Previsão de Preço TRON - Projeção TRX
$0.2912
-0.3309%
Add to portfolio
Add to favorites
Sentiment
Altista 64.71%
Baixista 35.29%
SMA 50
$0.282129
SMA 200
$0.310162
RSI (14)
59.40
Momentum (10)
0.01
MACD (12, 26)
0
Hull Moving Average (9)
0.294887
Previsão de Preço TRON até $0.300362 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.100623 | $0.300362 |
| 2027 | $0.096867 | $0.25447 |
| 2028 | $0.174816 | $0.428181 |
| 2029 | $0.384022 | $1.26 |
| 2030 | $0.326594 | $0.944281 |
| 2031 | $0.386136 | $0.862021 |
| 2032 | $0.5894075 | $1.59 |
| 2033 | $1.36 | $4.25 |
| 2034 | $1.10 | $2.46 |
| 2035 | $1.30 | $2.90 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em TRON 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.
$
≈ $3,954.43
(39.54% ROI)
Previsão de preço de longo prazo de TRON para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'TRON'
'name_with_ticker' => 'TRON <small>TRX</small>'
'name_lang' => 'TRON'
'name_lang_with_ticker' => 'TRON <small>TRX</small>'
'name_with_lang' => 'TRON'
'name_with_lang_with_ticker' => 'TRON <small>TRX</small>'
'image' => '/uploads/coins/tron.png?1717088331'
'price_for_sd' => 0.2912
'ticker' => 'TRX'
'marketcap' => '$27.58B'
'low24h' => '$0.291'
'high24h' => '$0.2933'
'volume24h' => '$549.77M'
'current_supply' => '94.7B'
'max_supply' => '94.7B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '0.00186 USD 156.56x, 0.00000038 BTC 8.2x'
'price' => '$0.2912'
'change_24h_pct' => '-0.3309%'
'ath_price' => '$0.4312'
'ath_days' => 398
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '4 de dez. de 2024'
'ath_pct' => '-32.47%'
'fdv' => '$27.58B'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => '84.96%'
'change_30d_pct_is_increased' => true
'max_price' => '$14.36'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.293731'
'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' => '$0.257402'
'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' => '$0.100623'
'current_year_max_price_prediction' => '$0.300362'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.326594'
'grand_prediction_max_price' => '$0.944281'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.29675782585829
107 => 0.29786581185695
108 => 0.30036216088711
109 => 0.27903113174471
110 => 0.28860813758353
111 => 0.29423373126975
112 => 0.26881709433458
113 => 0.29373132607826
114 => 0.2786598059846
115 => 0.27354430569817
116 => 0.28043165291793
117 => 0.27774764700822
118 => 0.27544009633718
119 => 0.27415244341398
120 => 0.27920975108339
121 => 0.27897382163582
122 => 0.27069908470754
123 => 0.25990502770603
124 => 0.26352786753858
125 => 0.26221165586311
126 => 0.25744153495652
127 => 0.26065602050096
128 => 0.24650105297712
129 => 0.22214816706354
130 => 0.23823642944712
131 => 0.23761704884601
201 => 0.23730472906026
202 => 0.24939461359461
203 => 0.24823245015773
204 => 0.24612311213984
205 => 0.25740279530965
206 => 0.25328555921953
207 => 0.26597391070648
208 => 0.27433127962691
209 => 0.27221158053612
210 => 0.28007172640046
211 => 0.26361133045121
212 => 0.26907881370909
213 => 0.27020565443093
214 => 0.25726360577024
215 => 0.24842259446872
216 => 0.24783299980982
217 => 0.23250390457939
218 => 0.24069258351935
219 => 0.24789828211596
220 => 0.24444731167298
221 => 0.24335483752554
222 => 0.24893605101606
223 => 0.24936975910414
224 => 0.23948116873372
225 => 0.24153731980266
226 => 0.25011181156682
227 => 0.24132126461008
228 => 0.22424266780084
301 => 0.22000693966208
302 => 0.21944181544841
303 => 0.20795418479624
304 => 0.22028999127023
305 => 0.21490508116527
306 => 0.23191594766571
307 => 0.22219943195177
308 => 0.22178057237949
309 => 0.22114740470266
310 => 0.21125952645229
311 => 0.21342434338168
312 => 0.22062052456588
313 => 0.22318820308319
314 => 0.22292037317747
315 => 0.22058525935222
316 => 0.2216542625037
317 => 0.21821063088739
318 => 0.21699461289068
319 => 0.21315652560095
320 => 0.20751559758373
321 => 0.20830000322235
322 => 0.19712384879113
323 => 0.19103448669359
324 => 0.18934903152149
325 => 0.18709517042534
326 => 0.18960361112959
327 => 0.19709218814983
328 => 0.18805937547318
329 => 0.17257325171721
330 => 0.17350399414202
331 => 0.17559509603065
401 => 0.17169834149521
402 => 0.16801039035723
403 => 0.17121676465877
404 => 0.1646550898734
405 => 0.17638804307969
406 => 0.17607069957668
407 => 0.18044401897102
408 => 0.18317874533785
409 => 0.17687608644048
410 => 0.17529098477199
411 => 0.17619393072122
412 => 0.16127024551749
413 => 0.17922443550263
414 => 0.17937970408319
415 => 0.17805020023019
416 => 0.18761025212385
417 => 0.20778494347444
418 => 0.20019441306327
419 => 0.19725513026306
420 => 0.19166755151128
421 => 0.19911266844043
422 => 0.19854099962219
423 => 0.19595569642714
424 => 0.19439209698813
425 => 0.19727307689708
426 => 0.19403511169502
427 => 0.1934534841714
428 => 0.18992945419523
429 => 0.18867153582689
430 => 0.18774022314614
501 => 0.18671493939353
502 => 0.188976459867
503 => 0.18385155694633
504 => 0.17767142642443
505 => 0.17715761544148
506 => 0.17857629274014
507 => 0.17794863364359
508 => 0.1771546104512
509 => 0.17563860393758
510 => 0.17518883718935
511 => 0.17665036092531
512 => 0.17500038583954
513 => 0.17743501395739
514 => 0.17677292982345
515 => 0.17307458167184
516 => 0.16846507057108
517 => 0.16842403625351
518 => 0.16743092464796
519 => 0.16616604770297
520 => 0.16581418787334
521 => 0.1709467327584
522 => 0.18157094706632
523 => 0.17948515958177
524 => 0.18099235479946
525 => 0.18840626354454
526 => 0.19076292219058
527 => 0.18909022170414
528 => 0.18680052611062
529 => 0.18690126109633
530 => 0.19472584407737
531 => 0.19521385372007
601 => 0.19644689664929
602 => 0.19803170527123
603 => 0.18936012146536
604 => 0.1864928302789
605 => 0.1851341486435
606 => 0.18094993508242
607 => 0.18546225068068
608 => 0.18283311761819
609 => 0.1831878774923
610 => 0.18295683965889
611 => 0.18308300193864
612 => 0.17638476348015
613 => 0.17882524952537
614 => 0.17476746813513
615 => 0.16933455436094
616 => 0.16931634132894
617 => 0.17064603927837
618 => 0.16985508290696
619 => 0.16772663964885
620 => 0.1680289749677
621 => 0.16538019944244
622 => 0.16835058427409
623 => 0.16843576428252
624 => 0.16729200432438
625 => 0.17186829199166
626 => 0.17374320078284
627 => 0.17299035347668
628 => 0.1736903790089
629 => 0.17957183346852
630 => 0.18053076717129
701 => 0.18095666217846
702 => 0.18038601928913
703 => 0.17379788119969
704 => 0.17409009313888
705 => 0.17194603581475
706 => 0.17013453331105
707 => 0.17020698391112
708 => 0.17113833167686
709 => 0.17520558199268
710 => 0.18376487050482
711 => 0.1840896892471
712 => 0.18448337903837
713 => 0.18288204480463
714 => 0.18239906707703
715 => 0.18303623936686
716 => 0.18625065810601
717 => 0.19451901580928
718 => 0.1915964259719
719 => 0.18922031494129
720 => 0.19130480491007
721 => 0.19098391401815
722 => 0.18827527195716
723 => 0.18819924939592
724 => 0.18300049927562
725 => 0.18107863972596
726 => 0.17947259003757
727 => 0.17771882570484
728 => 0.17667913542168
729 => 0.17827657222739
730 => 0.17864192492518
731 => 0.17514910143107
801 => 0.17467304249525
802 => 0.17752535755837
803 => 0.17627016004411
804 => 0.17756116181493
805 => 0.17786068529976
806 => 0.17781245512009
807 => 0.17650188475669
808 => 0.17733720322455
809 => 0.17536142602764
810 => 0.17321306507815
811 => 0.17184254463998
812 => 0.17064658378453
813 => 0.17131017237679
814 => 0.16894460021188
815 => 0.16818780606676
816 => 0.1770542161229
817 => 0.18360392856135
818 => 0.18350869314852
819 => 0.1829289720655
820 => 0.18206762412827
821 => 0.1861876451394
822 => 0.18475231220154
823 => 0.18579663683991
824 => 0.18606246129055
825 => 0.18686703184141
826 => 0.18715459665817
827 => 0.18628537605532
828 => 0.1833681655458
829 => 0.17609875431614
830 => 0.17271482376533
831 => 0.17159807031974
901 => 0.17163866218647
902 => 0.17051895729197
903 => 0.17084876056506
904 => 0.17040426517278
905 => 0.16956249843478
906 => 0.17125819565275
907 => 0.17145360896061
908 => 0.17105781296786
909 => 0.17115103725218
910 => 0.16787401547891
911 => 0.16812316032702
912 => 0.16673589015297
913 => 0.16647579371913
914 => 0.16296889552259
915 => 0.15675591703438
916 => 0.16019851022526
917 => 0.15604034175253
918 => 0.15446558034538
919 => 0.16192025592121
920 => 0.16117201325391
921 => 0.15989134706076
922 => 0.15799697484688
923 => 0.15729433376548
924 => 0.15302530898404
925 => 0.1527730722256
926 => 0.15488891618064
927 => 0.15391252699713
928 => 0.15254130679599
929 => 0.1475748862258
930 => 0.14199098517957
1001 => 0.142159528053
1002 => 0.14393566308363
1003 => 0.14910001522965
1004 => 0.147082213502
1005 => 0.14561827519699
1006 => 0.14534412355828
1007 => 0.14877570529201
1008 => 0.15363211238384
1009 => 0.15591062993534
1010 => 0.15365268824141
1011 => 0.15105888639963
1012 => 0.15121675909922
1013 => 0.15226701544137
1014 => 0.1523773825331
1015 => 0.15068908418125
1016 => 0.15116433027803
1017 => 0.1504423879996
1018 => 0.14601182956949
1019 => 0.14593169481694
1020 => 0.14484436432579
1021 => 0.14481144039065
1022 => 0.14296161997789
1023 => 0.14270281731494
1024 => 0.13902988660934
1025 => 0.14144742072243
1026 => 0.13982586576561
1027 => 0.13738179995953
1028 => 0.13696044209334
1029 => 0.13694777556708
1030 => 0.1394572846668
1031 => 0.14141809564749
1101 => 0.13985407340833
1102 => 0.13949797586177
1103 => 0.14330016603187
1104 => 0.14281630267499
1105 => 0.14239728012852
1106 => 0.1531972743943
1107 => 0.14464823619887
1108 => 0.14092036758363
1109 => 0.13630642226921
1110 => 0.13780874612911
1111 => 0.13812530784013
1112 => 0.1270296010851
1113 => 0.12252807423647
1114 => 0.12098331985849
1115 => 0.12009429187433
1116 => 0.12049943309042
1117 => 0.11644753095022
1118 => 0.11917047620071
1119 => 0.11566187144606
1120 => 0.11507364244095
1121 => 0.121347462375
1122 => 0.1222204277677
1123 => 0.11849608619336
1124 => 0.12088771640021
1125 => 0.12002047804106
1126 => 0.11572201640427
1127 => 0.11555784678709
1128 => 0.11340102983598
1129 => 0.11002602894955
1130 => 0.10848356298108
1201 => 0.1076802333124
1202 => 0.10801170279028
1203 => 0.10784410167914
1204 => 0.10675039105912
1205 => 0.10790679189162
1206 => 0.10495266562241
1207 => 0.10377630873899
1208 => 0.10324497562602
1209 => 0.10062301852893
1210 => 0.10479571826002
1211 => 0.10561779267333
1212 => 0.10644148682719
1213 => 0.11361118207663
1214 => 0.11325300436331
1215 => 0.11649075645205
1216 => 0.11636494335972
1217 => 0.11544148401591
1218 => 0.11154556094605
1219 => 0.11309840644355
1220 => 0.10831898936803
1221 => 0.11190005360978
1222 => 0.11026580543866
1223 => 0.11134751265922
1224 => 0.10940250554305
1225 => 0.11047895278851
1226 => 0.10581273701368
1227 => 0.10145549037856
1228 => 0.10320897362049
1229 => 0.1051152104396
1230 => 0.10924841756353
1231 => 0.10678671349874
]
'min_raw' => 0.10062301852893
'max_raw' => 0.30036216088711
'avg_raw' => 0.20049258970802
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.100623'
'max' => '$0.300362'
'avg' => '$0.200492'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.19061598147107
'max_diff' => 0.0091231608871079
'year' => 2026
]
1 => [
'items' => [
101 => 0.10767203536778
102 => 0.10470635530759
103 => 0.098587310238801
104 => 0.098621943369364
105 => 0.097680661596174
106 => 0.096867256714749
107 => 0.10706946982342
108 => 0.10580066335023
109 => 0.1037789862925
110 => 0.10648508137253
111 => 0.10720061586319
112 => 0.10722098612422
113 => 0.10919528324018
114 => 0.11024896596489
115 => 0.11043468211204
116 => 0.11354128128152
117 => 0.1145825723461
118 => 0.11887150287207
119 => 0.11015956834737
120 => 0.10998015178888
121 => 0.10652316167981
122 => 0.10433068389979
123 => 0.10667328250916
124 => 0.10874850508045
125 => 0.10658764462976
126 => 0.10686980738637
127 => 0.1039690287801
128 => 0.10500592063752
129 => 0.10589903158955
130 => 0.10540590821647
131 => 0.10466767865954
201 => 0.10857836049513
202 => 0.10835770449988
203 => 0.11199942133138
204 => 0.1148384000232
205 => 0.11992635736708
206 => 0.11461680863752
207 => 0.11442330757827
208 => 0.11631481147098
209 => 0.11458228276671
210 => 0.11567718110295
211 => 0.11974995231805
212 => 0.11983600355603
213 => 0.11839453444901
214 => 0.11830682092284
215 => 0.11858367083279
216 => 0.12020518940261
217 => 0.11963858099008
218 => 0.12029427458983
219 => 0.12111422947665
220 => 0.1245059105422
221 => 0.12532363336462
222 => 0.12333699084681
223 => 0.12351636242267
