122 => 0.37753831248785
1123 => 0.36903120895999
1124 => 0.37209068507781
1125 => 0.36184195223324
1126 => 0.34069588896908
1127 => 0.34081557339069
1128 => 0.33756271224953
1129 => 0.33475176529807
1130 => 0.37000835213556
1201 => 0.36562363823816
1202 => 0.35863717049982
1203 => 0.36798883519878
1204 => 0.37046156377606
1205 => 0.37053195888241
1206 => 0.37735469204537
1207 => 0.38099598595748
1208 => 0.38163777979176
1209 => 0.39237349783859
1210 => 0.39597196892034
1211 => 0.41079356203138
1212 => 0.38068704760934
1213 => 0.38006702375696
1214 => 0.36812043229896
1215 => 0.36054371512816
1216 => 0.36863921660581
1217 => 0.37581072576886
1218 => 0.36834327107916
1219 => 0.36931836301507
1220 => 0.35929391520762
1221 => 0.36287718360467
1222 => 0.36596357706659
1223 => 0.36425945200674
1224 => 0.36170829431156
1225 => 0.3752227438003
1226 => 0.37446020559659
1227 => 0.38704517165636
1228 => 0.39685605265951
1229 => 0.4144389053219
1230 => 0.39609028195385
1231 => 0.39542158518915
]
'min_raw' => 0.33475176529807
'max_raw' => 0.96786579905648
'avg_raw' => 0.65130878217728
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.334751'
'max' => '$0.967865'
'avg' => '$0.6513087'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.058862122387008
'max_diff' => -0.32694556125956
'year' => 2030
]
5 => [
'items' => [
101 => 0.40195820332647
102 => 0.39597096819816
103 => 0.39975469412692
104 => 0.4138292885786
105 => 0.41412666258091
106 => 0.40914526489748
107 => 0.40884214639574
108 => 0.40979887831136
109 => 0.41540248702414
110 => 0.41344441395839
111 => 0.41571034568242
112 => 0.41854392800049
113 => 0.43026482588206
114 => 0.43309069468039
115 => 0.42622529854543
116 => 0.42684516694784
117 => 0.42427732033402
118 => 0.4217968126801
119 => 0.42737263163706
120 => 0.43756255037391
121 => 0.4374991594183
122 => 0.43986302250153
123 => 0.44133568961909
124 => 0.43501392429233
125 => 0.43089868752236
126 => 0.43247673115929
127 => 0.43500005730005
128 => 0.43165845050038
129 => 0.41103250534996
130 => 0.41728909951812
131 => 0.41624769631671
201 => 0.41476461151896
202 => 0.42105566533585
203 => 0.42044887784808
204 => 0.40227323679926
205 => 0.40343678236848
206 => 0.40234399585911
207 => 0.40587501263398
208 => 0.39578028170451
209 => 0.39888535294936
210 => 0.4008328245259
211 => 0.40197990024567
212 => 0.40612392430263
213 => 0.40563767090969
214 => 0.406093698109
215 => 0.41223819180369
216 => 0.44331493237585
217 => 0.44500637079823
218 => 0.4366771093919
219 => 0.44000448503631
220 => 0.4336166514161
221 => 0.43790484692011
222 => 0.4408387213756
223 => 0.42758110686286
224 => 0.42679607697262
225 => 0.42038187849077
226 => 0.42382850543614
227 => 0.41834467414481
228 => 0.41969021452743
301 => 0.41592796631553
302 => 0.4226992640408
303 => 0.43027062705095
304 => 0.4321834523495
305 => 0.42715163251209
306 => 0.42350826333671
307 => 0.41711170726517
308 => 0.42774932256869
309 => 0.43086008545889
310 => 0.42773298305552
311 => 0.42700836510012
312 => 0.425635215384
313 => 0.4272996853037
314 => 0.43084314357612
315 => 0.42917211409225
316 => 0.4302758585061
317 => 0.4260695229768
318 => 0.4350160170597
319 => 0.4492252027544
320 => 0.44927088760985
321 => 0.4475998491185
322 => 0.44691609617087
323 => 0.44863068307008
324 => 0.44956077612687
325 => 0.45510543575748
326 => 0.4610550764501
327 => 0.48881945353096
328 => 0.48102332754761
329 => 0.50565753460394
330 => 0.52513999403405
331 => 0.53098193175244
401 => 0.52560762393593
402 => 0.50722240721005
403 => 0.50632034076617
404 => 0.53379561659292
405 => 0.52603259272451
406 => 0.5251092057371
407 => 0.51528592827799
408 => 0.5210927018929
409 => 0.51982267532309
410 => 0.51781787625082
411 => 0.52889679580472
412 => 0.54963554418765
413 => 0.54640321576542
414 => 0.54399043254163
415 => 0.53341831880559
416 => 0.53978509264178
417 => 0.53751800642623
418 => 0.54725884753667
419 => 0.5414885890489
420 => 0.52597378018356
421 => 0.52844456463284
422 => 0.52807111053386
423 => 0.53575676942765
424 => 0.53344972539751
425 => 0.52762062316024
426 => 0.54956466140027
427 => 0.54813973761612
428 => 0.55015995375912
429 => 0.55104931538253
430 => 0.5644062647619
501 => 0.56987817954793
502 => 0.5711204000037
503 => 0.57631829583735
504 => 0.57099107162019
505 => 0.59230376673532
506 => 0.60647546535665
507 => 0.62293662257426
508 => 0.64699079761114
509 => 0.65603538993857
510 => 0.65440156528963
511 => 0.67263916627608
512 => 0.70541172984965
513 => 0.6610258373913
514 => 0.70776428992731
515 => 0.69296743547579
516 => 0.65788435975529
517 => 0.65562542328118
518 => 0.67938408948199
519 => 0.73207852442851
520 => 0.71887916612974
521 => 0.73210011385014
522 => 0.71667717606231
523 => 0.71591129720641
524 => 0.73135105618643
525 => 0.76742689462069
526 => 0.75028861606316
527 => 0.72571669127262
528 => 0.74386021815646
529 => 0.72814261606553
530 => 0.69272645947486
531 => 0.71886907282921
601 => 0.70138825177792
602 => 0.70649008469224
603 => 0.74323217046616
604 => 0.73881126549834
605 => 0.74453232589148
606 => 0.73443480404381
607 => 0.72500212640505
608 => 0.70739533311246
609 => 0.70218282962295
610 => 0.70362337806122
611 => 0.70218211575868
612 => 0.69233127672626
613 => 0.69020398897512
614 => 0.68665841619126
615 => 0.68775733745395
616 => 0.6810906233264
617 => 0.69367209029851
618 => 0.69600732143604
619 => 0.70516306389108
620 => 0.70611364344577
621 => 0.73161225585919
622 => 0.71756804862865
623 => 0.72699011535741
624 => 0.72614731702526
625 => 0.65864471638734
626 => 0.66794597917476
627 => 0.68241582517492
628 => 0.67589717916526
629 => 0.66668133883585
630 => 0.65923905364775
701 => 0.64796323057505
702 => 0.66383373501687
703 => 0.68470176071788
704 => 0.70664289101503
705 => 0.73300372142725
706 => 0.72712029095314
707 => 0.70615009362669
708 => 0.70709080136001
709 => 0.71290588641258
710 => 0.70537482291331
711 => 0.70315376526355
712 => 0.71260074719817
713 => 0.71266580337078
714 => 0.70400040465544
715 => 0.69437039973457
716 => 0.69433004966233
717 => 0.69261648330147
718 => 0.71698201571119
719 => 0.73038059490335
720 => 0.73191672041485
721 => 0.73027720141722
722 => 0.73090818720923
723 => 0.72311184919485
724 => 0.74093196596349
725 => 0.75728546733728
726 => 0.7529023796275
727 => 0.74633150805792
728 => 0.74109749235669
729 => 0.75166941186771
730 => 0.75119866093363
731 => 0.75714263376926
801 => 0.75687298082739
802 => 0.75487424632689
803 => 0.75290245100861
804 => 0.76072039656395
805 => 0.75846895379638
806 => 0.75621401391632
807 => 0.75169138677284
808 => 0.75230608691452
809 => 0.74573634989856
810 => 0.74269688894426
811 => 0.69699068887818
812 => 0.68477649872735
813 => 0.68861933159157
814 => 0.68988449194958
815 => 0.68456886074303
816 => 0.69219011041961
817 => 0.69100234673041
818 => 0.69562324042655
819 => 0.69273630666109
820 => 0.69285478742982
821 => 0.70134464407487
822 => 0.70380928557736
823 => 0.7025557490171
824 => 0.70343368305519
825 => 0.72366530241015
826 => 0.72078901310864
827 => 0.71926104174379
828 => 0.7196843002542
829 => 0.7248539127702
830 => 0.7263011220243
831 => 0.72016919472108
901 => 0.72306104708553
902 => 0.73537418742264
903 => 0.73968308967725
904 => 0.75343503728352
905 => 0.747592965519
906 => 0.75831634108172
907 => 0.79127634169342
908 => 0.8176070708406
909 => 0.79339224415345
910 => 0.84174527503412
911 => 0.87939504540504
912 => 0.87794998450923
913 => 0.87138487619018
914 => 0.82852161359382
915 => 0.7890782002974
916 => 0.82207429037565
917 => 0.82215840419497
918 => 0.81932401079446
919 => 0.80171983681363
920 => 0.81871142369919
921 => 0.82006015416178
922 => 0.81930522375911
923 => 0.80580814484317
924 => 0.78520060001568
925 => 0.78922726494748
926 => 0.79582302424751
927 => 0.78333587587302
928 => 0.77934547534437
929 => 0.78676438913189
930 => 0.81066967514736
1001 => 0.80615051930003
1002 => 0.80603250587751
1003 => 0.82536737101272
1004 => 0.81152778030096
1005 => 0.78927805408743
1006 => 0.78365970478068
1007 => 0.76371834971531
1008 => 0.77749191468764
1009 => 0.77798760077038
1010 => 0.77044395999747
1011 => 0.78989017896078
1012 => 0.78971097862959
1013 => 0.80817226934754
1014 => 0.8434633234561
1015 => 0.83302602218889
1016 => 0.82088857639028
1017 => 0.82220825328346
1018 => 0.83668185156148
1019 => 0.82793078364248
1020 => 0.83107772868076
1021 => 0.83667708828326
1022 => 0.84005532095573
1023 => 0.82172217758994
1024 => 0.81744784489576
1025 => 0.80870406029038
1026 => 0.8064229700973
1027 => 0.81354460021334
1028 => 0.81166830228867
1029 => 0.77794594027452
1030 => 0.77442176581459
1031 => 0.77452984721392
1101 => 0.76566814296906
1102 => 0.75215191694295
1103 => 0.78767175192765
1104 => 0.78481901207861
1105 => 0.78166980806979
1106 => 0.78205556759176
1107 => 0.79747352407972
1108 => 0.78853033069124
1109 => 0.81230727607509