224 => 0.12277330358646
225 => 0.12205551806117
226 => 0.12366899509786
227 => 0.12661765609537
228 => 0.12659931262834
301 => 0.12728334466599
302 => 0.12770949095861
303 => 0.12588015911251
304 => 0.1246893313471
305 => 0.1251459704867
306 => 0.12587614641522
307 => 0.12490918427414
308 => 0.11894064599895
309 => 0.12075111923994
310 => 0.12044976796502
311 => 0.12002060710397
312 => 0.12184105194776
313 => 0.12166546560157
314 => 0.11640597283725
315 => 0.11674266849964
316 => 0.11642644841565
317 => 0.11744822019956
318 => 0.11452710373721
319 => 0.11542561948701
320 => 0.11598916014222
321 => 0.11632108991746
322 => 0.11752024787202
323 => 0.11737954052668
324 => 0.11751150130587
325 => 0.11928953598651
326 => 0.12828222525338
327 => 0.12877167748893
328 => 0.12636143567236
329 => 0.12732427973816
330 => 0.12547582968267
331 => 0.12671670658846
401 => 0.12756568305254
402 => 0.12372932166013
403 => 0.12350215723625
404 => 0.12164607796985
405 => 0.12264342983391
406 => 0.12105657130606
407 => 0.12144593088284
408 => 0.1203572475624
409 => 0.1223166607845
410 => 0.12450758922884
411 => 0.12506110427626
412 => 0.1236050444897
413 => 0.12255076124521
414 => 0.12069978717037
415 => 0.12377799830847
416 => 0.12467816105203
417 => 0.12377327013679
418 => 0.12356358713947
419 => 0.12316623823844
420 => 0.12364788658721
421 => 0.12467325857241
422 => 0.12418971207984
423 => 0.12450910305718
424 => 0.12329191400611
425 => 0.12588076469747
426 => 0.1299924826362
427 => 0.1300057024817
428 => 0.12952215338264
429 => 0.12932429550951
430 => 0.12982044622937
501 => 0.13008958764172
502 => 0.13169404809126
503 => 0.13341569807814
504 => 0.14144988735216
505 => 0.13919391915334
506 => 0.14632232983331
507 => 0.15195997717289
508 => 0.15365046110558
509 => 0.15209529543092
510 => 0.14677515766628
511 => 0.14651412632649
512 => 0.15446465825109
513 => 0.15221826882496
514 => 0.15195106795067
515 => 0.14910850209126
516 => 0.1507888105728
517 => 0.15042130245925
518 => 0.1498411729229
519 => 0.15304708445437
520 => 0.15904826464759
521 => 0.15811292443577
522 => 0.15741473635682
523 => 0.15435547943439
524 => 0.15619783541147
525 => 0.15554180773603
526 => 0.15836051895514
527 => 0.15669077687104
528 => 0.15220125021567
529 => 0.15291622213321
530 => 0.1528081555662
531 => 0.15503215785764
601 => 0.15436456757288
602 => 0.15267779784866
603 => 0.1590277532661
604 => 0.1586154224816
605 => 0.15920001326208
606 => 0.15945736820272
607 => 0.16332247416656
608 => 0.16490588441035
609 => 0.16526534625718
610 => 0.16676946352344
611 => 0.16522792244938
612 => 0.17139518584577
613 => 0.17549605613458
614 => 0.18025942800388
615 => 0.18721999457859
616 => 0.18983723199952
617 => 0.18936445148542
618 => 0.19464187362251
619 => 0.20412528389237
620 => 0.19128131984203
621 => 0.20480604517462
622 => 0.20052427328479
623 => 0.19037226915977
624 => 0.18971859977839
625 => 0.19659365483904
626 => 0.21184186526403
627 => 0.20802236149634
628 => 0.2118481126039
629 => 0.2073851707202
630 => 0.20716354803905
701 => 0.21163135747808
702 => 0.22207063775999
703 => 0.21711132700863
704 => 0.21000093897366
705 => 0.21525113884879
706 => 0.21070292983389
707 => 0.20045454195978
708 => 0.2080194407938
709 => 0.2029610083794
710 => 0.20443732787898
711 => 0.215069400429
712 => 0.21379012133081
713 => 0.21544562694193
714 => 0.21252370287043
715 => 0.20979416504252
716 => 0.20469927998858
717 => 0.20319093569891
718 => 0.20360778779603
719 => 0.20319072912771
720 => 0.20034018776444
721 => 0.19972461362844
722 => 0.1986986297662
723 => 0.19901662506629
724 => 0.1970874752431
725 => 0.20072817954215
726 => 0.20140392634183
727 => 0.20405332732114
728 => 0.20432839691986
729 => 0.21170694093537
730 => 0.20764296288302
731 => 0.21036943022752
801 => 0.21012554932572
802 => 0.19059229387273
803 => 0.19328380413078
804 => 0.19747094944986
805 => 0.19558464615916
806 => 0.1929178546331
807 => 0.19076427749148
808 => 0.18750138790738
809 => 0.19209384233876
810 => 0.19813243156296
811 => 0.20448154550778
812 => 0.21210958990205
813 => 0.21040709919347
814 => 0.20433894452378
815 => 0.20461115750947
816 => 0.20629387107516
817 => 0.20411460411695
818 => 0.20347189574662
819 => 0.20620557281454
820 => 0.2062243981461
821 => 0.20371688813747
822 => 0.20093024963235
823 => 0.20091857351527
824 => 0.20042271810902
825 => 0.20747338229542
826 => 0.2113505346954
827 => 0.21179504396971
828 => 0.21132061567957
829 => 0.21150320429906
830 => 0.20924717474474
831 => 0.21440378930113
901 => 0.2191360087544
902 => 0.2178676728518
903 => 0.21596625702923
904 => 0.21445168774196
905 => 0.21751088846143
906 => 0.21737466706902
907 => 0.21909467694577
908 => 0.21901664736251
909 => 0.2184382727338
910 => 0.21786769350738
911 => 0.22012997564477
912 => 0.21947847472034
913 => 0.21882596183503
914 => 0.21751724734881
915 => 0.21769512338293
916 => 0.21579403586661
917 => 0.21491450579372
918 => 0.2016884837851
919 => 0.19815405853166
920 => 0.19926606066625
921 => 0.19963216064208
922 => 0.1980939742423
923 => 0.20029933841192
924 => 0.19995563474215
925 => 0.20129278466133
926 => 0.20045739144412
927 => 0.20049167627316
928 => 0.20294838960034
929 => 0.20366158393083
930 => 0.20329884753816
1001 => 0.20355289567371
1002 => 0.20940732773045
1003 => 0.20857501470618
1004 => 0.20813286500065
1005 => 0.20825534349079
1006 => 0.20975127640173
1007 => 0.21017005594188
1008 => 0.20839565760313
1009 => 0.20923247411736
1010 => 0.21279553262711
1011 => 0.21404240145388
1012 => 0.21802180821793
1013 => 0.21633128549625
1014 => 0.21943431311601
1015 => 0.22897196211908
1016 => 0.23659129609784
1017 => 0.22958424168868
1018 => 0.24357617822435
1019 => 0.25447090784145
1020 => 0.25405274997263
1021 => 0.25215300186425
1022 => 0.23974964184654
1023 => 0.22833588503457
1024 => 0.2378839772615
1025 => 0.23790831731217
1026 => 0.23708812772209
1027 => 0.23199400061948
1028 => 0.23691086314108
1029 => 0.23730114583263
1030 => 0.23708269130991
1031 => 0.23317703600415
1101 => 0.227213822238
1102 => 0.22837901993399
1103 => 0.23028763752941
1104 => 0.22667422624194
1105 => 0.22551952239129
1106 => 0.22766633654105
1107 => 0.23458381903808
1108 => 0.23327610904227
1109 => 0.23324195944941
1110 => 0.23883689736685
1111 => 0.23483212928113
1112 => 0.22839371680842
1113 => 0.22676793274683
1114 => 0.22099749458757
1115 => 0.22498315677777
1116 => 0.22512659366445
1117 => 0.22294368721536
1118 => 0.22857084763608
1119 => 0.22851899236216
1120 => 0.23386114368933
1121 => 0.24407333060648
1122 => 0.24105308442388
1123 => 0.23754086671537
1124 => 0.23792274216352
1125 => 0.24211097328079
1126 => 0.23957867313927
1127 => 0.24048930592598
1128 => 0.242109594929
1129 => 0.24308715551404
1130 => 0.23778208623913
1201 => 0.23654522082036
1202 => 0.23401502825431
1203 => 0.23335494824211
1204 => 0.23541573729296
1205 => 0.23487279218681
1206 => 0.22511453834954
1207 => 0.22409474652914
1208 => 0.22412602208834
1209 => 0.22156170706747
1210 => 0.21765051115452
1211 => 0.22792890048838
1212 => 0.2271034019789
1213 => 0.22619211551295
1214 => 0.2263037429053
1215 => 0.23076524334819
1216 => 0.22817734778014
1217 => 0.23505769229555
1218 => 0.23364330030527
1219 => 0.23219263449743
1220 => 0.23199210829442
1221 => 0.23143372572339
1222 => 0.22951882412234
1223 => 0.22720646537131
1224 => 0.2256796458308
1225 => 0.20817754389797
1226 => 0.21142583221166
1227 => 0.21516269182577
1228 => 0.21645264079003
1229 => 0.21424609382491
1230 => 0.22960595204558
1231 => 0.23241234615378
]
'min_raw' => 0.096867256714749
'max_raw' => 0.25447090784145
'avg_raw' => 0.1756690822781
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.096867'
'max' => '$0.25447'
'avg' => '$0.175669'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0037557618141816
'max_diff' => -0.045891253045655
'year' => 2027
]
2 => [
'items' => [
101 => 0.2239115953435
102 => 0.22232145195026
103 => 0.22971020158171
104 => 0.22525388231604
105 => 0.22726056260851
106 => 0.22292321741163
107 => 0.23173636799392
108 => 0.23166922655255
109 => 0.22824071192201
110 => 0.23113846901029
111 => 0.2306349124059
112 => 0.22676412783207
113 => 0.23185907876911
114 => 0.23186160580121
115 => 0.22856173501164
116 => 0.22470820836403
117 => 0.22401928881568
118 => 0.22350028047931
119 => 0.22713291837355
120 => 0.23038993015057
121 => 0.23645042158589
122 => 0.23797417312646
123 => 0.24392147683117
124 => 0.24038014704397
125 => 0.24194997267074
126 => 0.24365424045398
127 => 0.24447132910164
128 => 0.24313992699768
129 => 0.25237853765896
130 => 0.25315855946249
131 => 0.25342009402605
201 => 0.25030488649152
202 => 0.25307191990558
203 => 0.25177731660566
204 => 0.25514551474091
205 => 0.25567369121583
206 => 0.255226344532
207 => 0.25539399608183
208 => 0.24751047168503
209 => 0.24710166935615
210 => 0.2415276205946
211 => 0.24379908666622
212 => 0.23955268971953
213 => 0.24089926593406
214 => 0.24149282389878
215 => 0.24118278290213
216 => 0.24392751194983
217 => 0.24159393154818
218 => 0.2354352291921
219 => 0.22927484890168
220 => 0.22919751034527
221 => 0.22757559095455
222 => 0.22640324030441
223 => 0.226629076631
224 => 0.2274249533022
225 => 0.22635698250546
226 => 0.22658488822244
227 => 0.23036964165214
228 => 0.23112864696084
229 => 0.22854925035936
301 => 0.21819260079924
302 => 0.2156510530195
303 => 0.2174778671625
304 => 0.21660476766405
305 => 0.17481695281387
306 => 0.1846343800655
307 => 0.17880119816091
308 => 0.18148939675434
309 => 0.17553522852488
310 => 0.17837686968867
311 => 0.17785212232584
312 => 0.19363825482767
313 => 0.19339177608177
314 => 0.19350975241407
315 => 0.1878784346878
316 => 0.19684927673268
317 => 0.20126863610504
318 => 0.20045073030266
319 => 0.20065657957203
320 => 0.19711940711298
321 => 0.19354399997535
322 => 0.1895783232085
323 => 0.19694606046884
324 => 0.19612689385696
325 => 0.19800576733777
326 => 0.20278427160784
327 => 0.20348792451338
328 => 0.20443364115417
329 => 0.20409466905914
330 => 0.21217035958217
331 => 0.21119234017471
401 => 0.2135490855513
402 => 0.20870108150495
403 => 0.20321510474973
404 => 0.2042578095808
405 => 0.20415738872067
406 => 0.20287891591345
407 => 0.20172476782747
408 => 0.19980343644353
409 => 0.20588281324587
410 => 0.20563600164994
411 => 0.20963159450094
412 => 0.2089253346534
413 => 0.20420875854048
414 => 0.20437721197907
415 => 0.20551014230955
416 => 0.20943122711892
417 => 0.21059527205815
418 => 0.21005604006312
419 => 0.21133236219832
420 => 0.21234111517413
421 => 0.21145904604105
422 => 0.22394728484635
423 => 0.21876129741742
424 => 0.22128891160641
425 => 0.22189173269692
426 => 0.22034761914955
427 => 0.22068248208741
428 => 0.22118970819359
429 => 0.22426948578524
430 => 0.23235171332655
501 => 0.23593127688701
502 => 0.24670057047121
503 => 0.23563404396324
504 => 0.2349774020781
505 => 0.23691727705412
506 => 0.24323999243355
507 => 0.24836395938612
508 => 0.25006387483303
509 => 0.25028854672189
510 => 0.25347770110854
511 => 0.25530566492876
512 => 0.25309045388291
513 => 0.25121329446382
514 => 0.24448954242624
515 => 0.24526783503276
516 => 0.25062949929603
517 => 0.25820316586835
518 => 0.26470215969311
519 => 0.26242643856848
520 => 0.27978858434064
521 => 0.28150997017594
522 => 0.28127213031257
523 => 0.28519370342195
524 => 0.2774101794143
525 => 0.27408257210236
526 => 0.25161915763689
527 => 0.25793046083092
528 => 0.26710431067328
529 => 0.26589011724647
530 => 0.25922782227324
531 => 0.26469710574494
601 => 0.26288878958889
602 => 0.26146249560951
603 => 0.26799662482976
604 => 0.26081208134486
605 => 0.26703263935613
606 => 0.25905470936324
607 => 0.26243683387088
608 => 0.26051697642539
609 => 0.2617593594815
610 => 0.25449641352152
611 => 0.25841532286348
612 => 0.25433337400872
613 => 0.25433143863348
614 => 0.25424132938627
615 => 0.25904372411176
616 => 0.25920033003135
617 => 0.25565135307319
618 => 0.25513989004808
619 => 0.25703103692054
620 => 0.25481699922504
621 => 0.25585293352778
622 => 0.25484837661975
623 => 0.25462222970055
624 => 0.25282025257261
625 => 0.25204391127951
626 => 0.25234833470438
627 => 0.25130918061424
628 => 0.25068305268709
629 => 0.25411677678214
630 => 0.25228227651419
701 => 0.25383561330564
702 => 0.25206538998505
703 => 0.24592902470629
704 => 0.2423999361436
705 => 0.23080891097339
706 => 0.23409611133304
707 => 0.23627552857234
708 => 0.23555523118775
709 => 0.23710270868793
710 => 0.23719771123835
711 => 0.23669461052838
712 => 0.23611208435742
713 => 0.23582854283311
714 => 0.23794182905407
715 => 0.23916866283527
716 => 0.23649426224914
717 => 0.23586768761065
718 => 0.23857165426093
719 => 0.24022107235557
720 => 0.25239944883843
721 => 0.25149723537294
722 => 0.25376161412086
723 => 0.25350667982357
724 => 0.25588010949522
725 => 0.25975966392214
726 => 0.25187144503173
727 => 0.25324056707702
728 => 0.25290488996916
729 => 0.2565697246135
730 => 0.25658116582723
731 => 0.25438391438588
801 => 0.25557508003857
802 => 0.25491020404916
803 => 0.25611172482541
804 => 0.25148518576205
805 => 0.25711981093719
806 => 0.26031428032426
807 => 0.2603586355348
808 => 0.2618727886714
809 => 0.26341125595201
810 => 0.2663642099249
811 => 0.26332889966843
812 => 0.25786867199854
813 => 0.25826288279988
814 => 0.25506155331484
815 => 0.25511536824185
816 => 0.25482809994391
817 => 0.25569021373057
818 => 0.25167437125736
819 => 0.25261688145907
820 => 0.25129736165735
821 => 0.25323769869867
822 => 0.25115021679141
823 => 0.25290472809549
824 => 0.25366191701136
825 => 0.25645596041204
826 => 0.25073753430936
827 => 0.23907727638258
828 => 0.24152840396575
829 => 0.23790299373833
830 => 0.23823853925778
831 => 0.23891639460876
901 => 0.23671924363577
902 => 0.23713839080123
903 => 0.23712341591499
904 => 0.23699437043543
905 => 0.23642280660936
906 => 0.2355939259811
907 => 0.23889593128809
908 => 0.23945700633354
909 => 0.24070420665709
910 => 0.24441502883592
911 => 0.24404423019305
912 => 0.24464901816387
913 => 0.2433287694193
914 => 0.23829978181048
915 => 0.23857288003283
916 => 0.23516734082404
917 => 0.24061711936283
918 => 0.23932653987128
919 => 0.23849449487737
920 => 0.23826746369193
921 => 0.24198748428119
922 => 0.24310057274567
923 => 0.2424069707112
924 => 0.24098437270288
925 => 0.2437161814322
926 => 0.2444470982024
927 => 0.24461072351208
928 => 0.24945096480807
929 => 0.24488123923215
930 => 0.24598121759744
1001 => 0.25456293480075
1002 => 0.24678050149337
1003 => 0.25090302998526
1004 => 0.25070125366819
1005 => 0.25281019974588
1006 => 0.25052825853429
1007 => 0.25055654593049
1008 => 0.2524291471751
1009 => 0.24979941645246
1010 => 0.24914825814355
1011 => 0.24824868760347
1012 => 0.2502128669676
1013 => 0.25139030366421
1014 => 0.26087957870687
1015 => 0.26701008314795
1016 => 0.26674394178211
1017 => 0.26917597567015
1018 => 0.26808032212871
1019 => 0.2645421678246
1020 => 0.27058136578976
1021 => 0.26867031086281
1022 => 0.26882785590906
1023 => 0.26882199207457
1024 => 0.27009267653367
1025 => 0.26919228013787
1026 => 0.26741750641797
1027 => 0.26859568403846
1028 => 0.27209445036512
1029 => 0.28295472839833
1030 => 0.28903228386526
1031 => 0.28258885192802
1101 => 0.28703344499734
1102 => 0.28436827292619
1103 => 0.28388393187886
1104 => 0.28667546477924
1105 => 0.28947188388842
1106 => 0.28929376408042
1107 => 0.28726370740486
1108 => 0.28611697989962
1109 => 0.29480038475121
1110 => 0.30119816952791
1111 => 0.30076188349743
1112 => 0.30268750814814
1113 => 0.30834120167996
1114 => 0.30885810456212
1115 => 0.30879298667984
1116 => 0.30751178895318
1117 => 0.31307858446014
1118 => 0.31772250321049
1119 => 0.30721522869682
1120 => 0.3112162612813
1121 => 0.31301245371369
1122 => 0.31564979711073
1123 => 0.32009943749159
1124 => 0.32493292715404
1125 => 0.32561643558882
1126 => 0.32513145364545
1127 => 0.3219436372819
1128 => 0.32723249934607
1129 => 0.33033059070418
1130 => 0.33217543320938
1201 => 0.33685364685003
1202 => 0.31302354638666
1203 => 0.29615541684584
1204 => 0.2935212148393
1205 => 0.29887796820448
1206 => 0.30029050134757
1207 => 0.29972111100876
1208 => 0.28073449762733
1209 => 0.29342125424922
1210 => 0.30707113764158
1211 => 0.30759548525358
1212 => 0.3144289022854
1213 => 0.31665414298218
1214 => 0.32215593936924
1215 => 0.32181180050725
1216 => 0.3231514003748
1217 => 0.32284344956389
1218 => 0.333034368831
1219 => 0.34427646614878
1220 => 0.34388718806635
1221 => 0.34227100356646
1222 => 0.3446713131492
1223 => 0.35627436235752
1224 => 0.35520613952149
1225 => 0.35624382701568
1226 => 0.36992447595149
1227 => 0.38771126561764
1228 => 0.37944751605323
1229 => 0.39737747477813
1230 => 0.40866343336918
1231 => 0.42818133176251
]
'min_raw' => 0.17481695281387
'max_raw' => 0.42818133176251
'avg_raw' => 0.30149914228819
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.174816'
'max' => '$0.428181'
'avg' => '$0.301499'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.077949696099117
'max_diff' => 0.17371042392106
'year' => 2028
]
3 => [
'items' => [
101 => 0.42573759475599
102 => 0.43333576937156
103 => 0.42136279549102
104 => 0.39387042732403
105 => 0.38951965482505
106 => 0.39823001154712
107 => 0.41964357360415
108 => 0.39755562227355
109 => 0.40202398606032
110 => 0.40073709698913
111 => 0.40066852413945
112 => 0.4032856709057
113 => 0.39948936302006
114 => 0.38402252175119
115 => 0.39111088395805
116 => 0.38837372689887
117 => 0.3914108067246
118 => 0.40780067395709
119 => 0.40055432296797
120 => 0.39292088084669
121 => 0.40249491126319
122 => 0.41468594197718
123 => 0.41392304918449
124 => 0.41244271830221
125 => 0.42078726597799
126 => 0.4345700140153
127 => 0.43829543542622
128 => 0.44104546534887
129 => 0.44142464801307
130 => 0.44533046511501
131 => 0.4243279021652
201 => 0.45765950895062
202 => 0.46341495667541
203 => 0.46233317104202
204 => 0.46873010896185
205 => 0.46684796755119
206 => 0.46412103994607
207 => 0.47426154721673
208 => 0.46263627392766
209 => 0.44613566207503
210 => 0.43708310006759
211 => 0.44900424396834
212 => 0.45628407055794
213 => 0.46109557284974
214 => 0.46255153053604
215 => 0.42595827134036
216 => 0.40623653418909
217 => 0.41887794159288
218 => 0.43430133108884
219 => 0.4242422244578
220 => 0.42463652239333
221 => 0.4102948798242
222 => 0.43557024822654
223 => 0.43188783964963
224 => 0.45099218186072
225 => 0.44643277727012
226 => 0.46201162671698
227 => 0.45790919355352
228 => 0.47493816425108
301 => 0.48173148170331
302 => 0.49313851900105
303 => 0.50152958207225
304 => 0.50645697480313
305 => 0.50616115262575
306 => 0.52568593744278
307 => 0.5141728539802
308 => 0.49970970772577
309 => 0.49944811504067
310 => 0.50693878343021
311 => 0.52263716941016
312 => 0.52670753249254
313 => 0.52898231016644
314 => 0.52549840897328
315 => 0.51300178202477
316 => 0.50760580186775
317 => 0.51220333329813
318 => 0.50658094742915
319 => 0.51628676280186
320 => 0.52961492035888
321 => 0.5268627085286
322 => 0.53606294004257
323 => 0.54558421176694
324 => 0.55920005795986
325 => 0.56275974434801
326 => 0.56864377058488
327 => 0.57470036638455
328 => 0.57664558172556
329 => 0.58035960137644
330 => 0.58034002665959
331 => 0.59153247485987
401 => 0.60387809182604
402 => 0.60853827642908
403 => 0.6192541139597
404 => 0.60090361771625
405 => 0.61482267991221
406 => 0.62737802242969
407 => 0.61240902548434
408 => 0.63304030044454
409 => 0.63384136609977
410 => 0.64593650642479
411 => 0.63367576455687
412 => 0.62639537517337
413 => 0.6474135865309
414 => 0.65758363693935
415 => 0.65452033498971
416 => 0.63120845589906
417 => 0.61763994237478
418 => 0.58212852531093
419 => 0.62419333280211
420 => 0.64468187348381
421 => 0.63115539552837
422 => 0.63797736422086
423 => 0.67519581337632
424 => 0.68936618909859
425 => 0.68641885000676
426 => 0.68691690179595
427 => 0.69456297932517
428 => 0.72846989786157
429 => 0.70815208631834
430 => 0.72368429194926
501 => 0.73192251781037
502 => 0.73957464111148
503 => 0.72078344476236
504 => 0.69633637440964
505 => 0.68859296101074
506 => 0.62981045387344
507 => 0.62675056909745
508 => 0.6250329630487
509 => 0.61420369987147
510 => 0.605694865399
511 => 0.59892832431372
512 => 0.58117089984574
513 => 0.58716350932902
514 => 0.55886188098958
515 => 0.57696825985303
516 => 0.53179817765657
517 => 0.56941716434602
518 => 0.54894286021639
519 => 0.5626908047848
520 => 0.56264283950133
521 => 0.53732851476111
522 => 0.52272774054742
523 => 0.53203192214701
524 => 0.54200674338863
525 => 0.54362512457576
526 => 0.55655774068499
527 => 0.56016695585542
528 => 0.54923086539086
529 => 0.53086212810315
530 => 0.53512876682879
531 => 0.52264127724983
601 => 0.50075743208704
602 => 0.51647479173823
603 => 0.52184138936667
604 => 0.52421158460771
605 => 0.50269133626671
606 => 0.49592920701065
607 => 0.49232910613448
608 => 0.52808413428203
609 => 0.53004287543637
610 => 0.5200216787527
611 => 0.56531843801174
612 => 0.55506638632938
613 => 0.56652043987222
614 => 0.53474161408523
615 => 0.53595560802616
616 => 0.52091100262032
617 => 0.52933497636669
618 => 0.52338118324011
619 => 0.52865440253532
620 => 0.53181514843857
621 => 0.5468572851727
622 => 0.56958892138501
623 => 0.54461049155568
624 => 0.53372703198133
625 => 0.54047906909035
626 => 0.55846063368473
627 => 0.58570362450456
628 => 0.56957522562294
629 => 0.57673273516863
630 => 0.57829633258893
701 => 0.56640384835939
702 => 0.58614211736137
703 => 0.59672001607294
704 => 0.60757075136329
705 => 0.6169921407852
706 => 0.60323672907554
707 => 0.61795699136569
708 => 0.60609505843592
709 => 0.59545367833383
710 => 0.59546981691487
711 => 0.58879432373107
712 => 0.57585971452119
713 => 0.57347437413038
714 => 0.58588321607866
715 => 0.59583393219948
716 => 0.5966535208399
717 => 0.60216274857064
718 => 0.60542305279213
719 => 0.63737846633142
720 => 0.65023119800596
721 => 0.66594727500784
722 => 0.67206957270963
723 => 0.69049549382684
724 => 0.67561506604455
725 => 0.67239559189157
726 => 0.6277003343341
727 => 0.63501918025526
728 => 0.64673735873863
729 => 0.62789356278121
730 => 0.63984561407226
731 => 0.64220520217617
801 => 0.62725325780525
802 => 0.63523973732914
803 => 0.61403001553984
804 => 0.57005123536054
805 => 0.58619107831571
806 => 0.59807543534311
807 => 0.58111499253435
808 => 0.61151592980928
809 => 0.59375632985599
810 => 0.58812738928194
811 => 0.56616688524036
812 => 0.57653139781067
813 => 0.59054954946754
814 => 0.58188796152864
815 => 0.59986205704582
816 => 0.62531816981434
817 => 0.6434597117109
818 => 0.6448523940333
819 => 0.63318859798272
820 => 0.65187990559113
821 => 0.65201605136129
822 => 0.63093218002277
823 => 0.61801842622341
824 => 0.61508439418943
825 => 0.62241418146118
826 => 0.63131389636247
827 => 0.64534626627145
828 => 0.65382573351992
829 => 0.67593568694201
830 => 0.68191800639599
831 => 0.68849076174998
901 => 0.69727398986559
902 => 0.70782050719185
903 => 0.68474532769556
904 => 0.68566214759446
905 => 0.66417485994513
906 => 0.64121261150307
907 => 0.65863809578592
908 => 0.68141959847071
909 => 0.6761934965835
910 => 0.67560545336161
911 => 0.67659437895124
912 => 0.67265406879681
913 => 0.65483219200303
914 => 0.64588215704805
915 => 0.65742998553741
916 => 0.66356714244479
917 => 0.67308533759181
918 => 0.67191201913521
919 => 0.6964298676544
920 => 0.70595676220771
921 => 0.70351937490217
922 => 0.70396791282539
923 => 0.72121590035035
924 => 0.74039920979728
925 => 0.75836691055497
926 => 0.77664442749639
927 => 0.75461016743988
928 => 0.74342252906741
929 => 0.7549653161361
930 => 0.74884055084096
1001 => 0.78403526895023
1002 => 0.78647207487122
1003 => 0.82166424800178
1004 => 0.8550658109087
1005 => 0.83408688769802
1006 => 0.85386906737424
1007 => 0.87526510755884
1008 => 0.91654154045735
1009 => 0.90264108997955
1010 => 0.89199356276139
1011 => 0.8819317009887
1012 => 0.90286883806209
1013 => 0.92980413042808
1014 => 0.93560573442069
1015 => 0.94500654927202
1016 => 0.93512274193279
1017 => 0.94702669920722
1018 => 0.98905289924984
1019 => 0.97769704902279
1020 => 0.96156991615637
1021 => 0.99474556485086
1022 => 1.0067517031463
1023 => 1.0910170693673
1024 => 1.19740557505
1025 => 1.1533600351128
1026 => 1.1260195471331
1027 => 1.1324452103334
1028 => 1.1712946911305
1029 => 1.1837719113416
1030 => 1.149854525652
1031 => 1.1618347196725
1101 => 1.2278467665922
1102 => 1.2632601118447
1103 => 1.2151640323451
1104 => 1.0824688565239
1105 => 0.96011784429253
1106 => 0.99257084227418
1107 => 0.98889167943684
1108 => 1.0598133886815
1109 => 0.97742621575051
1110 => 0.97881340444898
1111 => 1.0512016995335
1112 => 1.0318897434545
1113 => 1.000606847895
1114 => 0.96034624404984
1115 => 0.88592079418699
1116 => 0.82000009773625
1117 => 0.94928576410587
1118 => 0.94371073108129
1119 => 0.93563725708808
1120 => 0.95360389981883
1121 => 1.0408448169989
1122 => 1.0388336314866
1123 => 1.0260394953732
1124 => 1.0357437348529
1125 => 0.9989056477949
1126 => 1.0083996616174
1127 => 0.96009846326709