1110 => 0.80741945090457
1111 => 0.80240627146188
1112 => 0.80171329735772
1113 => 0.79978365097666
1114 => 0.7931661755462
1115 => 0.78517517631529
1116 => 0.77989882645455
1117 => 0.71941544210834
1118 => 0.73064080642733
1119 => 0.74355456485218
1120 => 0.7480123425118
1121 => 0.7403870053562
1122 => 0.79346727033408
1123 => 0.8031655462397
1124 => 0.77378883591869
1125 => 0.76829365286081
1126 => 0.79382753362051
1127 => 0.77842748213244
1128 => 0.78536212437456
1129 => 0.7703732208936
1130 => 0.8008295155727
1201 => 0.8005974896355
1202 => 0.78874930311871
1203 => 0.79876330922982
1204 => 0.79702312923543
1205 => 0.78364655583877
1206 => 0.80125357680874
1207 => 0.80126230967147
1208 => 0.78985868775086
1209 => 0.77654175392141
1210 => 0.77416100068464
1211 => 0.77236742292994
1212 => 0.78492101419521
1213 => 0.7961765248696
1214 => 0.8171202397569
1215 => 0.82238598728996
1216 => 0.84293855047216
1217 => 0.8307004997833
1218 => 0.83612546914438
1219 => 0.84201504079461
1220 => 0.84483871802555
1221 => 0.8402376875046
1222 => 0.87216427789906
1223 => 0.8748598603338
1224 => 0.87576366580748
1225 => 0.8649981991594
1226 => 0.87456045323174
1227 => 0.87008659121986
1228 => 0.8817263373001
1229 => 0.88355159810921
1230 => 0.88200566713943
1231 => 0.88258503373002
]
'min_raw' => 0.39578028170451
'max_raw' => 0.88355159810921
'avg_raw' => 0.63966593990686
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.39578'
'max' => '$0.883551'
'avg' => '$0.639665'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.061028516406439
'max_diff' => -0.084314200947268
'year' => 2031
]
6 => [
'items' => [
101 => 0.85534132106485
102 => 0.85392859084112
103 => 0.8346659139979
104 => 0.84251559719403
105 => 0.82784099070397
106 => 0.83249445958716
107 => 0.834545664331
108 => 0.83347423137766
109 => 0.84295940650437
110 => 0.83489506995341
111 => 0.81361195989575
112 => 0.79232305126899
113 => 0.79205578636275
114 => 0.78645079250177
115 => 0.78239940854612
116 => 0.78317984882654
117 => 0.78593022216919
118 => 0.78223955184754
119 => 0.7830271434824
120 => 0.79610641231669
121 => 0.79872936640433
122 => 0.78981554356021
123 => 0.75402525858258
124 => 0.74524223287594
125 => 0.7515552975789
126 => 0.74853805926432
127 => 0.60412863482651
128 => 0.63805548704291
129 => 0.61789730350296
130 => 0.6271871219116
131 => 0.60661083645364
201 => 0.6164309183697
202 => 0.61461750781178
203 => 0.6691708822072
204 => 0.66831910630172
205 => 0.66872680635269
206 => 0.649266220663
207 => 0.68026746207916
208 => 0.69553978836935
209 => 0.69271328723284
210 => 0.69342465667432
211 => 0.68120097278992
212 => 0.66884515833235
213 => 0.65514065855268
214 => 0.68060192521593
215 => 0.67777106700129
216 => 0.68426403723504
217 => 0.70077748867508
218 => 0.70320915712813
219 => 0.70647734418858
220 => 0.7053059317728
221 => 0.7332137279701
222 => 0.72983390970904
223 => 0.73797829927812
224 => 0.7212246720182
225 => 0.7022663525047
226 => 0.70586970925006
227 => 0.70552267701911
228 => 0.70110455841416
229 => 0.69711607848504
301 => 0.6904763831503
302 => 0.71148536167942
303 => 0.71063243551804
304 => 0.72444031865262
305 => 0.72199964118596
306 => 0.70570019972853
307 => 0.70628233746889
308 => 0.71019749353865
309 => 0.72374789339857
310 => 0.72777057465856
311 => 0.7259071084228
312 => 0.73031779478201
313 => 0.73380382144216
314 => 0.73075558605871
315 => 0.77391217092878
316 => 0.75599054802413
317 => 0.76472542233
318 => 0.76680863838309
319 => 0.76147252426843
320 => 0.76262973634798
321 => 0.76438259732708
322 => 0.7750256259468
323 => 0.80295601263011
324 => 0.81532619076357
325 => 0.85254248201194
326 => 0.81429901967078
327 => 0.81202981088264
328 => 0.81873358876079
329 => 0.8405834914681
330 => 0.85829078535537
331 => 0.86416531629606
401 => 0.86494173253781
402 => 0.87596274311399
403 => 0.88227978084658
404 => 0.87462450254869
405 => 0.86813745573228
406 => 0.84490165923777
407 => 0.84759126595098
408 => 0.86611998905037
409 => 0.89229290176461
410 => 0.91475198370087
411 => 0.90688759598482
412 => 0.96688732286578
413 => 0.97283605070912
414 => 0.97201412886657
415 => 0.9855662161831
416 => 0.95866808269438
417 => 0.94716860950116
418 => 0.86954002888509
419 => 0.89135049360955
420 => 0.92305328497023
421 => 0.91885730165428
422 => 0.89583388715011
423 => 0.91473451837641
424 => 0.90848537861561
425 => 0.90355642280922
426 => 0.92613692488338
427 => 0.90130873529694
428 => 0.92280560478653
429 => 0.89523564730949
430 => 0.90692351984546
501 => 0.90028891811526
502 => 0.90458231854091
503 => 0.87948318738116
504 => 0.89302606930799
505 => 0.87891975896815
506 => 0.87891307074035
507 => 0.87860167315775
508 => 0.89519768471563
509 => 0.89573888005672
510 => 0.88347440244026
511 => 0.88170689960858
512 => 0.88824228396304
513 => 0.88059106050385
514 => 0.88417101980418
515 => 0.88069949382409
516 => 0.87991798020445
517 => 0.87369074671957
518 => 0.87100788331294
519 => 0.87205990318355
520 => 0.86846881701172
521 => 0.86630505769793
522 => 0.87817124696921
523 => 0.87183162072228
524 => 0.87719960832383
525 => 0.87108210895782
526 => 0.84987619088762
527 => 0.83768044315694
528 => 0.79762442971198
529 => 0.80898426543564
530 => 0.81651584827303
531 => 0.8140266601902
601 => 0.81937439938003
602 => 0.81970270713374
603 => 0.81796410260938
604 => 0.81595102129921
605 => 0.81497116464779
606 => 0.82227421334594
607 => 0.82651387892454
608 => 0.81727174337034
609 => 0.81510644032121
610 => 0.82445074963879
611 => 0.83015077292448
612 => 0.87223654229963
613 => 0.86911869256907
614 => 0.87694388354566
615 => 0.87606288712904
616 => 0.88426493392318
617 => 0.897671813988
618 => 0.8704118781936
619 => 0.87514326046985
620 => 0.87398323479929
621 => 0.88664809089543
622 => 0.88668762919375
623 => 0.87909441530763
624 => 0.88321081974112
625 => 0.88091315571399
626 => 0.88506534515893
627 => 0.86907705178506
628 => 0.88854906728482
629 => 0.89958844532422
630 => 0.899741727099
701 => 0.90497430467576
702 => 0.91029090654419
703 => 0.92049566085223
704 => 0.91000630148518
705 => 0.89113696510242
706 => 0.89249927024167
707 => 0.88143618522448
708 => 0.88162215768233
709 => 0.88062942212741
710 => 0.88360869625737
711 => 0.86973083491747
712 => 0.87298794123527
713 => 0.86842797331676
714 => 0.87513334799014
715 => 0.86791947327972
716 => 0.87398267539978
717 => 0.87659935243647
718 => 0.88625494703486
719 => 0.86649333410681
720 => 0.82619806760294
721 => 0.83466862115493
722 => 0.82214000710391
723 => 0.82329957803413
724 => 0.82564209585752
725 => 0.81804922916777
726 => 0.81949770885345
727 => 0.81944595896628
728 => 0.81900000639623
729 => 0.8170248085198
730 => 0.81416038081799
731 => 0.82557137915765
801 => 0.82751033013345
802 => 0.83182037796746
803 => 0.84464415678808
804 => 0.84336275887837
805 => 0.84545277203379
806 => 0.84089028505043
807 => 0.82351121871976
808 => 0.82445498563472
809 => 0.81268619708226
810 => 0.83151942358432
811 => 0.82705946696219
812 => 0.82418410391417
813 => 0.82339953446646
814 => 0.83625510095439
815 => 0.84010168793389
816 => 0.83770475306311
817 => 0.83278856971339
818 => 0.84222909508399
819 => 0.84475498140938
820 => 0.84532043420653
821 => 0.86204723512204
822 => 0.84625527656612
823 => 0.8500565579491
824 => 0.87971307017547
825 => 0.8528187059051
826 => 0.86706525047501
827 => 0.86636795625375
828 => 0.87365600637893
829 => 0.86577012342124
830 => 0.86586787839165
831 => 0.87233917316753
901 => 0.86325140675896
902 => 0.86100114799466
903 => 0.85789243162843
904 => 0.86468020008398
905 => 0.86874916028872
906 => 0.90154199121699
907 => 0.92272765553142
908 => 0.92180792997032
909 => 0.93021249994471
910 => 0.92642616419421
911 => 0.91419908727094
912 => 0.93506921664577
913 => 0.92846503446827
914 => 0.92900947522291
915 => 0.92898921111083
916 => 0.93338041491124
917 => 0.93026884457073
918 => 0.92413562003344
919 => 0.9282071407069
920 => 0.94029810151178
921 => 0.97782881484612
922 => 0.99883149924383
923 => 0.97656442687363
924 => 0.99192395522661
925 => 0.98271371137436
926 => 0.98103993608539
927 => 0.99068685495129
928 => 1.0003506594716
929 => 0.99973511690146
930 => 0.99271969106155
1001 => 0.98875685501442
1002 => 1.0187647772107
1003 => 1.0408741031134
1004 => 1.0393663953096
1005 => 1.0460209272225
1006 => 1.0655588387359
1007 => 1.0673451405075
1008 => 1.067120107542
1009 => 1.0626925722195
1010 => 1.0819301834228
1011 => 1.0979785371421
1012 => 1.0616677257162
1013 => 1.0754944073637
1014 => 1.0817016502232
1015 => 1.0908157243469
1016 => 1.1061926950897
1017 => 1.1228961638564
1018 => 1.1252582174842
1019 => 1.1235822274006
1020 => 1.1125658407356
1021 => 1.130842975574
1022 => 1.1415492925107
1023 => 1.1479246592369
1024 => 1.1640915284945
1025 => 1.0817399840419
1026 => 1.023447467741
1027 => 1.0143442495665
1028 => 1.0328560016908