1128 => 0.98193262215765
1129 => 1.000539728851
1130 => 1.0042753810026
1201 => 1.0126919960473
1202 => 0.94077294200879
1203 => 0.97306248583958
1204 => 0.99202956771906
1205 => 0.90633560175921
1206 => 0.99033567353915
1207 => 0.93952099128343
1208 => 0.92227372491493
1209 => 0.94549489692556
1210 => 0.93644558360968
1211 => 0.9286655154142
1212 => 0.92432410368259
1213 => 0.94137516957996
1214 => 0.94057971697542
1215 => 0.91268086369803
1216 => 0.87628794690043
1217 => 0.88850260433448
1218 => 0.88406490477566
1219 => 0.86798210909988
1220 => 0.8788199715412
1221 => 0.8310955102663
1222 => 0.74898805514446
1223 => 0.80323075501731
1224 => 0.80114247007691
1225 => 0.80008946211378
1226 => 0.84085135191012
1227 => 0.836933036743
1228 => 0.82982125634643
1229 => 0.86785149567578
1230 => 0.85396994674166
1231 => 0.89674960965233
]
'min_raw' => 0.38402252175119
'max_raw' => 1.2632601118447
'avg_raw' => 0.82364131679793
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.384022'
'max' => '$1.26'
'avg' => '$0.823641'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.20920556893733
'max_diff' => 0.83507878008215
'year' => 2029
]
4 => [
'items' => [
101 => 0.92492706246042
102 => 0.91778034898318
103 => 0.94428137954264
104 => 0.88878400537162
105 => 0.90721800690304
106 => 0.91101722907025
107 => 0.86738220842573
108 => 0.83757412156296
109 => 0.83558626200628
110 => 0.78390314719364
111 => 0.81151184995503
112 => 0.8358063658593
113 => 0.82417117807175
114 => 0.82048782520956
115 => 0.83930527616073
116 => 0.8407675532602
117 => 0.807427480427
118 => 0.81435993731182
119 => 0.84326943494657
120 => 0.81363149214555
121 => 0.75604981061365
122 => 0.74176875746471
123 => 0.7398634017226
124 => 0.70113205293806
125 => 0.74272308572363
126 => 0.72456748534235
127 => 0.78192080940933
128 => 0.74916089829432
129 => 0.74774868400255
130 => 0.74561391497376
131 => 0.71227624310303
201 => 0.71957507452314
202 => 0.74383750180702
203 => 0.75249460919771
204 => 0.75159160197127
205 => 0.74371860267701
206 => 0.74732282143764
207 => 0.73571237701658
208 => 0.73161248744099
209 => 0.71867210817698
210 => 0.6996533255299
211 => 0.70229800390595
212 => 0.6646168189469
213 => 0.64408610948936
214 => 0.63840347970192
215 => 0.6308044296567
216 => 0.63926181262482
217 => 0.66451007288431
218 => 0.63405531429415
219 => 0.58184276684425
220 => 0.58498082991184
221 => 0.59203112592543
222 => 0.57889294594648
223 => 0.56645876120027
224 => 0.5772692760198
225 => 0.55514613135943
226 => 0.59470460226306
227 => 0.59363465648645
228 => 0.60837960815989
301 => 0.61759992903817
302 => 0.59635007452808
303 => 0.59100579358451
304 => 0.594050138894
305 => 0.54373389229121
306 => 0.60426769734763
307 => 0.60479119620748
308 => 0.60030868114408
309 => 0.63254106356507
310 => 0.70056144400555
311 => 0.67496944077037
312 => 0.66505944359532
313 => 0.64622053172139
314 => 0.6713222632495
315 => 0.66939484191616
316 => 0.66067831169393
317 => 0.65540652701829
318 => 0.66511995192489
319 => 0.65420292617865
320 => 0.65224192837482
321 => 0.64036041527026
322 => 0.63611925566634
323 => 0.63297926994102
324 => 0.62952245418607
325 => 0.63714732835667
326 => 0.61986836035035
327 => 0.59903161881284
328 => 0.59729926921067
329 => 0.60208243877201
330 => 0.59996624230621
331 => 0.59728913767615
401 => 0.5921778158713
402 => 0.59066139587791
403 => 0.59558902519403
404 => 0.59002601899477
405 => 0.59823453767441
406 => 0.5960022747916
407 => 0.58353303578803
408 => 0.56799174728603
409 => 0.56785339721941
410 => 0.56450505210447
411 => 0.56024043117354
412 => 0.55905411119187
413 => 0.57635884461468
414 => 0.61217912491281
415 => 0.60514674678362
416 => 0.61022836068906
417 => 0.63522487164566
418 => 0.64317051080745
419 => 0.63753088433319
420 => 0.62981101577821
421 => 0.63015065081563
422 => 0.65653177863114
423 => 0.65817713721325
424 => 0.66233442753743
425 => 0.6676777204541
426 => 0.63844087022195
427 => 0.62877359779892
428 => 0.62419270780504
429 => 0.6100853396514
430 => 0.62529892673076
501 => 0.61643462105037
502 => 0.61763071873446
503 => 0.61685175854857
504 => 0.61727712348312
505 => 0.59469354486424
506 => 0.60292181395501
507 => 0.58924072069257
508 => 0.57092327258894
509 => 0.57086186607997
510 => 0.57534503555302
511 => 0.57267827092401
512 => 0.56550207587614
513 => 0.566521420512
514 => 0.55759088889699
515 => 0.56760574874256
516 => 0.56789293908804
517 => 0.56403667253439
518 => 0.57946594591083
519 => 0.58578733180225
520 => 0.58324905454741
521 => 0.58560923950352
522 => 0.60543897384418
523 => 0.60867208577367
524 => 0.61010802052536
525 => 0.60818405818299
526 => 0.58597169064531
527 => 0.58695690359989
528 => 0.57972806463828
529 => 0.57362045747199
530 => 0.57386472972847
531 => 0.57700483374529
601 => 0.59071785215142
602 => 0.61957609096054
603 => 0.62067124002825
604 => 0.62199859264606
605 => 0.61659958247544
606 => 0.61497118934641
607 => 0.61711946020753
608 => 0.62795709741012
609 => 0.65583444268499
610 => 0.64598072699956
611 => 0.63796950276509
612 => 0.64499750622926
613 => 0.64391560018327
614 => 0.63478322436328
615 => 0.63452690899033
616 => 0.61699895999461
617 => 0.61051927634298
618 => 0.60510436768777
619 => 0.59919142879604
620 => 0.59568604041752
621 => 0.60107191013745
622 => 0.60230372226614
623 => 0.59052742399461
624 => 0.58892235805512
625 => 0.5985391374327
626 => 0.5943071513783
627 => 0.59865985398346
628 => 0.59966971832465
629 => 0.59950710690657
630 => 0.59508842742527
701 => 0.59790476195973
702 => 0.59124329119599
703 => 0.58399994226099
704 => 0.57937913691704
705 => 0.57534687139355
706 => 0.57758420666263
707 => 0.56960851494965
708 => 0.56705693065171
709 => 0.59695065118899
710 => 0.61903346396152
711 => 0.61871237111805
712 => 0.61675780101183
713 => 0.61385370630404
714 => 0.62774464479376
715 => 0.62290531958202
716 => 0.62642633301271
717 => 0.62732257870729
718 => 0.63003524449284
719 => 0.63100478934968
720 => 0.62807415140013
721 => 0.61823857249416
722 => 0.59372924499926
723 => 0.58232008688872
724 => 0.57855487467768
725 => 0.5786917329904
726 => 0.5749165697633
727 => 0.57602852452463
728 => 0.57452987727588
729 => 0.57169180194846
730 => 0.57740896350865
731 => 0.57806781311941
801 => 0.57673335929627
802 => 0.57704767147956
803 => 0.56599896377662
804 => 0.56683897302675
805 => 0.56216169477885
806 => 0.5612847614928
807 => 0.54946100937933
808 => 0.52851351863005
809 => 0.54012046192728
810 => 0.52610090660743
811 => 0.52079148857687
812 => 0.54592544774961
813 => 0.54340269535618
814 => 0.53908483987273
815 => 0.53269783169277
816 => 0.53032882823001
817 => 0.5159355131256
818 => 0.51508507928388
819 => 0.52221879490183
820 => 0.51892683060031
821 => 0.51430366595661
822 => 0.49755903225981
823 => 0.47873252002691
824 => 0.47930077409199
825 => 0.48528913735356
826 => 0.50270111117739
827 => 0.49589795177421
828 => 0.49096218156995
829 => 0.4900378601794
830 => 0.50160767758005
831 => 0.51798139315366
901 => 0.52566357415956
902 => 0.51805076609402
903 => 0.50930558209102
904 => 0.50983786092
905 => 0.5133788735041
906 => 0.51375098385947
907 => 0.50805876809296
908 => 0.50966109348888
909 => 0.50722701469276
910 => 0.49228907761394
911 => 0.49201889770089
912 => 0.48835288703497
913 => 0.48824188168897
914 => 0.48200508301703
915 => 0.48113251176987
916 => 0.4687489694601
917 => 0.47689985450921
918 => 0.47143266875894
919 => 0.46319233025453
920 => 0.4617716927904
921 => 0.46172898671276
922 => 0.47018997185081
923 => 0.47680098297164
924 => 0.47152777279577
925 => 0.4703271650556
926 => 0.48314651467455
927 => 0.48151513558458
928 => 0.48010237181392
929 => 0.51651530651253
930 => 0.48769162736185
1001 => 0.47512285805407
1002 => 0.45956661929114
1003 => 0.46463180907371
1004 => 0.46569911898402
1005 => 0.42828916898196
1006 => 0.41311195692523
1007 => 0.40790370968854
1008 => 0.40490628977001
1009 => 0.40627225166611
1010 => 0.39261098070564
1011 => 0.40179158072764
1012 => 0.38996207483436
1013 => 0.38797881967481
1014 => 0.40913144160657
1015 => 0.41207470537655
1016 => 0.39951782773344
1017 => 0.40758137595415
1018 => 0.40465742127762
1019 => 0.39016485776016
1020 => 0.38961134843388
1021 => 0.38233948949906
1022 => 0.37096043837542
1023 => 0.36575990667122
1024 => 0.36305142460658
1025 => 0.36416899709371
1026 => 0.36360391824594
1027 => 0.35991639653014
1028 => 0.36381528267423
1029 => 0.35385523970706
1030 => 0.34988907034401
1031 => 0.34809764365715
1101 => 0.3392575322451
1102 => 0.35332608071706
1103 => 0.35609776199694
1104 => 0.35887490434516
1105 => 0.38304803245078
1106 => 0.38184041128317
1107 => 0.39275671850297
1108 => 0.39233253087821
1109 => 0.38921902322667
1110 => 0.37608364659198
1111 => 0.38131917360299
1112 => 0.36520503524464
1113 => 0.37727884335761
1114 => 0.37176886154913
1115 => 0.37541591296562
1116 => 0.36885818567741
1117 => 0.37248750272063
1118 => 0.35675503045099
1119 => 0.34206426920747
1120 => 0.34797626038192
1121 => 0.35440327090674
1122 => 0.3683386672964
1123 => 0.36003886017124
1124 => 0.3630237846639
1125 => 0.35302478728382
1126 => 0.33239399961631
1127 => 0.33251076763401
1128 => 0.32933717041751
1129 => 0.32659471906967
1130 => 0.36099219286131
1201 => 0.35671432325173
1202 => 0.34989809790259
1203 => 0.35902188639844
1204 => 0.36143436089073
1205 => 0.36150304064799
1206 => 0.36815952121549
1207 => 0.37171208608761
1208 => 0.37233824104402
1209 => 0.38281235703977
1210 => 0.38632314256461
1211 => 0.40078357127648
1212 => 0.3714106757786
1213 => 0.37080576032519
1214 => 0.35915027681313
1215 => 0.35175818490387
1216 => 0.35965641967037
1217 => 0.36665317745692
1218 => 0.35936768558094
1219 => 0.36031901701482
1220 => 0.35053883941788
1221 => 0.35403479270866
1222 => 0.35704597863844
1223 => 0.35538337875734
1224 => 0.3528943862646
1225 => 0.36607952310839
1226 => 0.3653355660147
1227 => 0.37761386856863
1228 => 0.38718568343925
1229 => 0.40434008685399
1230 => 0.38643857261144
1231 => 0.38578617028037
]
'min_raw' => 0.32659471906967
'max_raw' => 0.94428137954264
'avg_raw' => 0.63543804930615
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.326594'
'max' => '$0.944281'
'avg' => '$0.635438'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.057427802681525
'max_diff' => -0.31897873230202
'year' => 2030
]
5 => [
'items' => [
101 => 0.39216350771523
102 => 0.38632216622748
103 => 0.39001369241148
104 => 0.40374532491497
105 => 0.40403545267175
106 => 0.39917543893726
107 => 0.39887970665983
108 => 0.39981312546027
109 => 0.40528018852922
110 => 0.40336982870705
111 => 0.40558054545766
112 => 0.40834508060599
113 => 0.4197803701181
114 => 0.42253737970548
115 => 0.41583927575373
116 => 0.41644403954508
117 => 0.41393876480006
118 => 0.41151870078737
119 => 0.41695865126593
120 => 0.42690026768799
121 => 0.4268384214082
122 => 0.42914468318071
123 => 0.43058146515888
124 => 0.42441374511989
125 => 0.42039878616785
126 => 0.42193837690854
127 => 0.42440021603082
128 => 0.42114003566102
129 => 0.40101669215618
130 => 0.40712082909139
131 => 0.40610480222832
201 => 0.40465785642223
202 => 0.41079561331248
203 => 0.41020361168726
204 => 0.39247086462626
205 => 0.39360605755935
206 => 0.3925398994684
207 => 0.39598487437568
208 => 0.38613612627704
209 => 0.38916553485985
210 => 0.39106555152405
211 => 0.39218467593588
212 => 0.3962277207022
213 => 0.39575331606352
214 => 0.39619823104376
215 => 0.40219299910796
216 => 0.43251247882072
217 => 0.43416270120533
218 => 0.42603640264306
219 => 0.42928269863453
220 => 0.42305052021779
221 => 0.42723422334092
222 => 0.43009660676322
223 => 0.4171620464825
224 => 0.41639614576728
225 => 0.4101382449333
226 => 0.41350088637586
227 => 0.40815068205827
228 => 0.40946343505561
301 => 0.40579286323131
302 => 0.41239916171148
303 => 0.41978602992731
304 => 0.42165224455489
305 => 0.41674303732563
306 => 0.41318844775913
307 => 0.40694775943494
308 => 0.41732616320088
309 => 0.42036112473816
310 => 0.41731022183994
311 => 0.41660326097488
312 => 0.41526357141304
313 => 0.41688748244855
314 => 0.42034459568584
315 => 0.41871428492599
316 => 0.41979113390525
317 => 0.41568729603816
318 => 0.42441578689186
319 => 0.43827873099325
320 => 0.43832330262536
321 => 0.43669298307753
322 => 0.43602589144428
323 => 0.43769869823642
324 => 0.43860612729903
325 => 0.44401567772449
326 => 0.44982034085702
327 => 0.47690817092356
328 => 0.46930201663458
329 => 0.49333595093184
330 => 0.51234367254519
331 => 0.5180432571501
401 => 0.51279990749976
402 => 0.49486269158612
403 => 0.49398260619939
404 => 0.52078837967159
405 => 0.51321452088349
406 => 0.51231363448046
407 => 0.50272972522387
408 => 0.50839500258477
409 => 0.50715592332133
410 => 0.50519997608617
411 => 0.51600893064413
412 => 0.53624232865459
413 => 0.53308876382705
414 => 0.53073477397296
415 => 0.52042027566847
416 => 0.52663190747437
417 => 0.52442006436426
418 => 0.53392354603562
419 => 0.5282938940214
420 => 0.51315714145407
421 => 0.51556771919181
422 => 0.51520336521616
423 => 0.52270174421663
424 => 0.52045091696189
425 => 0.51476385507018
426 => 0.53617317309984
427 => 0.53478297107188
428 => 0.5367539597031
429 => 0.53762164985341
430 => 0.55065312446356
501 => 0.55599170265066
502 => 0.5572036533641
503 => 0.5622748897414
504 => 0.55707747638325
505 => 0.57787083550877
506 => 0.5916972060011
507 => 0.60775724682646
508 => 0.63122528300433
509 => 0.64004948169868
510 => 0.63845546918689
511 => 0.65624866637996
512 => 0.68822264621535
513 => 0.64491832468269
514 => 0.69051788040769
515 => 0.67608158753734
516 => 0.64185339683957
517 => 0.63964950488249
518 => 0.66282923302049
519 => 0.71423963906441
520 => 0.7013619154424
521 => 0.71426070240694
522 => 0.6992135822534
523 => 0.69846636591069
524 => 0.71352989736688
525 => 0.74872665968462
526 => 0.73200599723837
527 => 0.70803282754703
528 => 0.72573424298328
529 => 0.71039963874374
530 => 0.67584648350658
531 => 0.70135206808985
601 => 0.68429721003624
602 => 0.6892747243024
603 => 0.72512149921241
604 => 0.72080832041643
605 => 0.72638997316803
606 => 0.71653850215875
607 => 0.7073356748017
608 => 0.69015791412883
609 => 0.68507242604696
610 => 0.6864778719961
611 => 0.68507172957775
612 => 0.67546093035305
613 => 0.67338547917553
614 => 0.66992630295205
615 => 0.67099844630804
616 => 0.66449418299021
617 => 0.67676907172032
618 => 0.67904739923458
619 => 0.68798003961158
620 => 0.68890745596842
621 => 0.7137847322702
622 => 0.70008274652883
623 => 0.70927522153667
624 => 0.70845296004904
625 => 0.64259522552094
626 => 0.6516698402712
627 => 0.66578709305162
628 => 0.65942728980953
629 => 0.65043601598997
630 => 0.64317508029907
701 => 0.63217402025857
702 => 0.64765780100893
703 => 0.66801732617914
704 => 0.68942380712507
705 => 0.71514229137341
706 => 0.70940222508534
707 => 0.68894301795145
708 => 0.68986080303802
709 => 0.69553418930805
710 => 0.68818663860686
711 => 0.68601970246385
712 => 0.69523648555757
713 => 0.69529995647728
714 => 0.6868457114144
715 => 0.67745036513752
716 => 0.67741099829357
717 => 0.67573918717187
718 => 0.699510993738
719 => 0.71258308374864
720 => 0.71408177780163
721 => 0.7124822096979
722 => 0.71309781997644
723 => 0.7054914588231
724 => 0.72287734482331
725 => 0.73883235310302
726 => 0.73455607005502
727 => 0.72814531385662
728 => 0.72303883776074
729 => 0.73335314657298
730 => 0.73289386663779
731 => 0.73869300002454
801 => 0.7384299178367
802 => 0.73647988739518
803 => 0.73455613969675
804 => 0.74218358187043
805 => 0.73998700101739
806 => 0.73778700826756
807 => 0.73337458600575
808 => 0.7339743074737
809 => 0.72756465818274
810 => 0.72459926113515
811 => 0.68000680452172
812 => 0.66809024301406
813 => 0.67183943584835
814 => 0.67307376747714
815 => 0.66788766463752
816 => 0.67532320390903
817 => 0.67416438298975
818 => 0.6786726772991
819 => 0.675856090742
820 => 0.67597168443677
821 => 0.68425466494163
822 => 0.68665924942051
823 => 0.68543625834718
824 => 0.68629279937326
825 => 0.70603142579596
826 => 0.70322522432439
827 => 0.70173448572229
828 => 0.70214743050296
829 => 0.70719107275489
830 => 0.70860301721277
831 => 0.70262050932915
901 => 0.70544189463153
902 => 0.71745499516196
903 => 0.72165890046501
904 => 0.73507574820331
905 => 0.72937603281863
906 => 0.73983810708512
907 => 0.77199495659636
908 => 0.79768407307067
909 => 0.77405929991326
910 => 0.82123409082908
911 => 0.85796643237888
912 => 0.85655658392929
913 => 0.85015145054571
914 => 0.80833265627108
915 => 0.76985037829647
916 => 0.80204243786607
917 => 0.80212450204627
918 => 0.79935917557951
919 => 0.78218397039246
920 => 0.79876151566842
921 => 0.80007738101162
922 => 0.79934084633627
923 => 0.78617265678875
924 => 0.76606726523791
925 => 0.76999581062144
926 => 0.77643084809981
927 => 0.76424797966381
928 => 0.76035481501248
929 => 0.76759294880418
930 => 0.79091572400613
1001 => 0.78650668845384
1002 => 0.78639155071726
1003 => 0.805255274532
1004 => 0.79175291932703
1005 => 0.77004536215967
1006 => 0.76456391768741
1007 => 0.74510848255432
1008 => 0.75854642089863
1009 => 0.75903002837654
1010 => 0.75167020687776
1011 => 0.77064257111201
1012 => 0.77046773743557
1013 => 0.78847917361223
1014 => 0.8229102747955
1015 => 0.81272730392402
1016 => 0.80088561670456
1017 => 0.80217313643969
1018 => 0.81629405006453
1019 => 0.80775622333785
1020 => 0.81082648535661
1021 => 0.81628940285525
1022 => 0.81958531661879
1023 => 0.80169890517035
1024 => 0.79752872705576
1025 => 0.78899800616693
1026 => 0.78677250032048
1027 => 0.7937205944851
1028 => 0.79189001715251
1029 => 0.75898938304064
1030 => 0.75555108371855
1031 => 0.75565653145
1101 => 0.74701076432238
1102 => 0.7338238942309
1103 => 0.76847820148422
1104 => 0.76569497562506
1105 => 0.76262250968111
1106 => 0.762998869228
1107 => 0.77804112946322
1108 => 0.76931585887444
1109 => 0.79251342077843
1110 => 0.78774469943351
1111 => 0.78285367838013
1112 => 0.7821775902864
1113 => 0.78029496446316
1114 => 0.77383874002103
1115 => 0.76604246104823
1116 => 0.76089468236826
1117 => 0.70188512374399
1118 => 0.71283695458184
1119 => 0.72543603767
1120 => 0.72978519066438
1121 => 0.72234566351527
1122 => 0.77413249789733
1123 => 0.78359445156929
1124 => 0.75493357670897
1125 => 0.74957229723841
1126 => 0.77448398248687
1127 => 0.75945919095238
1128 => 0.76622485366038
1129 => 0.75160119150533
1130 => 0.78131534400806
1201 => 0.78108897195081
1202 => 0.76952949550268
1203 => 0.77929948584076
1204 => 0.77760170959186
1205 => 0.76455108915165
1206 => 0.78172907195398
1207 => 0.78173759201914
1208 => 0.7706118472625
1209 => 0.75761941312545
1210 => 0.75529667276934
1211 => 0.75354679992728
1212 => 0.76579449221039
1213 => 0.77677573481389
1214 => 0.79720910481808
1215 => 0.80234653952204
1216 => 0.82239828918995
1217 => 0.81045844856468
1218 => 0.81575122526704
1219 => 0.82149728308643
1220 => 0.82425215450933
1221 => 0.81976323936027
1222 => 0.85091186022399
1223 => 0.85354175819397
1224 => 0.85442354023478
1225 => 0.84392040053527
1226 => 0.85324964687889
1227 => 0.84888480146687
1228 => 0.86024091663995
1229 => 0.86202170050125
1230 => 0.86051343992395
1231 => 0.86107868882929
]
'min_raw' => 0.38613612627704
'max_raw' => 0.86202170050125
'avg_raw' => 0.62407891338914
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.386136'
'max' => '$0.862021'
'avg' => '$0.624078'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.059541407207374
'max_diff' => -0.082259679041389
'year' => 2031
]
6 => [
'items' => [
101 => 0.83449883591537
102 => 0.83312053032189
103 => 0.81432723575467
104 => 0.82198564220383
105 => 0.8076686184241
106 => 0.81220869414634
107 => 0.81420991626527
108 => 0.81316459139869
109 => 0.82241863701389
110 => 0.81455080776436
111 => 0.79378631278396
112 => 0.77301616053079
113 => 0.77275540818825
114 => 0.76728699372363
115 => 0.76333433165578
116 => 0.76409575459827
117 => 0.76677910836156
118 => 0.76317837025699
119 => 0.76394677029365
120 => 0.77670733072496
121 => 0.7792663701153
122 => 0.77056975438568
123 => 0.73565158731557
124 => 0.72708258153097
125 => 0.73324181295817
126 => 0.73029809704127
127 => 0.58940756174183
128 => 0.62250770315158
129 => 0.6028407231005
130 => 0.61190417234228
131 => 0.59182927844992
201 => 0.60141007003069
202 => 0.59964084766021
203 => 0.65286489554271
204 => 0.65203387524231
205 => 0.65243164068349
206 => 0.63344525980333
207 => 0.66369108008185
208 => 0.67859125875557
209 => 0.67583363223848
210 => 0.6765276674221
211 => 0.66460184351892
212 => 0.65254710872744
213 => 0.6391765526333
214 => 0.66401739320553
215 => 0.66125551578119
216 => 0.6675902689005
217 => 0.68370132967155
218 => 0.68607374457005
219 => 0.6892622942523
220 => 0.68811942616763
221 => 0.71534718059275
222 => 0.71204971987736
223 => 0.71999565145726
224 => 0.70365026733813
225 => 0.68515391368924
226 => 0.68866946582654
227 => 0.68833088988543
228 => 0.68402042955577
229 => 0.68012913870385
301 => 0.67365123579982
302 => 0.69414827913743
303 => 0.69331613660992
304 => 0.70678755687045
305 => 0.70440635248501
306 => 0.68850408681946
307 => 0.68907203934871
308 => 0.6928917930566
309 => 0.70611200425276
310 => 0.7100366630364
311 => 0.70821860471721
312 => 0.71252181390598
313 => 0.71592289499282
314 => 0.71294893732653
315 => 0.75505390635961
316 => 0.73756898766887
317 => 0.74609101537946
318 => 0.74812346877373
319 => 0.74291738214219
320 => 0.74404639591659
321 => 0.74575654414695
322 => 0.7561402293204
323 => 0.78339002375903
324 => 0.79545877222028
325 => 0.8317681974275
326 => 0.79445663066566
327 => 0.79224271670463
328 => 0.79878314062404
329 => 0.82010061696367
330 => 0.83737642928821
331 => 0.84310781290178
401 => 0.84386530986114
402 => 0.85461776653538
403 => 0.86078087417961
404 => 0.85331213547744
405 => 0.8469831614369
406 => 0.82431356200483
407 => 0.82693762986636
408 => 0.84501485526942
409 => 0.87055000089451
410 => 0.89246181231992
411 => 0.88478905966247
412 => 0.94332674631961
413 => 0.94913051884666
414 => 0.94832862514185
415 => 0.96155048267563
416 => 0.93530778805555
417 => 0.92408852767721
418 => 0.84835155746137
419 => 0.86963055682115
420 => 0.90056083206241
421 => 0.89646709415165
422 => 0.87400470150282
423 => 0.89244477258085
424 => 0.88634790840811
425 => 0.88153905867595
426 => 0.90356933154037
427 => 0.87934614157221
428 => 0.9003191872127
429 => 0.8734210392404
430 => 0.8848241081503
501 => 0.87835117473266
502 => 0.88253995594676
503 => 0.85805242655999
504 => 0.87126530301592
505 => 0.85750272745952
506 => 0.85749620220676
507 => 0.85719239258857
508 => 0.87338400169807
509 => 0.87391200948983
510 => 0.86194638589374
511 => 0.86022195259538
512 => 0.86659808631152
513 => 0.85913330364198
514 => 0.86262602847028
515 => 0.85923909471894
516 => 0.85847662459177
517 => 0.85240113289492
518 => 0.84978364402279
519 => 0.85081002885393
520 => 0.8473064482876
521 => 0.84519541426634
522 => 0.85677245478778
523 => 0.85058730905366
524 => 0.85582449249655
525 => 0.84985606097813
526 => 0.82916687701346
527 => 0.81726830853123
528 => 0.77818835791033
529 => 0.78927138342789
530 => 0.79661944081225
531 => 0.79419090789055
601 => 0.79940833632384
602 => 0.79972864405545
603 => 0.7980324048864
604 => 0.79606837723034
605 => 0.79511239718491
606 => 0.80223748922378
607 => 0.80637384497192
608 => 0.7973569166751
609 => 0.79524437653539
610 => 0.80436098888173
611 => 0.8099221171465
612 => 0.85098236372554
613 => 0.84794048803611
614 => 0.85557499907861
615 => 0.85471547029635
616 => 0.86271765414187
617 => 0.87579784275409
618 => 0.8492021620272
619 => 0.85381825259194
620 => 0.85268649378656
621 => 0.86504273966057
622 => 0.86508131451146
623 => 0.85767312786973
624 => 0.86168922603231
625 => 0.85944755021385
626 => 0.86349856139847
627 => 0.84789986193174
628 => 0.86689739410666
629 => 0.87766777067591
630 => 0.87781731736503
701 => 0.88292239037986
702 => 0.88810944022881
703 => 0.89806553071706
704 => 0.88783177026877
705 => 0.86942223145881
706 => 0.87075134069844
707 => 0.85995783482995
708 => 0.86013927561361
709 => 0.85917073049068
710 => 0.86207740731325
711 => 0.84853771403767
712 => 0.8517154529867
713 => 0.84726659984925
714 => 0.85380858165406
715 => 0.84677049066041
716 => 0.8526859480182
717 => 0.8552388633133
718 => 0.86465917571257
719 => 0.84537910285962
720 => 0.80606572916627
721 => 0.8143298769452
722 => 0.80210655324537
723 => 0.80323786839126
724 => 0.80552330503344
725 => 0.79811545712781
726 => 0.79952864106009
727 => 0.7994781521856
728 => 0.7990430663416
729 => 0.79711599899669
730 => 0.7943213700879
731 => 0.80545431151908
801 => 0.80734601520783
802 => 0.81155103817543
803 => 0.82406233423269
804 => 0.82281216071989
805 => 0.82485124558847
806 => 0.82039993476934
807 => 0.80344435193349
808 => 0.80436512165725
809 => 0.79288310844767
810 => 0.81125741728258
811 => 0.80690613842145
812 => 0.80410084063293
813 => 0.80333538914043
814 => 0.81587769828066
815 => 0.81963055375202
816 => 0.81729202606703
817 => 0.81249563755936
818 => 0.82170612141906