1029 => 1.0377374030975
1030 => 1.0357697163112
1031 => 0.97015618949086
1101 => 1.0139988079268
1102 => 1.0611697789719
1103 => 1.0629818080796
1104 => 1.0865965824832
1105 => 1.0942865210313
1106 => 1.1132995096855
1107 => 1.1121102420685
1108 => 1.1167396022431
1109 => 1.1156753925083
1110 => 1.150892950333
1111 => 1.1897431464717
1112 => 1.1883978877155
1113 => 1.1828127123659
1114 => 1.1911076501739
1115 => 1.231205216029
1116 => 1.2275136747155
1117 => 1.2310996926569
1118 => 1.2783769825998
1119 => 1.3398441846417
1120 => 1.3112864980871
1121 => 1.3732484606577
1122 => 1.4122502316335
1123 => 1.4796997616776
1124 => 1.4712547483202
1125 => 1.4975123553988
1126 => 1.4561364118828
1127 => 1.3611288821122
1128 => 1.3460935768518
1129 => 1.3761946387377
1130 => 1.4501951621656
1201 => 1.3738640989095
1202 => 1.3893057735924
1203 => 1.3848585702449
1204 => 1.3846215976779
1205 => 1.3936658767229
1206 => 1.3805466782503
1207 => 1.3270967035743
1208 => 1.3515925119856
1209 => 1.3421335039727
1210 => 1.3526289785788
1211 => 1.4092687263651
1212 => 1.3842269437458
1213 => 1.3578474599857
1214 => 1.390933186697
1215 => 1.4330626862897
1216 => 1.4304262979192
1217 => 1.4253106025555
1218 => 1.4541475094714
1219 => 1.5017776312755
1220 => 1.5146518618058
1221 => 1.5241553555812
1222 => 1.52546572681
1223 => 1.5389633648577
1224 => 1.4663831632325
1225 => 1.5815698072034
1226 => 1.6014593586504
1227 => 1.5977209473158
1228 => 1.6198273466688
1229 => 1.6133230831939
1230 => 1.6038994259065
1231 => 1.638942771047
]
'min_raw' => 0.60412863482651
'max_raw' => 1.638942771047
'avg_raw' => 1.1215357029368
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.604128'
'max' => '$1.63'
'avg' => '$1.12'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.20834835312201
'max_diff' => 0.75539117293779
'year' => 2032
]
7 => [
'items' => [
101 => 1.5987684036955
102 => 1.5417459470523
103 => 1.5104622995615
104 => 1.5516591301572
105 => 1.5768165970308
106 => 1.5934440823188
107 => 1.5984755493204
108 => 1.4720173576753
109 => 1.4038634060715
110 => 1.4475493076629
111 => 1.5008491226443
112 => 1.4660870800691
113 => 1.4674496863248
114 => 1.4178881489166
115 => 1.5052342189737
116 => 1.4925086312625
117 => 1.5585290028196
118 => 1.5427727113009
119 => 1.5966097614096
120 => 1.58243266184
121 => 1.6412810095226
122 => 1.6647572086687
123 => 1.7041774008135
124 => 1.7331750546243
125 => 1.7502030315787
126 => 1.7491807357127
127 => 1.8166540637105
128 => 1.7768673995287
129 => 1.7268859723196
130 => 1.7259819659908
131 => 1.7518680553847
201 => 1.8061181972525
202 => 1.8201844697314
203 => 1.8280455970908
204 => 1.816006006892
205 => 1.7728204344585
206 => 1.7541731232376
207 => 1.7700611726625
208 => 1.7506314534915
209 => 1.7841725997969
210 => 1.8302317576765
211 => 1.820720723712
212 => 1.8525146842813
213 => 1.8854180886484
214 => 1.9324714346777
215 => 1.9447729217101
216 => 1.965106811991
217 => 1.9860370644251
218 => 1.9927592974208
219 => 2.005594125996
220 => 2.005526480114
221 => 2.0442050999089
222 => 2.0868688153199
223 => 2.1029733802203
224 => 2.1400049391978
225 => 2.0765896921894
226 => 2.1246908855071
227 => 2.1680793659306
228 => 2.1163498308726
301 => 2.1876469435142
302 => 2.1904152488354
303 => 2.2322133725012
304 => 2.1898429666143
305 => 2.1646835548498
306 => 2.237317833903
307 => 2.2724632735785
308 => 2.2618771811252
309 => 2.1813164948555
310 => 2.1344267200361
311 => 2.0117071349717
312 => 2.157073784572
313 => 2.227877639189
314 => 2.181133129977
315 => 2.2047083414578
316 => 2.3333270510093
317 => 2.3822967281618
318 => 2.372111377638
319 => 2.3738325342113
320 => 2.4002556831403
321 => 2.5174304769852
322 => 2.4472166244229
323 => 2.500892483844
324 => 2.5293619661382
325 => 2.5558060079145
326 => 2.490867799037
327 => 2.4063841434192
328 => 2.3796246233024
329 => 2.1764853097694
330 => 2.1659110263107
331 => 2.1599753605717
401 => 2.1225518277042
402 => 2.0931471820387
403 => 2.0697635160809
404 => 2.0083977936541
405 => 2.0291069235635
406 => 1.9313027700368
407 => 1.9938744014968
408 => 1.8377766109043
409 => 1.9677794893806
410 => 1.8970248331316
411 => 1.9445346818624
412 => 1.9443689244759
413 => 1.8568882299511
414 => 1.8064311910247
415 => 1.8385843800459
416 => 1.873055151
417 => 1.8786479176137
418 => 1.9233401719349
419 => 1.9358128194591
420 => 1.8980201151684
421 => 1.8345418311548
422 => 1.8492863887457
423 => 1.8061323930357
424 => 1.7305066754486
425 => 1.784822386118
426 => 1.8033681578338
427 => 1.8115590271528
428 => 1.7371898195782
429 => 1.7138213999242
430 => 1.7013802493804
501 => 1.8249417003454
502 => 1.8317106755535
503 => 1.7970796413524
504 => 1.9536151997909
505 => 1.9181863818911
506 => 1.9577690517563
507 => 1.8479484746894
508 => 1.8521437686264
509 => 1.8001529474901
510 => 1.8292643332985
511 => 1.8086893441129
512 => 1.8269124210095
513 => 1.8378352581648
514 => 1.8898175481189
515 => 1.9683730436316
516 => 1.8820531274564
517 => 1.8444423038548
518 => 1.8677758472859
519 => 1.9299161483013
520 => 2.0240618852431
521 => 1.968325714114
522 => 1.9930604803995
523 => 1.9984639264598
524 => 1.9573661373344
525 => 2.0255772193494
526 => 2.0621320923471
527 => 2.0996298280776
528 => 2.1321880613497
529 => 2.0846524078339
530 => 2.135522371064
531 => 2.0945301604579
601 => 2.0577559098474
602 => 2.0578116812058
603 => 2.0347426566117
604 => 1.9900435145766
605 => 1.9818003069774
606 => 2.0246825139106
607 => 2.0590699829109
608 => 2.0619022995626
609 => 2.0809409692932
610 => 2.0922078579258
611 => 2.2026386831179
612 => 2.2470548745419
613 => 2.3013661526596
614 => 2.3225234563024
615 => 2.386199354954
616 => 2.3347758952892
617 => 2.323650106322
618 => 2.1691932044209
619 => 2.1944855134544
620 => 2.2349809405618
621 => 2.1698609590985
622 => 2.2111645987834
623 => 2.2193188121879
624 => 2.1676482070468
625 => 2.1952477098077
626 => 2.1219516131571
627 => 1.9699706982435
628 => 2.0257464175538
629 => 2.0668161208702
630 => 2.0082045903797
701 => 2.1132634902045
702 => 2.0518902497828
703 => 2.0324378790041
704 => 1.9565472453259
705 => 1.9923647031237
706 => 2.0408083276517
707 => 2.0108757998692
708 => 2.0729902894096
709 => 2.160960971928
710 => 2.2236541190354
711 => 2.2284669204064
712 => 2.188159426931
713 => 2.2527524424643
714 => 2.2532229320647
715 => 2.1803617466729
716 => 2.1357346763132
717 => 2.1255953120313
718 => 2.1509254319469
719 => 2.1816808737225
720 => 2.230173633378
721 => 2.2594767924276
722 => 2.3358838900343
723 => 2.3565574598836
724 => 2.3792714453131
725 => 2.4096243345807
726 => 2.4460707604675
727 => 2.3663280555234
728 => 2.3694963818498
729 => 2.2952410791187
730 => 2.215888638863
731 => 2.2761072495958
801 => 2.3548350725828
802 => 2.3367748230031
803 => 2.3347426759879
804 => 2.3381601835968
805 => 2.3245433452063
806 => 2.2629548898296
807 => 2.2320255531035
808 => 2.2719322883955
809 => 2.2931409421587
810 => 2.3260337145565
811 => 2.3219789860763
812 => 2.4067072353471
813 => 2.4396300709645
814 => 2.431207000766
815 => 2.432757048395
816 => 2.4923622696807
817 => 2.5586555344991
818 => 2.6207479251682
819 => 2.6839109718872
820 => 2.6077654537718
821 => 2.5691034556755
822 => 2.6089927689352
823 => 2.5878269378369
824 => 2.7094520815213
825 => 2.7178731425837
826 => 2.8394894913858
827 => 2.9549178882045
828 => 2.8824193802772
829 => 2.9507822078482
830 => 3.0247221795692
831 => 3.1673643813472
901 => 3.1193275060015
902 => 3.0825320123206
903 => 3.0477604485866
904 => 3.1201145528867
905 => 3.2131969521838
906 => 3.2332460094602
907 => 3.2657331415774
908 => 3.2315768944937
909 => 3.2727143319188
910 => 3.4179475627356
911 => 3.3787042617597
912 => 3.3229724656985
913 => 3.4376201530806
914 => 3.4791107054625
915 => 3.7703131308501
916 => 4.1379682218741
917 => 3.9857566000366
918 => 3.8912739345238
919 => 3.9134796020781
920 => 4.0477347954098
921 => 4.0908533024611
922 => 3.973642336455
923 => 4.0150432311741
924 => 4.2431662315229
925 => 4.3655469021479
926 => 4.1993375135222
927 => 3.7407724022641
928 => 3.317954427238
929 => 3.4301047939565
930 => 3.4173904228017
1001 => 3.6624801277525
1002 => 3.37776832201
1003 => 3.3825621386346
1004 => 3.6327200391293
1005 => 3.5659822000695
1006 => 3.4578754479292
1007 => 3.3187437261667
1008 => 3.0615458703623
1009 => 2.8337385569834
1010 => 3.2805211594103
1011 => 3.2612550811722
1012 => 3.2333549448107
1013 => 3.2954436791733
1014 => 3.5969289490435
1015 => 3.5899787377604
1016 => 3.5457650396063
1017 => 3.5793007399746
1018 => 3.4519964775119
1019 => 3.4848056846127
1020 => 3.3178874507105
1021 => 3.3933414635555
1022 => 3.4576434993923
1023 => 3.4705530850944
1024 => 3.4996390408611
1025 => 3.2511027333981
1026 => 3.3626882388064
1027 => 3.4282342690858
1028 => 3.1320949196984
1029 => 3.422380546309
1030 => 3.2467762692286
1031 => 3.1871735400997
1101 => 3.2674207628093