819 => 0.82417045834079
820 => 0.82472213249632
821 => 0.84104134396059
822 => 0.82563419513335
823 => 0.82934284898995
824 => 0.85827670769726
825 => 0.83203769044931
826 => 0.84593708308546
827 => 0.84525678014487
828 => 0.85236723908772
829 => 0.84467351497281
830 => 0.84476888790406
831 => 0.8510824937411
901 => 0.84221617300779
902 => 0.84002074730687
903 => 0.83698778242499
904 => 0.84361015028578
905 => 0.84757996031438
906 => 0.87957371364076
907 => 0.90024313738201
908 => 0.89934582318568
909 => 0.90754559523838
910 => 0.90385152282734
911 => 0.89192238856499
912 => 0.91228396614787
913 => 0.90584071103605
914 => 0.90637188515892
915 => 0.90635211483153
916 => 0.91063631620175
917 => 0.90760056688966
918 => 0.90161679338226
919 => 0.90558910148749
920 => 0.91738543643389
921 => 0.95400162206325
922 => 0.97449252464138
923 => 0.95276804399892
924 => 0.9677532998437
925 => 0.95876748612944
926 => 0.95713449647276
927 => 0.96654634454499
928 => 0.97597466681135
929 => 0.97537412344274
930 => 0.96852964562707
1001 => 0.96466337378119
1002 => 0.99394007949428
1003 => 1.015510657548
1004 => 1.0140396887357
1005 => 1.0205320666884
1006 => 1.0395938891592
1007 => 1.0413366633154
1008 => 1.0411171138289
1009 => 1.0367974662431
1010 => 1.0555663059561
1011 => 1.0712236022509
1012 => 1.0357975926337
1013 => 1.0492873533354
1014 => 1.0553433415274
1015 => 1.0642353289239
1016 => 1.079237602132
1017 => 1.0955340499924
1018 => 1.0978385464013
1019 => 1.0962033959188
1020 => 1.0854554504829
1021 => 1.1032872181888
1022 => 1.1137326495045
1023 => 1.1199526648136
1024 => 1.1357255887255
1025 => 1.0553807412487
1026 => 0.99850866480667
1027 => 0.9896272688275
1028 => 1.0076879367948
1029 => 1.0124503909066
1030 => 1.0105306516258
1031 => 0.94651595900724
1101 => 0.98929024471901
1102 => 1.0353117795808
1103 => 1.0370796541634
1104 => 1.0601189967801
1105 => 1.0676215511507
1106 => 1.0861712417928
1107 => 1.0850109535926
1108 => 1.0895275080739
1109 => 1.0884892304145
1110 => 1.1228486262308
1111 => 1.1607521422359
1112 => 1.1594396640024
1113 => 1.1539905851227
1114 => 1.1620833964652
1115 => 1.20120388697
1116 => 1.1976022990974
1117 => 1.2011009349331
1118 => 1.2472261979726
1119 => 1.307195601166
1120 => 1.279333792553
1121 => 1.3397859002238
1122 => 1.377837297574
1123 => 1.4436432547032
1124 => 1.4354040247695
1125 => 1.4610218009735
1126 => 1.4206540836089
1127 => 1.3279616448781
1128 => 1.3132927116365
1129 => 1.3426602874626
1130 => 1.4148576069851
1201 => 1.3403865369424
1202 => 1.3554519374207
1203 => 1.3511131010695
1204 => 1.3508819029192
1205 => 1.359705795965
1206 => 1.3469062788788
1207 => 1.2947587436804
1208 => 1.3186576517545
1209 => 1.3094291356272
1210 => 1.3196688623018
1211 => 1.3749284439802
1212 => 1.3504968656963
1213 => 1.3247601826345
1214 => 1.3570396946212
1215 => 1.398142605824
1216 => 1.3955704595099
1217 => 1.3905794205869
1218 => 1.4187136456735
1219 => 1.4651831429621
1220 => 1.4777436613496
1221 => 1.4870155792348
1222 => 1.4882940200608
1223 => 1.5014627551154
1224 => 1.430651147778
1225 => 1.5430309871936
1226 => 1.5624358810302
1227 => 1.5587885652394
1228 => 1.580356288056
1229 => 1.5740105168831
1230 => 1.5648164900744
1231 => 1.599005918325
]
'min_raw' => 0.58940756174183
'max_raw' => 1.599005918325
'avg_raw' => 1.0942067400334
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.5894075'
'max' => '$1.59'
'avg' => '$1.09'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.20327143546479
'max_diff' => 0.73698421782377
'year' => 2032
]
7 => [
'items' => [
101 => 1.5598104977803
102 => 1.5041775328832
103 => 1.4736561880454
104 => 1.5138491570145
105 => 1.5383936006226
106 => 1.5546159165277
107 => 1.5595247795188
108 => 1.4361480512808
109 => 1.3696548375476
110 => 1.4122762252044
111 => 1.4642772597167
112 => 1.4303622794057
113 => 1.4316916824244
114 => 1.383337833201
115 => 1.4685555024394
116 => 1.4561400048248
117 => 1.5205516284121
118 => 1.5051792775074
119 => 1.557704456098
120 => 1.5438728162646
121 => 1.6012871798962
122 => 1.6241913239807
123 => 1.6626509466439
124 => 1.6909420016338
125 => 1.7075550502455
126 => 1.7065576651209
127 => 1.7723868403084
128 => 1.7335696755965
129 => 1.6848061682151
130 => 1.6839241902135
131 => 1.7091795016706
201 => 1.7621077060283
202 => 1.7758312193442
203 => 1.7835007910916
204 => 1.7717545749807
205 => 1.7296213247372
206 => 1.7114284009025
207 => 1.7269292991094
208 => 1.7079730326097
209 => 1.7406968667771
210 => 1.7856336805229
211 => 1.7763544061838
212 => 1.8073736290728
213 => 1.8394752614455
214 => 1.8853820375129
215 => 1.8973837687
216 => 1.9172221739672
217 => 1.9376424095637
218 => 1.9442008388966
219 => 1.9567229154541
220 => 1.9566569179296
221 => 1.9943930384686
222 => 2.0360171480135
223 => 2.0517292857663
224 => 2.0878584801567
225 => 2.0259885008812
226 => 2.0729175908728
227 => 2.1152488047565
228 => 2.0647797864532
301 => 2.1343395704111
302 => 2.1370404191964
303 => 2.1778200292579
304 => 2.1364820820325
305 => 2.1119357409255
306 => 2.1828001079621
307 => 2.2170891429644
308 => 2.2067610065683
309 => 2.1281633786308
310 => 2.0824161879603
311 => 1.9626869660016
312 => 2.1045114013291
313 => 2.1735899467017
314 => 2.1279844818864
315 => 2.1509852256278
316 => 2.2764698254645
317 => 2.3242462365562
318 => 2.3143090770315
319 => 2.3159882934116
320 => 2.3417675776335
321 => 2.4560871207844
322 => 2.3875842006221
323 => 2.4399521163307
324 => 2.467727869996
325 => 2.4935275379599
326 => 2.4301717075094
327 => 2.3477467029753
328 => 2.321639244073
329 => 2.123449917196
330 => 2.1131333020394
331 => 2.1073422733266
401 => 2.0708306564496
402 => 2.0421425269578
403 => 2.019328661264
404 => 1.9594582648864
405 => 1.9796627661499
406 => 1.8842418502469
407 => 1.945288770732
408 => 1.7929946849322
409 => 1.9198297250295
410 => 1.8507991791862
411 => 1.8971513341494
412 => 1.8969896158473
413 => 1.811640602596
414 => 1.762413072941
415 => 1.7937827708013
416 => 1.8274135770372
417 => 1.8328700622013
418 => 1.87647328034
419 => 1.8886420012745
420 => 1.8517702087398
421 => 1.78983872851
422 => 1.8042239988607
423 => 1.7621215558965
424 => 1.6883386440489
425 => 1.7413308194639
426 => 1.7594246780521
427 => 1.767415956789
428 => 1.6948589370115
429 => 1.6720599461079
430 => 1.6599219546529
501 => 1.7804725283887
502 => 1.7870765609455
503 => 1.7532893966689
504 => 1.9060105830295
505 => 1.8714450750071
506 => 1.9100632162232
507 => 1.8029186863556
508 => 1.8070117516858
509 => 1.7562878141792
510 => 1.7846898298082
511 => 1.7646162006013
512 => 1.7823952276195
513 => 1.7930519031086
514 => 1.8437675173162
515 => 1.9204088158781
516 => 1.8361922957702
517 => 1.7994979519564
518 => 1.8222629164817
519 => 1.8828890169444
520 => 1.9747406625383
521 => 1.9203626396601
522 => 1.9444946828147
523 => 1.9497664606842
524 => 1.9096701197976
525 => 1.9762190718197
526 => 2.011883195851
527 => 2.0484672074566
528 => 2.0802320796729
529 => 2.0338547487217
530 => 2.0834851407688
531 => 2.0434918057224
601 => 2.0076136497507
602 => 2.0076680621035
603 => 1.9851611707662
604 => 1.9415512327496
605 => 1.9335088910828
606 => 1.9753461680691
607 => 2.0088957022072
608 => 2.0116590025303
609 => 2.0302337484665
610 => 2.0412260917764
611 => 2.1489659995798
612 => 2.1922998817696
613 => 2.2452877326429
614 => 2.2659294867897
615 => 2.3280537662931
616 => 2.2778833651068
617 => 2.2670286832235
618 => 2.1163355018453
619 => 2.141011501854
620 => 2.1805201587477
621 => 2.1169869850455
622 => 2.1572841604388
623 => 2.1652396764723
624 => 2.1148281521144
625 => 2.1417551254273
626 => 2.0702450675993
627 => 1.9219675397243
628 => 1.9763841470956
629 => 2.0164530865528
630 => 1.9592697694827
701 => 2.0617686520308
702 => 2.0018909208526
703 => 1.9829125547071
704 => 1.9088711820975
705 => 1.9438158598555
706 => 1.9910790368827
707 => 1.9618758884139
708 => 2.0224768063614
709 => 2.1083038678495
710 => 2.1694693429557
711 => 2.1741648686397
712 => 2.1348395659149
713 => 2.1978586145021
714 => 2.1983176394716
715 => 2.1272318952249
716 => 2.0836922726808
717 => 2.0737999788307
718 => 2.0985128683668
719 => 2.1285188785148
720 => 2.1758299933717
721 => 2.2044191092174
722 => 2.2789643608476
723 => 2.2991341685589
724 => 2.32129467213
725 => 2.3509079389472
726 => 2.386466258447
727 => 2.3086666797177
728 => 2.3117578020172
729 => 2.2393119115129
730 => 2.1618930877175
731 => 2.2206443245856
801 => 2.2974537514411
802 => 2.2798335840536
803 => 2.2778509552751
804 => 2.2811851869451
805 => 2.2679001561558
806 => 2.2078124542619
807 => 2.1776367865397
808 => 2.2165710965352
809 => 2.237262949531
810 => 2.2693542090084
811 => 2.2653982839135
812 => 2.3480619219774
813 => 2.3801825121104
814 => 2.3719646906369
815 => 2.3734769675609
816 => 2.4316297617174
817 => 2.4963076288536
818 => 2.556886986423
819 => 2.6185109108864
820 => 2.544220864723
821 => 2.5065009608543
822 => 2.545418273348
823 => 2.524768199538
824 => 2.6434296488601
825 => 2.6516455101551
826 => 2.7702983789038
827 => 2.8829140802672
828 => 2.8121821759607
829 => 2.8788791758868
830 => 2.951017419193
831 => 3.0901837945388
901 => 3.0433174552545
902 => 3.0074185738518
903 => 2.9734943043884
904 => 3.0440853238156
905 => 3.1348995425896
906 => 3.1544600555057
907 => 3.1861555591209
908 => 3.1528316126114
909 => 3.1929666356698
910 => 3.3346609032891
911 => 3.2963738614085
912 => 3.2420001069889
913 => 3.3538541228122
914 => 3.3943336563171
915 => 3.6784402217513
916 => 4.0371364964688
917 => 3.888633883409
918 => 3.7964535193334
919 => 3.8181180914387
920 => 3.9491018283303
921 => 3.9911696474039
922 => 3.876814813515
923 => 3.9172068740856
924 => 4.1397710990895
925 => 4.2591696650888
926 => 4.0970103750949
927 => 3.6496193253325
928 => 3.2371043453195
929 => 3.3465218938106
930 => 3.3341173394336
1001 => 3.5732348337477
1002 => 3.295460728122
1003 => 3.3001377316693
1004 => 3.544199922536
1005 => 3.479088314298
1006 => 3.3736158478171
1007 => 3.2378744110477
1008 => 2.9869438106161
1009 => 2.7646875800963
1010 => 3.2005832306985
1011 => 3.1817866176197
1012 => 3.1545663363797
1013 => 3.2151421267374
1014 => 3.5092809699762
1015 => 3.502500117605
1016 => 3.4593637944408
1017 => 3.4920823153747
1018 => 3.3678801329057
1019 => 3.3998898633591
1020 => 3.2370390008391
1021 => 3.3106543919509
1022 => 3.3733895512742
1023 => 3.3859845633182
1024 => 3.4143617685707
1025 => 3.1718816566519
1026 => 3.2807481080614
1027 => 3.3446969488575
1028 => 3.0557737596622
1029 => 3.3389858663659
1030 => 3.167660617373
1031 => 3.1095102546459
1101 => 3.1878020573302
1102 => 3.1572916656828
1103 => 3.1310606225748
1104 => 3.1164232498139
1105 => 3.1739121089543
1106 => 3.1712301849614
1107 => 3.077167253301
1108 => 2.9544659934455
1109 => 2.9956485637846
1110 => 2.9806865498917
1111 => 2.9264622814059
1112 => 2.9630028913022
1113 => 2.8020965380984
1114 => 2.5252655205956
1115 => 2.7081485703213
1116 => 2.7011077718454
1117 => 2.697557481979
1118 => 2.8349890393316
1119 => 2.8217781661777
1120 => 2.797800302042
1121 => 2.9260219091274
1122 => 2.8792192977172
1123 => 3.0234539180012
1124 => 3.1184561674306
1125 => 3.0943605239745
1126 => 3.1837105987486
1127 => 2.9965973270281
1128 => 3.0587488502122
1129 => 3.0715581930021
1130 => 2.9244396743993
1201 => 2.8239396284073
1202 => 2.817237421124
1203 => 2.6429841911333
1204 => 2.7360688600714
1205 => 2.8179795166316
1206 => 2.778750668663
1207 => 2.7663319873246
1208 => 2.829776336999
1209 => 2.8347065063328
1210 => 2.7222981230461
1211 => 2.745671385442
1212 => 2.8431417751142
1213 => 2.7432153817055
1214 => 2.549074722196
1215 => 2.5009251544331
1216 => 2.4945011145209
1217 => 2.3639156679574
1218 => 2.5041427387871
1219 => 2.4429298645181
1220 => 2.6363006008911
1221 => 2.5258482733429
1222 => 2.5210868942606
1223 => 2.5138893714352
1224 => 2.4014890831611
1225 => 2.4260976028822
1226 => 2.5079000704183
1227 => 2.537088112406
1228 => 2.5340435604961
1229 => 2.5074991937002
1230 => 2.5196510688902
1231 => 2.4805056449092
]
'min_raw' => 1.3696548375476
'max_raw' => 4.2591696650888
'avg_raw' => 2.8144122513182
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$1.36'
'max' => '$4.25'
'avg' => '$2.81'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.78024727580578
'max_diff' => 2.6601637467637
'year' => 2033
]
8 => [
'items' => [
101 => 2.46668258096
102 => 2.423053188803
103 => 2.3589300352593
104 => 2.3678467530497
105 => 2.240802007144
106 => 2.1715812867995
107 => 2.1524219037226
108 => 2.1268011759464
109 => 2.1553158330991
110 => 2.2404421053412
111 => 2.1377617604711
112 => 1.9617235113801
113 => 1.9723037101051
114 => 1.9960742753508
115 => 1.9517779842734
116 => 1.9098552622745
117 => 1.9463036677546
118 => 1.8717139409435
119 => 2.0050880874793
120 => 2.0014806905922
121 => 2.0511943246189
122 => 2.0822812802023
123 => 2.010635912104
124 => 1.992617295777
125 => 2.0028815185373
126 => 1.8332367801479
127 => 2.0373307302309
128 => 2.0390957431864
129 => 2.023982630691
130 => 2.1326563584164
131 => 2.3619918201028
201 => 2.2757065944188
202 => 2.2422943470492
203 => 2.1787776403754
204 => 2.2634098807694
205 => 2.2569114451757
206 => 2.2275230549628
207 => 2.2097488648646
208 => 2.2424983551069
209 => 2.205690840601
210 => 2.1990791995929
211 => 2.1590198486202
212 => 2.1447204829072
213 => 2.1341338018075
214 => 2.1224789061425
215 => 2.1481867017604
216 => 2.0899294547481
217 => 2.0196769258795
218 => 2.013836188247
219 => 2.0299629783733
220 => 2.0228280742408
221 => 2.013802029071
222 => 1.9965688507449
223 => 1.9914561348641
224 => 2.0080699811395
225 => 1.989313917342
226 => 2.0169895111709
227 => 2.0094632810099
228 => 1.9674223711349
301 => 1.9150238318923
302 => 1.9145573749834
303 => 1.9032681956544
304 => 1.8888897284394
305 => 1.884889967795
306 => 1.9432340847079
307 => 2.0640046606251
308 => 2.0402945067776
309 => 2.0574275228468
310 => 2.1417050047376
311 => 2.1684942819184
312 => 2.1494798875143
313 => 2.1234518116971
314 => 2.1245969149384
315 => 2.2135427292399
316 => 2.2190901705747
317 => 2.2331067651555
318 => 2.2511220502808
319 => 2.1525479684714
320 => 2.1199540845498
321 => 2.1045092941079
322 => 2.0569453174329
323 => 2.1082389884497
324 => 2.0783523629622
325 => 2.082385089813
326 => 2.079758771161
327 => 2.0811929187359
328 => 2.0050508066872
329 => 2.0327929904061
330 => 1.9866662292884
331 => 1.9249076741236
401 => 1.9247006377914
402 => 1.9398159566746
403 => 1.9308247735404
404 => 1.9066297309105
405 => 1.9100665225187
406 => 1.8799566116689
407 => 1.9137224108534
408 => 1.9146906931542
409 => 1.9016890212326
410 => 1.9537098936588
411 => 1.9750228875368
412 => 1.9664649085552
413 => 1.9744224369176
414 => 2.0412797707149
415 => 2.0521804333139
416 => 2.057021787583
417 => 2.0505350142189
418 => 1.9756444662477
419 => 1.9789661805094
420 => 1.9545936452489
421 => 1.9340014212683
422 => 1.9348250022355
423 => 1.9454120821633
424 => 1.9916464811319
425 => 2.0889440480948
426 => 2.0926364196374
427 => 2.0971116816612
428 => 2.078908541924
429 => 2.0734183007987
430 => 2.0806613459945
501 => 2.1172011964827
502 => 2.211191612411
503 => 2.1779691220131
504 => 2.1509587201808
505 => 2.1746541245398
506 => 2.1710064027694
507 => 2.1402159600902
508 => 2.139351774915
509 => 2.0802550711136
510 => 2.0584083652851
511 => 2.0401516226971
512 => 2.0202157363955
513 => 2.0083970747389
514 => 2.0265559105291
515 => 2.0307090511233
516 => 1.991004439306
517 => 1.9855928474288
518 => 2.0180164905225
519 => 2.0037480540722
520 => 2.0184234948015
521 => 2.0218283229343
522 => 2.0212800671851
523 => 2.0063821808115
524 => 2.0158776493246
525 => 1.9934180355557
526 => 1.9689965789068
527 => 1.9534172110754
528 => 1.9398221463392
529 => 1.9473654784046
530 => 1.9204748769493
531 => 1.9118720323429
601 => 2.0126607982472
602 => 2.0871145432825
603 => 2.0860319563428
604 => 2.0794419867659
605 => 2.0696506287012
606 => 2.1164848976537
607 => 2.1001687748314
608 => 2.1120401174423
609 => 2.1150618723754
610 => 2.1242078144637
611 => 2.12747670264
612 => 2.1175958521825
613 => 2.0844345112028
614 => 2.0017996023671
615 => 1.9633328292355
616 => 1.9506381533872
617 => 1.9510995807437
618 => 1.9383713543501
619 => 1.9421203874621
620 => 1.9370675936307
621 => 1.9274988245162
622 => 1.9467746338759
623 => 1.948995991338
624 => 1.9444967871047
625 => 1.9455565125752
626 => 1.9083050231586
627 => 1.911137172993
628 => 1.8953674028231
629 => 1.8924107610236
630 => 1.852546155265
701 => 1.7819202276967
702 => 1.8210538473942
703 => 1.7737859378193
704 => 1.7558848642375
705 => 1.8406257623854
706 => 1.832120126558
707 => 1.8175621753325
708 => 1.7960279313271
709 => 1.7880406707539
710 => 1.7395126039702
711 => 1.7366453068974
712 => 1.7606971271635
713 => 1.7495980396833
714 => 1.734010717308
715 => 1.6775550157262
716 => 1.6140801153079
717 => 1.6159960235626
718 => 1.6361862083931
719 => 1.6948918938054
720 => 1.6719545668961
721 => 1.655313273048
722 => 1.6521968589457
723 => 1.6912053060908
724 => 1.7464104313236
725 => 1.7723114409377
726 => 1.7466443270354
727 => 1.7171593286001
728 => 1.7189539438345
729 => 1.7308927149874
730 => 1.7321473110304
731 => 1.7129556081558
801 => 1.718357960099
802 => 1.7101512934959
803 => 1.6597869957012
804 => 1.658876065261
805 => 1.6465158543482
806 => 1.646141592074
807 => 1.6251137899121
808 => 1.6221718550314
809 => 1.5804198775427
810 => 1.6079011555624
811 => 1.5894681570986
812 => 1.5616852805089
813 => 1.5568955021129
814 => 1.5567515155905
815 => 1.5852783177105
816 => 1.6075678032705
817 => 1.5897888069987
818 => 1.585740874179
819 => 1.6289622064377
820 => 1.6234618979366
821 => 1.6186986662478
822 => 1.7414674178541
823 => 1.6442863711926
824 => 1.6019098879479
825 => 1.5494609428568
826 => 1.566538583849
827 => 1.5701370937288
828 => 1.4440068354176
829 => 1.3928358053292
830 => 1.3752758361425
831 => 1.365169825614
901 => 1.3697752615151
902 => 1.3237153326724
903 => 1.3546683666156
904 => 1.3147843615867
905 => 1.3080976783498
906 => 1.3794152200216
907 => 1.3893386393142
908 => 1.3470022496473
909 => 1.3741890654524
910 => 1.3643307481164
911 => 1.3154680583789
912 => 1.3136018630405
913 => 1.2890842829368
914 => 1.2507190176135
915 => 1.2331850618832
916 => 1.2240532255021
917 => 1.2278211991689
918 => 1.2259159963811
919 => 1.2134832594617
920 => 1.2266286263081
921 => 1.1930476460562
922 => 1.1796754291396
923 => 1.1736355089915
924 => 1.1438304561689
925 => 1.1912635495768
926 => 1.2006084665245
927 => 1.2099717958454
928 => 1.2914731849674
929 => 1.2874016058874
930 => 1.3242066978312
1001 => 1.3227765196385
1002 => 1.3122791112131
1003 => 1.2679922718066
1004 => 1.285644216657
1005 => 1.2313142741286
1006 => 1.2720219611479
1007 => 1.2534446727859
1008 => 1.2657409612656
1009 => 1.2436311258675
1010 => 1.2558676216696
1011 => 1.2028244930064
1012 => 1.1532935657976
1013 => 1.1732262568043
1014 => 1.1948953715083
1015 => 1.2418795333743
1016 => 1.2138961541778
1017 => 1.2239600355056
1018 => 1.190247717731
1019 => 1.1206895767144
1020 => 1.1210832682385
1021 => 1.1103832636496
1022 => 1.1011368974585
1023 => 1.217110381902
1024 => 1.2026872458419
1025 => 1.1797058661837
1026 => 1.2104673561
1027 => 1.2186011822844
1028 => 1.218832740881
1029 => 1.241275529855
1030 => 1.2532532503535
1031 => 1.2553643755058
1101 => 1.2906785888648
1102 => 1.3025154473771
1103 => 1.351269792374
1104 => 1.2522370244529
1105 => 1.2501975097678
1106 => 1.210900233347
1107 => 1.1859772793756
1108 => 1.212606729328
1109 => 1.2361967867034
1110 => 1.2116332421867
1111 => 1.2148407225359
1112 => 1.1818661709376
1113 => 1.1936530215371
1114 => 1.2038054451337
1115 => 1.1981998735555
1116 => 1.1898080615903
1117 => 1.2342626710161
1118 => 1.2317543677332
1119 => 1.2731515220375
1120 => 1.3054235641566
1121 => 1.3632608329516
1122 => 1.302904627839
1123 => 1.3007050078305
1124 => 1.3222066462437
1125 => 1.3025121555883
1126 => 1.3149583938518
1127 => 1.3612555515493
1128 => 1.3622337375373
1129 => 1.3458478619161
1130 => 1.3448507798954
1201 => 1.3479978665503
1202 => 1.3664304513854
1203 => 1.3599895398679
1204 => 1.3674431257399
1205 => 1.3767639490062
1206 => 1.4153188259827
1207 => 1.4246142762948
1208 => 1.4020311511748
1209 => 1.4040701545206
1210 => 1.3956234458051
1211 => 1.3874640310228
1212 => 1.4058052038665
1213 => 1.439324057735
1214 => 1.4391155386847
1215 => 1.4468912612687
1216 => 1.4517354720211
1217 => 1.4309405732931
1218 => 1.4174038588709
1219 => 1.4225946965439
1220 => 1.4308949590248
1221 => 1.4199030332895
1222 => 1.3520557756959
1223 => 1.3726362995502
1224 => 1.3692106940447
1225 => 1.3643322152369
1226 => 1.3850260911169
1227 => 1.3830301163052
1228 => 1.3232429215282
1229 => 1.3270703037587
1230 => 1.3234756773183
1231 => 1.3350906507387
]
'min_raw' => 1.1011368974585
'max_raw' => 2.46668258096
'avg_raw' => 1.7839097392093
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$1.10'
'max' => '$2.46'
'avg' => '$1.78'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.2685179400891
'max_diff' => -1.7924870841288
'year' => 2034
]
9 => [
'items' => [
101 => 1.3018849089065
102 => 1.31209877145
103 => 1.3185048102882
104 => 1.3222780163775
105 => 1.3359094240835
106 => 1.3343099357223
107 => 1.3358099976412
108 => 1.356021776711
109 => 1.458246019401
110 => 1.4638098593856
111 => 1.4364114764228
112 => 1.4473565900072
113 => 1.4263443653584
114 => 1.4404500125348
115 => 1.4501007380884
116 => 1.4064909650398
117 => 1.4039086773049
118 => 1.3828097277305
119 => 1.3941471081262
120 => 1.3761085207301
121 => 1.3805345591141
122 => 1.3681589699373
123 => 1.3904325665003
124 => 1.4153379084246
125 => 1.4216299813364
126 => 1.4050782464131
127 => 1.3930936995161
128 => 1.3720527831201
129 => 1.407044296014
130 => 1.4172768807312
131 => 1.4069905486026
201 => 1.4046069806877
202 => 1.4000901237958
203 => 1.4055652532298
204 => 1.4172211518773
205 => 1.4117244453258
206 => 1.4153551168426
207 => 1.4015187409529
208 => 1.4309474572699
209 => 1.4776873411876
210 => 1.4778376175571
211 => 1.4723408813763
212 => 1.47009173536
213 => 1.4757317202513
214 => 1.4787911806906
215 => 1.4970298576328
216 => 1.5166006846527
217 => 1.607929194934
218 => 1.5822845147039
219 => 1.6633166021829
220 => 1.727402462679
221 => 1.7466190101068
222 => 1.7289406906817
223 => 1.6684641148924
224 => 1.6654968455655
225 => 1.7558743823463
226 => 1.7303385886523
227 => 1.7273011872466
228 => 1.6949883680608
301 => 1.7140892462201
302 => 1.7099116039737
303 => 1.7033169913105
304 => 1.7397601362597
305 => 1.8079784503027
306 => 1.7973459863119
307 => 1.7894093451685
308 => 1.7546332939996
309 => 1.7755762443155
310 => 1.7681188608438
311 => 1.8001605128107
312 => 1.781179747995
313 => 1.7301451298999
314 => 1.7382725610438
315 => 1.7370441161766
316 => 1.7623254244967
317 => 1.7547366032597
318 => 1.7355622770338
319 => 1.8077452875216
320 => 1.8030581243236
321 => 1.8097034501037
322 => 1.8126289280257
323 => 1.8565654545023
324 => 1.8745648435878
325 => 1.8786510200338
326 => 1.8957490475423
327 => 1.8782256055335
328 => 1.9483318675711
329 => 1.9949484410124
330 => 2.0490959899313
331 => 2.128220112391
401 => 2.1579715143749
402 => 2.152597189901
403 => 2.2125881965188
404 => 2.3203907018858
405 => 2.1743871584272
406 => 2.3281292442134
407 => 2.2794562748912
408 => 2.1640535402177
409 => 2.1566229646136
410 => 2.2347750363878
411 => 2.4081088097248
412 => 2.3646906654393
413 => 2.4081798262547
414 => 2.3574474101007
415 => 2.3549281180323
416 => 2.405715866039
417 => 2.5243842075527
418 => 2.4680093267158
419 => 2.3871821113482
420 => 2.4468636693649
421 => 2.3951619805434
422 => 2.2786636052371
423 => 2.3646574644026
424 => 2.3071558197427
425 => 2.32393785661
426 => 2.444797760961
427 => 2.4302555775139
428 => 2.4490745094644
429 => 2.4158595871489
430 => 2.3848316121937
501 => 2.3269155927722
502 => 2.3097695146467
503 => 2.3145080737893
504 => 2.3097671664521
505 => 2.2773636858615
506 => 2.2703661573131
507 => 2.2587033031637
508 => 2.262318109343
509 => 2.2403885314538
510 => 2.2817741758128
511 => 2.2894557160948
512 => 2.3195727367829
513 => 2.3226995857802
514 => 2.4065750597076
515 => 2.3603778581384
516 => 2.3913709294255
517 => 2.3885986174115
518 => 2.1665546674098
519 => 2.1971503646097
520 => 2.244747667994
521 => 2.223305147336
522 => 2.1929904399026
523 => 2.1685096882784
524 => 2.1314188462824
525 => 2.1836234941253
526 => 2.2522670546933
527 => 2.3244404997553
528 => 2.4111521650058
529 => 2.3917991307569
530 => 2.3228194854888
531 => 2.3259138619859
601 => 2.3450420798985
602 => 2.3202692997198
603 => 2.312963323223
604 => 2.3440383509187
605 => 2.3442523475559
606 => 2.3157482700699
607 => 2.2840712041352
608 => 2.2839384760723
609 => 2.2783018481534
610 => 2.3584501536857
611 => 2.4025236178207
612 => 2.4075765694558
613 => 2.4021835139158
614 => 2.4042590869505
615 => 2.3786137092628
616 => 2.4372314377563
617 => 2.4910248621145
618 => 2.4766070752576
619 => 2.45499276315