1102 => 3.2361483420764
1103 => 3.2092621511084
1104 => 3.1942591945849
1105 => 3.25318389838
1106 => 3.2504349905177
1107 => 3.1540227383167
1108 => 3.0282568855868
1109 => 3.0704680338863
1110 => 3.0551323279775
1111 => 2.9995537514183
1112 => 3.0370070014363
1113 => 2.8720818430133
1114 => 2.5883366800105
1115 => 2.7757874260395
1116 => 2.7685707762246
1117 => 2.7649318141389
1118 => 2.9057958690217
1119 => 2.8922550404314
1120 => 2.8676783039478
1121 => 2.9991023803795
1122 => 2.9511308245786
1123 => 3.0989678560368
1124 => 3.1963428864548
1125 => 3.1716454289886
1126 => 3.2632271157511
1127 => 3.0714404934886
1128 => 3.1351443162605
1129 => 3.1482735858441
1130 => 2.9974806276768
1201 => 2.894470487451
1202 => 2.8876008854995
1203 => 2.7089954980198
1204 => 2.8044050543591
1205 => 2.8883615156221
1206 => 2.8481528859617
1207 => 2.8354240350099
1208 => 2.9004529739718
1209 => 2.9055062794644
1210 => 2.7902903787091
1211 => 2.8142474128892
1212 => 2.9141522279457
1213 => 2.8117300678791
1214 => 2.6127405414347
1215 => 2.5633883876311
1216 => 2.556803900573
1217 => 2.4229569452888
1218 => 2.5666863345347
1219 => 2.5039446044207
1220 => 2.7021449780895
1221 => 2.5889339876198
1222 => 2.5840536880926
1223 => 2.576676399573
1224 => 2.4614687960118
1225 => 2.4866919393665
1226 => 2.5705375094709
1227 => 2.600454553472
1228 => 2.5973339606796
1229 => 2.5701266204356
1230 => 2.5825820014752
1231 => 2.5424588794042
]
'min_raw' => 1.4038634060715
'max_raw' => 4.3655469021479
'avg_raw' => 2.8847051541097
'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' => 0.79973477124496
'max_diff' => 2.7266041311009
'year' => 2033
]
8 => [
'items' => [
101 => 2.5282905699103
102 => 2.4835714878472
103 => 2.4178467911762
104 => 2.4269862133613
105 => 2.2967683914537
106 => 2.2258188108955
107 => 2.2061809020974
108 => 2.1799202697279
109 => 2.2091471104004
110 => 2.2963995007252
111 => 2.1911546063663
112 => 2.0107196170589
113 => 2.0215640673625
114 => 2.0459283274486
115 => 2.0005256899639
116 => 1.9575559039392
117 => 1.9949146466387
118 => 1.9184619630368
119 => 2.0551672690049
120 => 2.0514697735906
121 => 2.1024250578561
122 => 2.1342884428151
123 => 2.0608536563781
124 => 2.042385006178
125 => 2.0529055886854
126 => 1.8790237947263
127 => 2.0882152056332
128 => 2.0900243016416
129 => 2.0745337232838
130 => 2.1859216915315
131 => 2.4209850473128
201 => 2.3325447574663
202 => 2.2982980041159
203 => 2.2331949009624
204 => 2.3199409204746
205 => 2.3132801796248
206 => 2.2831577834909
207 => 2.2649396643215
208 => 2.2985071074891
209 => 2.2607802866386
210 => 2.2540035129501
211 => 2.2129436376006
212 => 2.1982871302061
213 => 2.1874360356235
214 => 2.1754900466947
215 => 2.2018399215167
216 => 2.1421276385553
217 => 2.0701204789712
218 => 2.06413386278
219 => 2.0806634364325
220 => 2.0733503305733
221 => 2.0640988504427
222 => 2.0464352553827
223 => 2.0411948440514
224 => 2.058223638592
225 => 2.0389991223961
226 => 2.0673659432568
227 => 2.0596517375904
228 => 2.0165608118232
301 => 1.9628535640133
302 => 1.962375456853
303 => 1.9508043184099
304 => 1.9360667338703
305 => 1.9319670750016
306 => 1.9917683975306
307 => 2.1155553454626
308 => 2.091253005613
309 => 2.1088139367583
310 => 2.1951963373011
311 => 2.2226547048243
312 => 2.2031654059434
313 => 2.1764872515877
314 => 2.1776609549854
315 => 2.2688282844454
316 => 2.2745142789557
317 => 2.2888809527119
318 => 2.3073461885101
319 => 2.2063101154458
320 => 2.1729021650301
321 => 2.1570716247207
322 => 2.1083196877576
323 => 2.1608944720971
324 => 2.1302613967392
325 => 2.1343948451799
326 => 2.1317029314604
327 => 2.1331728983776
328 => 2.0551290570858
329 => 2.083564130989
330 => 2.0362853055517
331 => 1.9729842655883
401 => 1.9727720583061
402 => 1.9882648981586
403 => 1.9790491507795
404 => 1.9542498115407
405 => 1.95777244063
406 => 1.9269105031232
407 => 1.9615196386167
408 => 1.9625121047852
409 => 1.9491857024479
410 => 2.0025058508159
411 => 2.0243511591073
412 => 2.0155794356097
413 => 2.0237357116031
414 => 2.0922628775522
415 => 2.1034357956518
416 => 2.1083980678301
417 => 2.1017492804862
418 => 2.0249882623996
419 => 2.0283929399648
420 => 2.0034116750304
421 => 1.9823051386217
422 => 1.9831492893889
423 => 1.9940007927606
424 => 2.0413899444172
425 => 2.1411176203356
426 => 2.1449022127367
427 => 2.1494892491312
428 => 2.130831466855
429 => 2.1252041011895
430 => 2.1326280490486
501 => 2.1700805206914
502 => 2.2664184460036
503 => 2.2323661890046
504 => 2.2046811740094
505 => 2.2289683959866
506 => 2.2252295685328
507 => 2.1936701021993
508 => 2.1927843330914
509 => 2.1322116270257
510 => 2.109819276767
511 => 2.0911065528524
512 => 2.0706727468458
513 => 2.0585589016977
514 => 2.0771712734894
515 => 2.0814281431332
516 => 2.0407318669221
517 => 2.0351851148525
518 => 2.0684185724966
519 => 2.0537937668556
520 => 2.0688357421351
521 => 2.0723256094276
522 => 2.071763660415
523 => 2.0564936836776
524 => 2.0662263114928
525 => 2.0432057452739
526 => 2.0181743370881
527 => 2.0022058581774
528 => 1.9882712424165
529 => 1.9960029771253
530 => 1.9684407546474
531 => 1.9596230449588
601 => 2.0629291161801
602 => 2.1392424217186
603 => 2.1381327960327
604 => 2.1313782350422
605 => 2.1213423275231
606 => 2.1693463315466
607 => 2.1526226964151
608 => 2.1647905382797
609 => 2.167887764717
610 => 2.1772621363176
611 => 2.1806126684104
612 => 2.1704850333319
613 => 2.136495453022
614 => 2.0517966505222
615 => 2.0123691293184
616 => 1.9993573906039
617 => 1.9998303425934
618 => 1.9867842153733
619 => 1.990626884526
620 => 1.9854478918602
621 => 1.9756401326842
622 => 1.9953973756337
623 => 1.9976742138322
624 => 1.9930626372463
625 => 1.9941488304738
626 => 1.9559669459727
627 => 1.9588698317246
628 => 1.942706194977
629 => 1.9396757079424
630 => 1.8988154417734
701 => 1.8264255574646
702 => 1.8665365804278
703 => 1.8180881051516
704 => 1.7997399334503
705 => 1.886597324558
706 => 1.8778792515398
707 => 1.8629577001879
708 => 1.8408856158147
709 => 1.8326988650172
710 => 1.7829587587821
711 => 1.7800198479526
712 => 1.8046723876986
713 => 1.7932960888479
714 => 1.7773194567203
715 => 1.7194537146793
716 => 1.6543934619365
717 => 1.6563572220126
718 => 1.6770516779211
719 => 1.7372235995025
720 => 1.7137133887558
721 => 1.6966564611105
722 => 1.6934622112919
723 => 1.7334449353867
724 => 1.7900288666205
725 => 1.8165767811613
726 => 1.7902686041235
727 => 1.7600471868754
728 => 1.7618866245107
729 => 1.774123579016
730 => 1.7754095099133
731 => 1.7557384740966
801 => 1.7612757554553
802 => 1.7528641187319
803 => 1.7012419196871
804 => 1.7003082378021
805 => 1.6876393176362
806 => 1.6872557077685
807 => 1.6657027141559
808 => 1.6626873013607
809 => 1.6198925243697
810 => 1.6480601761797
811 => 1.6291667942136
812 => 1.6006900110925
813 => 1.5957806029489
814 => 1.5956330202118
815 => 1.624872309185
816 => 1.6477184980641
817 => 1.6294954526819
818 => 1.6253464184872
819 => 1.6696472489273
820 => 1.6640095644428
821 => 1.6591273660383
822 => 1.7849623961965
823 => 1.6853541507965
824 => 1.6419192703622
825 => 1.5881603577646
826 => 1.6056645307823
827 => 1.609352917227
828 => 1.4800724232023
829 => 1.4276233428773
830 => 1.4096247950116
831 => 1.3992663762529
901 => 1.4039868377541
902 => 1.3567765137981
903 => 1.3885026322832
904 => 1.3476224823266
905 => 1.3407687921509
906 => 1.413867564352
907 => 1.424038831467
908 => 1.3806450459896
909 => 1.4085108810818
910 => 1.3984063419133
911 => 1.3483232551645
912 => 1.3464104496369
913 => 1.321280517212
914 => 1.2819570390808
915 => 1.263985154385
916 => 1.2546252407964
917 => 1.2584873235642
918 => 1.2565345363351
919 => 1.2437912787494
920 => 1.2572649649432
921 => 1.2228452644295
922 => 1.2091390623466
923 => 1.2029482888472
924 => 1.1723988235172
925 => 1.2210166082661
926 => 1.2305949243323
927 => 1.2401921126401
928 => 1.3237290845806
929 => 1.3195558135355
930 => 1.3572801513179
1001 => 1.3558142529223
1002 => 1.345054660693
1003 => 1.2996617109446
1004 => 1.3177545316628
1005 => 1.2620676417408
1006 => 1.3037920460108
1007 => 1.2847507703548
1008 => 1.2973541715577
1009 => 1.274692119792
1010 => 1.2872342349323
1011 => 1.2328662984037
1012 => 1.1820982842509
1013 => 1.2025288151567
1014 => 1.224739138766
1015 => 1.272896779436
1016 => 1.2442144859448
1017 => 1.2545297232819
1018 => 1.2199754049527
1019 => 1.1486799762866
1020 => 1.1490835006702
1021 => 1.1381162522253
1022 => 1.1286389483243
1023 => 1.2475089923832
1024 => 1.2327256233472
1025 => 1.2091702595878
1026 => 1.2407000500327
1027 => 1.2490370270714
1028 => 1.2492743690873
1029 => 1.2722776902942
1030 => 1.2845545669459
1031 => 1.2867184196668
1101 => 1.3229146426056
1102 => 1.3350471390949
1103 => 1.3850191750794
1104 => 1.2835129597358
1105 => 1.2814225060288
1106 => 1.2411437388438
1107 => 1.2155983079129
1108 => 1.2428928563547
1109 => 1.2670721001967
1110 => 1.2418950553493
1111 => 1.24518264589
1112 => 1.2113845202226
1113 => 1.223465759799
1114 => 1.233871750841
1115 => 1.2281261742235
1116 => 1.2195247679381
1117 => 1.2650896779381
1118 => 1.2625187271456
1119 => 1.3049498188704
1120 => 1.3380278891463
1121 => 1.3973097044932
1122 => 1.3354460397478
1123 => 1.3331914819187
1124 => 1.3552301463408
1125 => 1.3350437650903
1126 => 1.3478008612304
1127 => 1.395254339081
1128 => 1.3962569562918
1129 => 1.379461826212
1130 => 1.3784398410203
1201 => 1.3816655294708
1202 => 1.4005584874774
1203 => 1.3939567074279
1204 => 1.4015964544378
1205 => 1.4111500750575
1206 => 1.4506679005922
1207 => 1.4601955145416
1208 => 1.437048352146
1209 => 1.4391382817425
1210 => 1.4304806076027
1211 => 1.422117402864
1212 => 1.4409166657687
1213 => 1.4752726882273
1214 => 1.4750589611947
1215 => 1.4830288906195
1216 => 1.4879940906246
1217 => 1.4666798174539
1218 => 1.4528050093673
1219 => 1.4581254936647
1220 => 1.4666330639213
1221 => 1.4553666032926
1222 => 1.3858247891605
1223 => 1.4069193332199
1224 => 1.4034081696179
1225 => 1.3984078456766
1226 => 1.4196185728476
1227 => 1.4175727464681
1228 => 1.3562923036892
1229 => 1.360215278812
1230 => 1.3565308727997
1231 => 1.3684359423839
]
'min_raw' => 1.1286389483243
'max_raw' => 2.5282905699103
'avg_raw' => 1.8284647591173
'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' => -0.27522445774713
'max_diff' => -1.8372563322375
'year' => 2034
]
9 => [
'items' => [
101 => 1.3344008522636
102 => 1.3448698167548
103 => 1.3514358531432
104 => 1.3553032990187
105 => 1.3692751654533
106 => 1.3676357281898
107 => 1.3691732557311
108 => 1.3898898452176
109 => 1.4946672457654
110 => 1.5003700484989
111 => 1.472287362137
112 => 1.4835058414321
113 => 1.4619688143972
114 => 1.4764267649312
115 => 1.4863185274945
116 => 1.4416195545477
117 => 1.4389727714637
118 => 1.4173468534571
119 => 1.4289673968393
120 => 1.4104782767717
121 => 1.4150148601143
122 => 1.4023301775961
123 => 1.4251600806338
124 => 1.4506874596381
125 => 1.4571366836814
126 => 1.4401715517891
127 => 1.4278876782424
128 => 1.406321242854
129 => 1.4421867055444
130 => 1.4526748598152
131 => 1.4421316157349
201 => 1.4396885157071
202 => 1.4350588455689
203 => 1.4406707221128
204 => 1.4526177390746
205 => 1.4469837465022
206 => 1.4507050978544
207 => 1.4365231439404
208 => 1.4666868733652
209 => 1.5145941349886
210 => 1.5147481646683
211 => 1.5091141417265
212 => 1.5068088209255
213 => 1.5125896703648
214 => 1.5157255440428
215 => 1.5344197511032
216 => 1.554479380089
217 => 1.648088915864
218 => 1.621803732803
219 => 1.7048596817988
220 => 1.7705461539893
221 => 1.790242654878
222 => 1.7721228008524
223 => 1.7101357590463
224 => 1.7070943790505
225 => 1.7997291897628
226 => 1.7735556127935
227 => 1.7704423490966
228 => 1.7373224833039
301 => 1.7569004259626
302 => 1.752618442712
303 => 1.7458591226693
304 => 1.7832124734507
305 => 1.8531346115569
306 => 1.8422365906074
307 => 1.8341017235132
308 => 1.7984571039308
309 => 1.8199231264334
310 => 1.8122794869748
311 => 1.8451214128625
312 => 1.8256665835044
313 => 1.7733573222055
314 => 1.7816877444809
315 => 1.7804286179125
316 => 1.8063413534684
317 => 1.7985629934482
318 => 1.7789097682803
319 => 1.8528956252904
320 => 1.8480913952671
321 => 1.8549026950402
322 => 1.8579012398468
323 => 1.9029351272318
324 => 1.9213840699698
325 => 1.9255723029655
326 => 1.9430973716741
327 => 1.925136263291
328 => 1.9969935028766
329 => 2.0447743742148
330 => 2.1002743150553
331 => 2.181374645601
401 => 2.2118691201061
402 => 2.2063605662322
403 => 2.2678499112667
404 => 2.3783448974623
405 => 2.2286947621149
406 => 2.3862767180147
407 => 2.336388090148
408 => 2.2181030509342
409 => 2.2104868888978
410 => 2.2905908907709
411 => 2.4682538572011
412 => 2.423751299147
413 => 2.4683266474435
414 => 2.4163271358966
415 => 2.413744921862
416 => 2.4658011472327
417 => 2.5874333552484
418 => 2.5296504525353
419 => 2.446804492547
420 => 2.5079766601765
421 => 2.454983667359
422 => 2.3355756227364
423 => 2.4237172688796
424 => 2.3647794602332
425 => 2.3819806461025
426 => 2.5058591535397
427 => 2.490953763783
428 => 2.5102427183301
429 => 2.4761982184343
430 => 2.4443952872067
501 => 2.3850327543537
502 => 2.3674584349134
503 => 2.3723153445489
504 => 2.3674560280702
505 => 2.3342432365087
506 => 2.3270709373333
507 => 2.3151167911485
508 => 2.3188218809099
509 => 2.2963445887737
510 => 2.3387638830802
511 => 2.346637277901
512 => 2.3775065028217
513 => 2.3807114481577
514 => 2.4666818001658
515 => 2.4193307749528
516 => 2.4510979307565
517 => 2.4482563773374
518 => 2.2206666464055
519 => 2.2520265032867
520 => 2.3008125993287
521 => 2.2788345291898
522 => 2.2477626800897
523 => 2.2226704959743
524 => 2.1846532712319
525 => 2.2381617850007
526 => 2.3085197906107
527 => 2.3824958432883
528 => 2.4713732234775
529 => 2.4515368268661
530 => 2.3808343424875
531 => 2.3840060042885
601 => 2.4036119695395
602 => 2.3782204631497
603 => 2.3707320122142
604 => 2.402583171374
605 => 2.4028025128021
606 => 2.3735865160345
607 => 2.3411182820983
608 => 2.3409822390126
609 => 2.3352048303896
610 => 2.4173549240561
611 => 2.4625291692614
612 => 2.4677083236722
613 => 2.4621805709042
614 => 2.4643079835559
615 => 2.4380220856175
616 => 2.4981038534638
617 => 2.5532408251106
618 => 2.5384629388796
619 => 2.5163087866192
620 => 2.4986619372552
621 => 2.5343059019944
622 => 2.5327187323534
623 => 2.5527592517637
624 => 2.5518500980436
625 => 2.5451112251279
626 => 2.538463179546
627 => 2.5648219288174
628 => 2.5572310323358
629 => 2.5496283450953
630 => 2.5343799919213
701 => 2.536452496366
702 => 2.5143021693323
703 => 2.5040544145165
704 => 2.3499527698887
705 => 2.3087717750277
706 => 2.3217281543274
707 => 2.3259937308051
708 => 2.3080717090667
709 => 2.3337672844499
710 => 2.3297626562448
711 => 2.3453423219618
712 => 2.3356088232123
713 => 2.3360082893961
714 => 2.3646324338178
715 => 2.3729421447192
716 => 2.3687157586872
717 => 2.371675774592
718 => 2.4398880917738
719 => 2.4301904815776
720 => 2.4250388194415
721 => 2.4264658650603
722 => 2.4438955745888
723 => 2.4487749416299
724 => 2.4281007206096
725 => 2.4378508027591
726 => 2.4793654150817
727 => 2.493893179871
728 => 2.5402588313559
729 => 2.5205618785214
730 => 2.5567164879133
731 => 2.6678434311693
801 => 2.7566193228419
802 => 2.6749773440409
803 => 2.8380029635559
804 => 2.9649417929845
805 => 2.9600696692834
806 => 2.9379349482245
807 => 2.7934184657634
808 => 2.6604322439833
809 => 2.7716808653956
810 => 2.7719644610101
811 => 2.7624081057692
812 => 2.7030544041087
813 => 2.760342725608
814 => 2.764890064528
815 => 2.7623447639679
816 => 2.7168384200668
817 => 2.6473586439081
818 => 2.6609348258584
819 => 2.6831728888397
820 => 2.6410715962703
821 => 2.627617682287
822 => 2.6526310680937
823 => 2.7332294089086
824 => 2.7179927594519
825 => 2.7175948689585
826 => 2.782783716679
827 => 2.736122570345
828 => 2.6611060649898
829 => 2.6421634080415
830 => 2.5749297371776
831 => 2.6213682731214
901 => 2.6230395133571
902 => 2.597605601811
903 => 2.6631698867375
904 => 2.6625657003095
905 => 2.7248092308912
906 => 2.8437954837609
907 => 2.8086053938294
908 => 2.76768314791
909 => 2.7721325306923
910 => 2.820931277801
911 => 2.791426441332
912 => 2.8020365862413
913 => 2.8209152180759
914 => 2.8323051653918
915 => 2.7704936925549
916 => 2.756082481452
917 => 2.7266022011835
918 => 2.7189113463369
919 => 2.7429224194894
920 => 2.7365963500374
921 => 2.6228990520866
922 => 2.611017051845
923 => 2.6113814558288
924 => 2.5815036012628
925 => 2.535932701543
926 => 2.6556903051097
927 => 2.6460720935367
928 => 2.6354543323505
929 => 2.6367549475117
930 => 2.6887376642582
1001 => 2.6585850633551
1002 => 2.7387506947701
1003 => 2.7222710509506
1004 => 2.7053687664506
1005 => 2.7030323558765
1006 => 2.6965264183792
1007 => 2.674215137948
1008 => 2.6472729261272
1009 => 2.6294833441888
1010 => 2.4255593910504
1011 => 2.4634064905819
1012 => 2.5069461287211
1013 => 2.5219758373326
1014 => 2.4962664807284
1015 => 2.6752303000471
1016 => 2.7079287143749
1017 => 2.6088830845112
1018 => 2.5903556911701
1019 => 2.6764449528701
1020 => 2.6245226040808
1021 => 2.6479032345613
1022 => 2.5973670999835
1023 => 2.7000526238846
1024 => 2.6992703322378
1025 => 2.6593233441825
1026 => 2.6930862649417
1027 => 2.6872191265951
1028 => 2.6421190754658
1029 => 2.701482375949
1030 => 2.7015118194054
1031 => 2.6630637119246
1101 => 2.61816473976
1102 => 2.6101378640033
1103 => 2.6040906913797
1104 => 2.6464160007943
1105 => 2.6843647408677
1106 => 2.7549779378537
1107 => 2.7727317733042
1108 => 2.8420261750071
1109 => 2.8007647326762
1110 => 2.8190553956364
1111 => 2.8389124976519
1112 => 2.8484327225788
1113 => 2.8329200269438
1114 => 2.940562755502
1115 => 2.9496510998803
1116 => 2.9526983431365
1117 => 2.9164018207116
1118 => 2.9486416279318
1119 => 2.9335576898037
1120 => 2.9728019063743
1121 => 2.9789559006279
1122 => 2.9737436864298
1123 => 2.9756970613401
1124 => 2.8838429819941
1125 => 2.8790798634112
1126 => 2.8141344035571
1127 => 2.8406001585002
1128 => 2.7911236981707
1129 => 2.8068131934052
1130 => 2.8137289734096
1201 => 2.8101165624023
1202 => 2.8420964925758
1203 => 2.8149070188603
1204 => 2.7431495273616
1205 => 2.6713724855823
1206 => 2.6704713832911
1207 => 2.6515737551606
1208 => 2.6379142312955
1209 => 2.6405455401896
1210 => 2.6498186159393
1211 => 2.6373752632754
1212 => 2.6400306834603
1213 => 2.6841283515005
1214 => 2.6929718243357
1215 => 2.6629182482736
1216 => 2.5422488036736
1217 => 2.5126362192924
1218 => 2.5339211577025
1219 => 2.5237483280681
1220 => 2.0368618712319
1221 => 2.1512486221767
1222 => 2.0832838989723
1223 => 2.1146051703315
1224 => 2.0452307873196
1225 => 2.0783398791158
1226 => 2.0722258388115
1227 => 2.2561563493806
1228 => 2.2532845274462
1229 => 2.2546591166328
1230 => 2.1890463932853
1231 => 2.2935692431574
]
'min_raw' => 1.3344008522636
'max_raw' => 2.9789559006279
'avg_raw' => 2.1566783764457
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$1.33'
'max' => '$2.97'
'avg' => '$2.15'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.20576190393926
'max_diff' => 0.45066533071753
'year' => 2035
]
10 => [
'items' => [
101 => 2.3450609575245
102 => 2.3355312116028
103 => 2.337929643341
104 => 2.2967166396944
105 => 2.2550581485952
106 => 2.2088524707705
107 => 2.2946969089745
108 => 2.2851524728596
109 => 2.3070439753274
110 => 2.3627202297899
111 => 2.370918769753
112 => 2.3819376906048
113 => 2.3779881918596
114 => 2.4720812751989
115 => 2.4606859819604
116 => 2.4881453600157
117 => 2.4316593360079
118 => 2.3677400381406
119 => 2.3798890069859
120 => 2.3787189635902
121 => 2.3638229682505
122 => 2.3503755297026
123 => 2.3279893333129
124 => 2.3988225712238
125 => 2.3959468711213
126 => 2.4425011131452
127 => 2.4342721986637
128 => 2.3793174937993
129 => 2.3812802118345
130 => 2.3944804338711
131 => 2.4401665530575
201 => 2.4537293037803
202 => 2.4474464972633
203 => 2.4623174342677
204 => 2.474070816539
205 => 2.4637934781227
206 => 2.6092989171087
207 => 2.5488749142379
208 => 2.5783251528096
209 => 2.5853488611781
210 => 2.5673577798849
211 => 2.5712594012051
212 => 2.5771692943769
213 => 2.6130530084409
214 => 2.707222257181
215 => 2.7489291764162
216 => 2.8744065007186
217 => 2.7454659973621
218 => 2.7378152015017
219 => 2.7604174566608
220 => 2.8340859291499
221 => 2.8937873067746
222 => 2.9135936979879
223 => 2.9162114395546
224 => 2.9533695461745
225 => 2.9746678799315
226 => 2.9488575746757
227 => 2.926986043423
228 => 2.8486449332702
229 => 2.8577131300862
301 => 2.9201840136499
302 => 3.0084278162004
303 => 3.0841501789915
304 => 3.0576348467328
305 => 3.2599281149591
306 => 3.2799846662099
307 => 3.277213499333
308 => 3.3229053078972
309 => 3.2322163728722
310 => 3.1934450961337
311 => 2.9317149167322
312 => 3.0052504213088
313 => 3.1121385957995
314 => 3.0979915450956
315 => 3.0203664956513
316 => 3.0840912934307
317 => 3.0630218824261
318 => 3.0464035637962
319 => 3.1225353030595
320 => 3.03882532842
321 => 3.1113035247677
322 => 3.0183494882609
323 => 3.0577559665371
324 => 3.0353869435906
325 => 3.0498624428813
326 => 2.9652389698109
327 => 3.010899741761
328 => 2.9633393315791
329 => 2.9633167817521
330 => 2.9622668830613
331 => 3.0182214947252
401 => 3.0200461726027
402 => 2.9786956300404
403 => 2.9727363708403
404 => 2.9947708754773
405 => 2.9689742413932
406 => 2.9810443241191
407 => 2.969339831903
408 => 2.9667049041709
409 => 2.945709351705
410 => 2.936663890418
411 => 2.9402108488615
412 => 2.9281032511115
413 => 2.9208079855162
414 => 2.9608156711152
415 => 2.9394411786051
416 => 2.9575397235847
417 => 2.936914147362
418 => 2.8654169140384
419 => 2.8242980990845
420 => 2.6892464531333
421 => 2.727546932394
422 => 2.7529401897686
423 => 2.7445477183578
424 => 2.7625779944035
425 => 2.7636849069169
426 => 2.7578230803775
427 => 2.7510358361914
428 => 2.7477321810797
429 => 2.7723549196481
430 => 2.7866492481503
501 => 2.7554887428641
502 => 2.7481882724573
503 => 2.7796932637204
504 => 2.798911290191
505 => 2.9408063999739
506 => 2.930294351926
507 => 2.9566775296409
508 => 2.9537071887131
509 => 2.9813609621282
510 => 3.0265631943052
511 => 2.9346544175464
512 => 2.9506066032254
513 => 2.9466954956866
514 => 2.9893959422468
515 => 2.9895292483801
516 => 2.9639281976218
517 => 2.9778069425675
518 => 2.9700602078822
519 => 2.9840596044924
520 => 2.9301539571154
521 => 2.9958052168656
522 => 3.0330252506702
523 => 3.0335420508756
524 => 3.0511840515026
525 => 3.0691093458953
526 => 3.103515387518
527 => 3.0681497800684
528 => 3.0045304950389
529 => 3.009123601929
530 => 2.9718236383936
531 => 2.9724506575194
601 => 2.9691035802854
602 => 2.9791484110208
603 => 2.932358232592
604 => 2.9433397939464
605 => 2.9279655437423
606 => 2.950573182608
607 => 2.9262511003651
608 => 2.9466936096322
609 => 2.9555159189519
610 => 2.9880704302725
611 => 2.9214427725738
612 => 2.7855844682303
613 => 2.8141435309261
614 => 2.7719024339331
615 => 2.775812008283
616 => 2.7837099706739
617 => 2.7581100905124
618 => 2.7629937409023
619 => 2.7628192625447
620 => 2.7613157023193
621 => 2.754656184775
622 => 2.7449985667904
623 => 2.783471544383
624 => 2.7900088529712
625 => 2.8045404801615
626 => 2.8477767457829
627 => 2.8434564232659
628 => 2.8505030485395
629 => 2.8351203051324
630 => 2.7765255696309
701 => 2.7797075456764
702 => 2.7400282534012
703 => 2.8035257914468
704 => 2.788488736311
705 => 2.7787942490432
706 => 2.7761490183734
707 => 2.8194924583344
708 => 2.8324614948959
709 => 2.8243800616304
710 => 2.8078048062299
711 => 2.8396341966333
712 => 2.8481503987311
713 => 2.8500568623153
714 => 2.9064524394299
715 => 2.8532087485993
716 => 2.866025034179
717 => 2.9660140357018
718 => 2.8753378088597
719 => 2.9233710285391
720 => 2.9210200523886
721 => 2.9455922222211
722 => 2.9190044172544
723 => 2.9193340049622
724 => 2.9411524271105
725 => 2.9105123881764
726 => 2.9029254836445
727 => 2.8924442293721
728 => 2.9153296646269
729 => 2.9290484480429
730 => 3.0396117670399
731 => 3.1110407134118
801 => 3.1079397944694
802 => 3.1362763889264
803 => 3.12351049359
804 => 3.082286050076
805 => 3.1526511483691
806 => 3.1303846870684
807 => 3.1322203070843
808 => 3.1321519852156
809 => 3.1469572354128
810 => 3.1364663587669
811 => 3.1157877640313
812 => 3.1295151802464
813 => 3.170280698764
814 => 3.2968181190814
815 => 3.3676301358889
816 => 3.2925551467554
817 => 3.3443408689655
818 => 3.313287888779
819 => 3.3076446385329
820 => 3.3401698990157
821 => 3.3727520906613
822 => 3.3706767459102
823 => 3.3470237478895
824 => 3.3336627694803
825 => 3.4348365742513
826 => 3.5093797101559
827 => 3.5042963680307
828 => 3.5267325869797
829 => 3.5926060197403
830 => 3.5986286608792
831 => 3.5978699465245
901 => 3.5829422020642
902 => 3.6478031513631
903 => 3.7019112963881
904 => 3.5794868605256
905 => 3.6261044830485
906 => 3.647032635725
907 => 3.6777613729573
908 => 3.7296059034024
909 => 3.7859228145484
910 => 3.7938866432679
911 => 3.7882359256871
912 => 3.7510934089065
913 => 3.8127160450829
914 => 3.8488131401264
915 => 3.8703081341575
916 => 3.9248158625943
917 => 3.6471618808712
918 => 3.4506245923093
919 => 3.4199324566675
920 => 3.4823461214037
921 => 3.498804107055
922 => 3.4921699136755
923 => 3.2709493270106
924 => 3.4187677760614
925 => 3.5778079983118
926 => 3.5839173809601
927 => 3.6635362415929
928 => 3.6894634063023
929 => 3.7535670249943
930 => 3.7495573261916
1001 => 3.7651655372318
1002 => 3.7615774798102
1003 => 3.8803159348277
1004 => 4.0113020835432
1005 => 4.0067664497236
1006 => 3.987935641088
1007 => 4.0159026030419
1008 => 4.151094345845
1009 => 4.1386480565712
1010 => 4.1507385664283
1011 => 4.310137250266
1012 => 4.5173782134533
1013 => 4.4210939794003
1014 => 4.6300030622534
1015 => 4.7615002561148
1016 => 4.9889110558344
1017 => 4.9604381036877
1018 => 5.048967459201
1019 => 4.9094655768607
1020 => 4.5891410570252
1021 => 4.5384484756083
1022 => 4.6399363073456
1023 => 4.8894342386342
1024 => 4.6320787296016
1025 => 4.6841414138984
1026 => 4.6691473573185
1027 => 4.6683483877639
1028 => 4.6988418060154
1029 => 4.6546095124119
1030 => 4.4743991910337
1031 => 4.5569885193353
1101 => 4.5250968134127
1102 => 4.560483038818
1103 => 4.7514479029404
1104 => 4.6670177844781
1105 => 4.5780775132239
1106 => 4.6896283508028
1107 => 4.8316709000674
1108 => 4.8227821326094
1109 => 4.8055342085244
1110 => 4.9027598535198
1111 => 5.0633481346111
1112 => 5.1067545016941
1113 => 5.1387961944707
1114 => 5.1432142025557
1115 => 5.1887224316085
1116 => 4.9440132144414
1117 => 5.332373026664
1118 => 5.3994320380116
1119 => 5.3868277231895
1120 => 5.4613609920277
1121 => 5.4394314136089
1122 => 5.4076588951256
1123 => 5.5258099799151
1124 => 5.3903592955049
1125 => 5.1981041017515
1126 => 5.0926291000818
1127 => 5.2315270907061
1128 => 5.3163472467085
1129 => 5.372407974251
1130 => 5.3893719165325
1201 => 4.9630092943723
1202 => 4.733223488183
1203 => 4.8805135554507
1204 => 5.0602176029347
1205 => 4.9430149493841
1206 => 4.9476090715094
1207 => 4.7805088878617
1208 => 5.0750022613671
1209 => 5.0320970539265
1210 => 5.2546893460263
1211 => 5.2015659091019
1212 => 5.3830812823263
1213 => 5.3352822013138
1214 => 5.5336935141864
1215 => 5.6128451586631
1216 => 5.7457530887093
1217 => 5.8435207030839
1218 => 5.9009317162411
1219 => 5.8974849743544
1220 => 6.1249760105365
1221 => 5.9908324944313
1222 => 5.822316623004
1223 => 5.8192687025507
1224 => 5.9065454602512
1225 => 6.0894536011825
1226 => 6.1368790209207
1227 => 6.1633833606597
1228 => 6.1227910417268
1229 => 5.9771878691471
1230 => 5.914317157452
1231 => 5.9678848253561
]
'min_raw' => 2.2088524707705
'max_raw' => 6.1633833606597
'avg_raw' => 4.1861179157151
'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' => 0.87445161850687
'max_diff' => 3.1844274600318
'year' => 2036
]
11 => [
'items' => [
101 => 5.9023761706316
102 => 6.0154624871682
103 => 6.1707541537069
104 => 6.1386870386565
105 => 6.2458825964995
106 => 6.3568187215654
107 => 6.5154623628629
108 => 6.5569376852551
109 => 6.6254948160041
110 => 6.6960626233891
111 => 6.7187271012654
112 => 6.7620006219058
113 => 6.7617725490916
114 => 6.8921802161853
115 => 7.0360239113789
116 => 7.0903215763253
117 => 7.2151760628788
118 => 7.001367130079
119 => 7.1635436616677
120 => 7.3098309527025
121 => 7.1354212136137
122 => 7.3758044066903
123 => 7.3851379413574
124 => 7.5260632335485
125 => 7.3832084518936
126 => 7.2983817385556
127 => 7.543273281547
128 => 7.6617685851892
129 => 7.6260768353854
130 => 7.3544608570595
131 => 7.1963687075164
201 => 6.782611058464
202 => 7.2727248667669
203 => 7.5114450059754
204 => 7.3538426295695
205 => 7.4333281010458
206 => 7.8669750601703
207 => 8.0320797456436
208 => 7.997739125234
209 => 8.0035421247885
210 => 8.0926296162078
211 => 8.4876926145389
212 => 8.2509617084503
213 => 8.4319336160172
214 => 8.527920463248
215 => 8.617078396361
216 => 8.3981346912895
217 => 8.1132921479134
218 => 8.0230705575497
219 => 7.3381721792392
220 => 7.3025202442853
221 => 7.2825077328315
222 => 7.1563316789409
223 => 7.0571918631128
224 => 6.9783522007409
225 => 6.771453383161
226 => 6.8412756605157
227 => 6.5115221284325
228 => 6.7224867525117
301 => 6.1961921531296
302 => 6.6345059344235
303 => 6.3959516709474
304 => 6.5561344429752
305 => 6.5555755803738
306 => 6.2606283110763
307 => 6.090508881538
308 => 6.1989156031871
309 => 6.3151362141311
310 => 6.3339926172437
311 => 6.484675673001
312 => 6.5267280749414
313 => 6.3993073338231
314 => 6.1852858673589
315 => 6.2349981727086
316 => 6.0895014632568
317 => 5.8345240763927
318 => 6.0176532871166
319 => 6.0801816512807
320 => 6.1077977390579
321 => 5.8570567634278
322 => 5.7782685050334
323 => 5.7363222973617
324 => 6.1529183560753
325 => 6.1757404285841
326 => 6.0589794789134
327 => 6.5867500431525
328 => 6.4672993100423
329 => 6.6007550450665
330 => 6.2304873020578
331 => 6.2446320284724
401 => 6.0693413451283
402 => 6.1674924148733
403 => 6.0981224023341
404 => 6.1595627783856
405 => 6.1963898864628
406 => 6.3716518063306
407 => 6.6365071440213
408 => 6.3454735199723
409 => 6.2186660022959
410 => 6.2973366730698
411 => 6.5068470364404
412 => 6.8242659615851
413 => 6.6363475692483
414 => 6.7197425607061
415 => 6.7379606563547
416 => 6.5993965909625
417 => 6.8293750163218
418 => 6.9526223228133
419 => 7.0790485568369
420 => 7.188820913457
421 => 7.0285511387954
422 => 7.200062771453
423 => 7.0618546714097
424 => 6.9378677179802
425 => 6.9380557550089
426 => 6.8602769279622
427 => 6.7095706497962
428 => 6.6817780998533
429 => 6.8263584544686
430 => 6.9422982070595
501 => 6.9518475603969
502 => 7.0160377646308
503 => 7.0540248662847
504 => 7.4263501034539
505 => 7.5761023938793
506 => 7.7592166599456
507 => 7.830549986333
508 => 8.0452377243461
509 => 7.8718599398149
510 => 7.8343485655342
511 => 7.3135863369382
512 => 7.3988611226972
513 => 7.5353942824902
514 => 7.3158377184549
515 => 7.4550958233806
516 => 7.4825883231828
517 => 7.3083772704233
518 => 7.4014309209174
519 => 7.1543080136897
520 => 6.6418937480899
521 => 6.8299454798808
522 => 6.9684148520075
523 => 6.7708019848323
524 => 7.1250154005697
525 => 6.918091235545
526 => 6.8525062093438
527 => 6.5966356393827
528 => 6.7173966990429
529 => 6.8807277613651
530 => 6.779808154124
531 => 6.9892314923046
601 => 7.2858307903324
602 => 7.4972051129007
603 => 7.5134318087421
604 => 7.3775322803104
605 => 7.5953121419213
606 => 7.5968984304575
607 => 7.3512418569035
608 => 7.2007785734233
609 => 7.1665929988391
610 => 7.2519952666271
611 => 7.35568938585
612 => 7.5191861106845
613 => 7.6179837573016
614 => 7.875595621456
615 => 7.9452980055852
616 => 8.0218797933007
617 => 8.1242166786374
618 => 8.247098348123
619 => 7.978240250946
620 => 7.988922484361
621 => 7.7385655468635
622 => 7.4710232543309
623 => 7.6740545047456
624 => 7.9394908565474
625 => 7.878599464163
626 => 7.8717479386215
627 => 7.8832703041276
628 => 7.8373601827967
629 => 7.6297104055254
630 => 7.5254299873362
701 => 7.6599783315723
702 => 7.7314847884759
703 => 7.8423850671151
704 => 7.828714266952
705 => 8.114381474906
706 => 8.225383113789
707 => 8.1969841445348
708 => 8.202210238337
709 => 8.4031734034053
710 => 8.6266857741884
711 => 8.8360346044818
712 => 9.0489932263977
713 => 8.7922632957616
714 => 8.6619116698854
715 => 8.7964012745234
716 => 8.7250391972242
717 => 9.1351068607525
718 => 9.1634990560641
719 => 9.5735370670329
720 => 9.9627119658604
721 => 9.7182781846993
722 => 9.9487682307949
723 => 10.198062007776
724 => 10.678990150031
725 => 10.517030470976
726 => 10.392971895051
727 => 10.275737140249
728 => 10.519684054499
729 => 10.833517862535
730 => 10.901114658923
731 => 11.010647293035
801 => 10.895487121279
802 => 11.034184863682
803 => 11.523848841241
804 => 11.391537312121
805 => 11.203633670631
806 => 11.590176353086
807 => 11.730064647219
808 => 12.711873955518
809 => 13.951448763764
810 => 13.438256653663
811 => 13.119701750317
812 => 13.194569708827
813 => 13.647220466543
814 => 13.792597523505
815 => 13.397412568206
816 => 13.53699857527
817 => 14.306131197985
818 => 14.718746173343
819 => 14.158359615223
820 => 12.612275326622
821 => 11.186715003613
822 => 11.564837795093
823 => 11.521970405056
824 => 12.348307456914
825 => 11.38838172591
826 => 11.404544413354
827 => 12.247969240338
828 => 12.022957956461
829 => 11.658468493847
830 => 11.189376180059
831 => 10.322215652233
901 => 9.5541473901777
902 => 11.060506127625
903 => 10.995549199731
904 => 10.901481942062
905 => 11.110818444863
906 => 12.12729708126
907 => 12.103863958671
908 => 11.954794388442
909 => 12.067862343622
910 => 11.638647134629
911 => 11.749265667035
912 => 11.186489187575
913 => 11.440887659913
914 => 11.657686463161
915 => 11.701212032674
916 => 11.799277363258
917 => 10.961319850396
918 => 11.337538172531
919 => 11.558531189896
920 => 10.560076697647
921 => 11.53879495486
922 => 10.946732874384
923 => 10.745778111797
924 => 11.016337225844
925 => 10.910900075973
926 => 10.82025140599
927 => 10.769667890598
928 => 10.968336643435
929 => 10.959068508654
930 => 10.63400786907
1001 => 10.2099795159
1002 => 10.35229734948
1003 => 10.300591946304
1004 => 10.113204895062
1005 => 10.2394811424
1006 => 9.6834244560702
1007 => 8.7267578285514
1008 => 9.3587611061816
1009 => 9.3344296674802
1010 => 9.322160652744
1011 => 9.7970936485955
1012 => 9.7514397996128
1013 => 9.6685776166656
1014 => 10.111683066091
1015 => 9.9499436164414
1016 => 10.448386489654
1017 => 10.776693203216
1018 => 10.693424001047
1019 => 11.002198051997
1020 => 10.355576064924
1021 => 10.570357951058
1022 => 10.614624200116
1023 => 10.106215213627
1024 => 9.7589093339171
1025 => 9.7357479913174
1026 => 9.1335674575995
1027 => 9.4552474380801
1028 => 9.738312508881
1029 => 9.6027463067043
1030 => 9.5598300970202
1031 => 9.7790797049059
1101 => 9.7961172771845
1102 => 9.4076588236709
1103 => 9.4884316370358
1104 => 9.82526769613
1105 => 9.4799442325789
1106 => 8.8090371511665
1107 => 8.6426429189601
1108 => 8.6204428611296
1109 => 8.169168506493
1110 => 8.6537621772012
1111 => 8.4422240536341
1112 => 9.1104704513666
1113 => 8.7287716928591
1114 => 8.7123174222715
1115 => 8.6874443789616
1116 => 8.299013900017
1117 => 8.3840554888611
1118 => 8.6667466823787
1119 => 8.7676140849701
1120 => 8.7570927884975
1121 => 8.6653613413089
1122 => 8.7073555280908
1123 => 8.5720776207216
1124 => 8.5243081760633
1125 => 8.373534668701
1126 => 8.1519392651229
1127 => 8.182753465114
1128 => 7.7437149870343
1129 => 7.5045035226409
1130 => 7.4382929420532
1201 => 7.3497533865607
1202 => 7.4482937204408
1203 => 7.7424712461882
1204 => 7.3876307368932
1205 => 6.7792815728747
1206 => 6.8158443942087
1207 => 6.8979901981473
1208 => 6.7449120359567
1209 => 6.6000364023196
1210 => 6.7259940116354
1211 => 6.4682284511154
1212 => 6.9291399346466
1213 => 6.9166735707066
1214 => 7.088472869192
1215 => 7.1959024962115
1216 => 6.9483119866864
1217 => 6.8860436430967
1218 => 6.9215145215438
1219 => 6.3352599131716
1220 => 7.0405633603223
1221 => 7.0466628538217
1222 => 6.9944352873706
1223 => 7.3699875991775
1224 => 8.1625201147935
1225 => 7.8643375028722
1226 => 7.7488721829191
1227 => 7.5293725252836
1228 => 7.8218427864828
1229 => 7.7993856336695
1230 => 7.6978258720255
1231 => 7.6364022112975
]
'min_raw' => 5.7363222973617
'max_raw' => 14.718746173343
'avg_raw' => 10.227534235352
'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' => 3.5274698265913
'max_diff' => 8.5553628126834
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.18005660216552
]
1 => [
'year' => 2028
'avg' => 0.30902940012112
]
2 => [
'year' => 2029
'avg' => 0.84421262400056
]
3 => [
'year' => 2030
'avg' => 0.65130878217728
]
4 => [
'year' => 2031
'avg' => 0.63966593990686
]
5 => [
'year' => 2032
'avg' => 1.1215357029368
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.18005660216552
'min' => '$0.180056'
'max_raw' => 1.1215357029368
'max' => '$1.12'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 1.1215357029368
]
1 => [
'year' => 2033
'avg' => 2.8847051541097
]
2 => [
'year' => 2034
'avg' => 1.8284647591173
]
3 => [
'year' => 2035
'avg' => 2.1566783764457
]
4 => [
'year' => 2036
'avg' => 4.1861179157151
]
5 => [
'year' => 2037
'avg' => 10.227534235352
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 1.1215357029368
'min' => '$1.12'
'max_raw' => 10.227534235352
'max' => '$10.22'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 10.227534235352
]
]
]
]
'prediction_2025_max_price' => '$0.307864'
'last_price' => 0.298513
'sma_50day_nextmonth' => '$0.28405'
'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' => '$0.298481'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.298972'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.298583'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.298199'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '—'
'daily_sma50_action' => '—'
'daily_sma100' => '—'
'daily_sma100_action' => '—'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '$0.298558'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.2986029'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.298538'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.298393'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.172978'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.086489'
'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' => '$0.298326'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.298162'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.178844'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.085164'
'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' => '51.51'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 17.29
'stoch_rsi_14_action' => 'BUY'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.298625'
'vwma_10_action' => 'SELL'
'hma_9' => '0.298580'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 26.61
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 46.68
'cci_20_action' => 'NEUTRAL'
'adx_14' => 5.12
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '—'
'ao_5_34_action' => '—'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -73.39
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 52.82
'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' => 1767677514
'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 $0.103136 na extremidade inferior e $0.307864 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 $0.180056 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 | $0.099286 | $0.180056 | $0.260826 |
| 2028 | $0.179183 | $0.309029 | $0.438875 |
| 2029 | $0.393613 | $0.844212 | $1.29 |
| 2030 | $0.334751 | $0.6513087 | $0.967865 |
| 2031 | $0.39578 | $0.639665 | $0.883551 |
| 2032 | $0.604128 | $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 | $0.604128 | $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 $0.28405 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 51.51, 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 | $0.298481 | BUY |
| SMA 5 | $0.298972 | SELL |
| SMA 10 | $0.298583 | SELL |
| SMA 21 | $0.298199 | BUY |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.298558 | SELL |
| EMA 5 | $0.2986029 | SELL |
| EMA 10 | $0.298538 | SELL |
| EMA 21 | $0.298393 | BUY |
| EMA 50 | $0.172978 | BUY |
| EMA 100 | $0.086489 | 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 | $0.085164 | BUY |
| EMA 50 | $0.035768 | BUY |
| EMA 100 | $0.017884 | BUY |
| EMA 200 | $0.008942 | BUY |
Osciladores de Peruvian Sol
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 51.51 | NEUTRAL |
| Stoch RSI (14) | 17.29 | BUY |
| Estocástico Rápido (14) | 26.61 | NEUTRAL |
| Índice de Canal de Commodities (20) | 46.68 | NEUTRAL |
| Índice Direcional Médio (14) | 5.12 | NEUTRAL |
| Oscilador Impressionante (5, 34) | — | — |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Williams Percent Range (14) | -73.39 | NEUTRAL |
| Oscilador Ultimate (7, 14, 28) | 52.82 | NEUTRAL |
| VWMA (10) | 0.298625 | SELL |
| Média Móvel de Hull (9) | 0.298580 | SELL |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | — | — |
Previsão do preço de Peruvian Sol com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Peruvian Sol
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Peruvian Sol por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.41946 | $0.589412 | $0.828222 | $1.16 | $1.63 | $2.29 |
| Amazon.com stock | $0.622865 | $1.29 | $2.71 | $5.65 | $11.80 | $24.63 |
| Apple stock | $0.423417 | $0.600585 | $0.851885 | $1.20 | $1.71 | $2.43 |
| Netflix stock | $0.4710067 | $0.743174 | $1.17 | $1.85 | $2.91 | $4.60 |
| Google stock | $0.386573 | $0.50061 | $0.648288 | $0.83953 | $1.08 | $1.40 |
| Tesla stock | $0.6767064 | $1.53 | $3.47 | $7.88 | $17.87 | $40.51 |
| Kodak stock | $0.223853 | $0.167865 | $0.125881 | $0.094397 | $0.070788 | $0.053083 |
| Nokia stock | $0.197752 | $0.1310027 | $0.086783 | $0.05749 | $0.038085 | $0.025229 |
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 $0.2985 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 | $0.306272 | $0.314233 | $0.3224012 | $0.330781 |
| Se Peruvian Sol tiver 2% da média anterior do crescimento anual do Bitcoin | $0.314031 | $0.330357 | $0.347531 | $0.365597 |
| Se Peruvian Sol tiver 5% da média anterior do crescimento anual do Bitcoin | $0.3373095 | $0.381148 | $0.430684 | $0.486659 |
| Se Peruvian Sol tiver 10% da média anterior do crescimento anual do Bitcoin | $0.3761061 | $0.473868 | $0.597041 | $0.752232 |
| Se Peruvian Sol tiver 20% da média anterior do crescimento anual do Bitcoin | $0.453699 | $0.689561 | $1.04 | $1.59 |
| Se Peruvian Sol tiver 50% da média anterior do crescimento anual do Bitcoin | $0.686478 | $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 | $50.10 |
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 queda de -0.0004% 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 $0.307864 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 $0.967865. 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 $0.3010675 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 $0.263831 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 $0.103136 e $0.307864. 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 $0.967865 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 $0.967865, enquanto seu pico mais baixo está previsto para cerca de $0.334751.
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 $0.307864 se o melhor cenário ocorrer. O preço ficará entre $0.307864 e $0.103136 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 $0.260826 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.260826 e $0.099286 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 $0.438875 no melhor cenário. O preço é esperado para variar entre $0.438875 e $0.179183 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 $0.393613.
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 $0.967865 no melhor cenário. O preço está previsto para variar entre $0.967865 e $0.334751 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 $0.883551 sob condições ideais. O preço provavelmente oscilará entre $0.883551 e $0.39578 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 $0.604128 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