620 => 2.4377759224699
621 => 2.4725513347524
622 => 2.4710028403851
623 => 2.490555023481
624 => 2.4896680235169
625 => 2.4830933597365
626 => 2.4766073100595
627 => 2.5023237638791
628 => 2.4949178381727
629 => 2.4875004090181
630 => 2.4726236192969
701 => 2.4746456220973
702 => 2.4530350420054
703 => 2.443036998822
704 => 2.292690418004
705 => 2.2525128988931
706 => 2.2651535642942
707 => 2.269315199559
708 => 2.251829891753
709 => 2.2768993315397
710 => 2.2729922859041
711 => 2.2881923149271
712 => 2.2786959967021
713 => 2.2790857289145
714 => 2.3070123759858
715 => 2.3151196004391
716 => 2.3109962006488
717 => 2.3138840885201
718 => 2.3804342456111
719 => 2.370972941427
720 => 2.3659468121499
721 => 2.3673390843089
722 => 2.3843440762971
723 => 2.3891045456156
724 => 2.3689341026007
725 => 2.3784466001305
726 => 2.4189496072967
727 => 2.4331233675332
728 => 2.4783592064173
729 => 2.4591422180564
730 => 2.4944158318846
731 => 2.6028348951313
801 => 2.6894475448813
802 => 2.6097949727521
803 => 2.7688480739635
804 => 2.8926937280688
805 => 2.8879403255885
806 => 2.8663449711937
807 => 2.7253499866018
808 => 2.5956042996635
809 => 2.7041420760803
810 => 2.7044187611933
811 => 2.6950952699418
812 => 2.6371878665191
813 => 2.6930802178242
814 => 2.6975167496996
815 => 2.6950334716184
816 => 2.6506360011853
817 => 2.5828492698581
818 => 2.5960946349009
819 => 2.6177908130392
820 => 2.5767154215265
821 => 2.5635893450925
822 => 2.5879932185216
823 => 2.6666275834591
824 => 2.6517622122655
825 => 2.651374017348
826 => 2.7149743792126
827 => 2.6694502459347
828 => 2.5962617013717
829 => 2.5777806286312
830 => 2.5121852707449
831 => 2.5574922180796
901 => 2.5591227344558
902 => 2.5343085824263
903 => 2.5982752330502
904 => 2.5976857691036
905 => 2.6584125836916
906 => 2.7744994452337
907 => 2.7401668479882
908 => 2.7002417727676
909 => 2.7045827354463
910 => 2.7521923816232
911 => 2.7234065027221
912 => 2.7337581054772
913 => 2.7521767132326
914 => 2.7632891165997
915 => 2.702983831612
916 => 2.6889237849461
917 => 2.6601618638735
918 => 2.6526584155323
919 => 2.6760844001088
920 => 2.6699124808251
921 => 2.558985695868
922 => 2.5473932296492
923 => 2.5477487540379
924 => 2.518598946539
925 => 2.4741384933477
926 => 2.5909779097387
927 => 2.5815940694359
928 => 2.5712350359932
929 => 2.5725039584821
930 => 2.6232199890822
1001 => 2.5938021301132
1002 => 2.6720143296746
1003 => 2.6559362527187
1004 => 2.639445833757
1005 => 2.6371663555461
1006 => 2.6308189511422
1007 => 2.6090513396764
1008 => 2.5827656408008
1009 => 2.5654095455749
1010 => 2.3664546987573
1011 => 2.4033795610595
1012 => 2.4458582493312
1013 => 2.4605217222999
1014 => 2.4354388371055
1015 => 2.6100417648659
1016 => 2.6419434022834
1017 => 2.5453112616534
1018 => 2.5272353336059
1019 => 2.6112268196994
1020 => 2.5605696860434
1021 => 2.5833805902269
1022 => 2.5340758922797
1023 => 2.6342592320185
1024 => 2.6334960028227
1025 => 2.5945224209209
1026 => 2.6274626254647
1027 => 2.6217384543066
1028 => 2.5777373763272
1029 => 2.6356541446738
1030 => 2.6356828706683
1031 => 2.5981716454466
1101 => 2.5543667466507
1102 => 2.5465354653716
1103 => 2.5406356469123
1104 => 2.5819295965514
1105 => 2.618953622675
1106 => 2.6878461562564
1107 => 2.7051673760451
1108 => 2.7727732500189
1109 => 2.7325172437377
1110 => 2.7503622099196
1111 => 2.7697354450346
1112 => 2.7790236863759
1113 => 2.7638889955448
1114 => 2.8689087455141
1115 => 2.8777756301335
1116 => 2.8807486198481
1117 => 2.8453365510455
1118 => 2.8767907564401
1119 => 2.8620743753898
1120 => 2.9003623105544
1121 => 2.9063663476732
1122 => 2.9012811418334
1123 => 2.9031869179822
1124 => 2.8135710881368
1125 => 2.8089240345982
1126 => 2.7455611298589
1127 => 2.7713819818951
1128 => 2.723111136639
1129 => 2.7384183189145
1130 => 2.7451655790094
1201 => 2.7416411932395
1202 => 2.7728418541279
1203 => 2.7463149184988
1204 => 2.6763059739417
1205 => 2.6062779554944
1206 => 2.6053988107664
1207 => 2.5869616696064
1208 => 2.5736349934786
1209 => 2.5762021840901
1210 => 2.5852492986488
1211 => 2.5731091587337
1212 => 2.5756998731053
1213 => 2.6187229935133
1214 => 2.6273509734843
1215 => 2.5980297263735
1216 => 2.4803006881881
1217 => 2.4514096869164
1218 => 2.472175965697
1219 => 2.4622510219596
1220 => 1.9872287455344
1221 => 2.0988281832755
1222 => 2.0325195869286
1223 => 2.063077638837
1224 => 1.9953937324946
1225 => 2.0276960402187
1226 => 2.0217309834735
1227 => 2.2011795768937
1228 => 2.1983777339309
1229 => 2.1997188278869
1230 => 2.1357049191627
1231 => 2.2376808139274
]
'min_raw' => 1.3018849089065
'max_raw' => 2.9063663476732
'avg_raw' => 2.1041256282898
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$1.30'
'max' => '$2.90'
'avg' => '$2.10'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.20074801144796
'max_diff' => 0.43968376671315
'year' => 2035
]
10 => [
'items' => [
101 => 2.2879178066231
102 => 2.2786202762894
103 => 2.280960264367
104 => 2.240751516443
105 => 2.2001081364588
106 => 2.155028373085
107 => 2.2387810014064
108 => 2.2294691388421
109 => 2.2508272012622
110 => 2.3051467674901
111 => 2.3131455299571
112 => 2.3238959478283
113 => 2.3200426882883
114 => 2.4118429633137
115 => 2.4007253442904
116 => 2.4275156073792
117 => 2.3724060036233
118 => 2.3100442559219
119 => 2.3218971854008
120 => 2.3207556529768
121 => 2.3062226350286
122 => 2.2931028762401
123 => 2.2712621743264
124 => 2.3403693869971
125 => 2.3375637603672
126 => 2.3829835943201
127 => 2.3749551974842
128 => 2.3213395985321
129 => 2.3232544901376
130 => 2.3361330564505
131 => 2.380705921504
201 => 2.393938182604
202 => 2.387808472048
203 => 2.4023170422685
204 => 2.4137840246086
205 => 2.4037571187016
206 => 2.5457169614717
207 => 2.4867653373479
208 => 2.5154979487631
209 => 2.5223505072832
210 => 2.5047978227276
211 => 2.5086043714932
212 => 2.5143702556507
213 => 2.5493795751787
214 => 2.6412541596484
215 => 2.6819447876986
216 => 2.8043645498279
217 => 2.6785659974799
218 => 2.6711016319898
219 => 2.6931531278719
220 => 2.7650264876896
221 => 2.8232730951005
222 => 2.8425968551061
223 => 2.8451508089913
224 => 2.8814034673811
225 => 2.902182815098
226 => 2.877001441113
227 => 2.8556628632604
228 => 2.7792307260343
229 => 2.788077954036
301 => 2.849026581594
302 => 2.935120107876
303 => 3.0089973099306
304 => 2.9831280886515
305 => 3.1804919861868
306 => 3.2000598104682
307 => 3.197356169856
308 => 3.2419345856517
309 => 3.1534555085337
310 => 3.1156289888644
311 => 2.8602765059953
312 => 2.9320201379891
313 => 3.0363037204479
314 => 3.0225013972661
315 => 2.9467678721764
316 => 3.0089398592606
317 => 2.9883838560328
318 => 2.9721704834176
319 => 3.0464470864845
320 => 2.9647769102978
321 => 3.035488997966
322 => 2.9448000141086
323 => 2.9832462570752
324 => 2.9614223101318
325 => 2.9755450784465
326 => 2.8929836634544
327 => 2.9375317989191
328 => 2.8911303145583
329 => 2.8911083142131
330 => 2.890083998874
331 => 2.9446751394488
401 => 2.946455354583
402 => 2.9061124192157
403 => 2.9002983719541
404 => 2.9217959519455
405 => 2.8966279160007
406 => 2.9084038816136
407 => 2.8969845980028
408 => 2.8944138767351
409 => 2.8739299323018
410 => 2.8651048858222
411 => 2.8685654139403
412 => 2.8567528474487
413 => 2.8496353488584
414 => 2.8886681492596
415 => 2.8678144985839
416 => 2.8854720282101
417 => 2.8653490446431
418 => 2.7955940164336
419 => 2.7554771620642
420 => 2.6237163800708
421 => 2.6610835743954
422 => 2.6858580628918
423 => 2.6776700945915
424 => 2.6952610188235
425 => 2.6963409587038
426 => 2.6906219699177
427 => 2.6840001135513
428 => 2.6807769600837
429 => 2.7047997053508
430 => 2.7187457175468
501 => 2.6883445142523
502 => 2.6812219376784
503 => 2.7119592327056
504 => 2.7307089649159
505 => 2.869146452992
506 => 2.8588905567281
507 => 2.8846308437324
508 => 2.8817328824326
509 => 2.9087128039625
510 => 2.9528135730981
511 => 2.8631443786763
512 => 2.8787078503005
513 => 2.8748920464713
514 => 2.916551992121
515 => 2.916682049924
516 => 2.8917048314384
517 => 2.9052453867885
518 => 2.8976874202578
519 => 2.9113456872993
520 => 2.8587535829808
521 => 2.9228050890739
522 => 2.9591181656408
523 => 2.9596223727441
524 => 2.9768344828385
525 => 2.9943229835525
526 => 3.0278906377456
527 => 2.9933867998959
528 => 2.9313177544852
529 => 2.935798939082
530 => 2.8994078804679
531 => 2.9000196207378
601 => 2.8967541032342
602 => 2.9065541670791
603 => 2.8609041458893
604 => 2.8716181146186
605 => 2.8566184956567
606 => 2.8786752440582
607 => 2.8549458288893
608 => 2.8748902063751
609 => 2.8834975385314
610 => 2.9152587794908
611 => 2.8502546677754
612 => 2.7177068835961
613 => 2.7455700348171
614 => 2.704358245558
615 => 2.7081725535582
616 => 2.7158780627614
617 => 2.6909019863482
618 => 2.6956666346412
619 => 2.6954964078759
620 => 2.6940294855761
621 => 2.6875322434792
622 => 2.6781099569984
623 => 2.7156454463108
624 => 2.722023457372
625 => 2.7362009858926
626 => 2.7783836940604
627 => 2.7741686467777
628 => 2.7810435637764
629 => 2.7660356585692
630 => 2.7088687272371
701 => 2.7119731666468
702 => 2.6732607574622
703 => 2.7352110225523
704 => 2.7205403820755
705 => 2.7110821247218
706 => 2.7085013515728
707 => 2.7507886225151
708 => 2.7634416367528
709 => 2.7555571273921
710 => 2.7393857686653
711 => 2.7704395580537
712 => 2.7787482420398
713 => 2.7806082499719
714 => 2.8356296107946
715 => 2.7836833328308
716 => 2.7961873182383
717 => 2.8937398429675
718 => 2.8052731643663
719 => 2.8521359370637
720 => 2.8498422482023
721 => 2.8738156569645
722 => 2.8478757289524
723 => 2.8481972854488
724 => 2.8694840483303
725 => 2.8395906289512
726 => 2.8321885979208
727 => 2.8219627450667
728 => 2.8442905206683
729 => 2.857675012343
730 => 2.9655441854155
731 => 3.0352325906522
801 => 3.0322072331907
802 => 3.0598533371562
803 => 3.0473985141105
804 => 3.0071786050795
805 => 3.0758290855001
806 => 3.0541052010369
807 => 3.0558960916775
808 => 3.0558294346384
809 => 3.0702739186715
810 => 3.0600386779165
811 => 3.0398639677626
812 => 3.0532568818771
813 => 3.0930290487427
814 => 3.2164830750525
815 => 3.2855695837238
816 => 3.2123239804829
817 => 3.2628478168008
818 => 3.2325515184937
819 => 3.2270457798545
820 => 3.2587784827442
821 => 3.2905667295297
822 => 3.2885419556339
823 => 3.2654653208121
824 => 3.2524299153493
825 => 3.3511383726953
826 => 3.4238650826131
827 => 3.4189056085627
828 => 3.4407951141136
829 => 3.5050633794279
830 => 3.5109392641721
831 => 3.51019903775
901 => 3.4956350443263
902 => 3.558915497817
903 => 3.6117051654326
904 => 3.4922639006429
905 => 3.5377455706739
906 => 3.5581637576786
907 => 3.5881437140048
908 => 3.638724925551
909 => 3.693669537294
910 => 3.7014393078315
911 => 3.6959262838174
912 => 3.6596888353825
913 => 3.7198098851772
914 => 3.7550273861349
915 => 3.775998602017
916 => 3.8291781162164
917 => 3.5582898534504
918 => 3.3665416770444
919 => 3.3365974304214
920 => 3.3974902334287
921 => 3.4135471799707
922 => 3.4070746449533
923 => 3.1912446394269
924 => 3.3354611301094
925 => 3.4906259480168
926 => 3.4965864606012
927 => 3.574265212789
928 => 3.599560598661
929 => 3.6621021757589
930 => 3.6581901830832
1001 => 3.6734180618527
1002 => 3.6699174362337
1003 => 3.7857625381249
1004 => 3.9135568886749
1005 => 3.9091317766765
1006 => 3.8907598267908
1007 => 3.9180453052541
1008 => 4.0499427702966
1009 => 4.0377997653293
1010 => 4.0495956603164
1011 => 4.2051102050169
1012 => 4.4073012348137
1013 => 4.3133632018256
1014 => 4.5171817034689
1015 => 4.6454746462988
1016 => 4.8673440251853
1017 => 4.839564886219
1018 => 4.9259370072668
1019 => 4.789834429788
1020 => 4.4773154010277
1021 => 4.4278580684515
1022 => 4.5268729007281
1023 => 4.7702912041538
1024 => 4.519206792101
1025 => 4.5700008416462
1026 => 4.5553721519601
1027 => 4.5545926512547
1028 => 4.584343022723
1029 => 4.5411885572331
1030 => 4.3653695014873
1031 => 4.4459463386274
1101 => 4.4148317521901
1102 => 4.4493557055884
1103 => 4.6356672433176
1104 => 4.5532944713752
1105 => 4.4665214475544
1106 => 4.5753540759011
1107 => 4.713935410735
1108 => 4.7052632398557
1109 => 4.6884356036636
1110 => 4.7832921078119
1111 => 4.9399672623169
1112 => 4.9823159270078
1113 => 5.0135768455024
1114 => 5.0178871980052
1115 => 5.0622865076537
1116 => 4.8235402296071
1117 => 5.2024367043063
1118 => 5.267861658683
1119 => 5.2555644788467
1120 => 5.3282815621335
1121 => 5.3068863515762
1122 => 5.2758880482843
1123 => 5.391160092661
1124 => 5.2590099957574
1125 => 5.0714395704375
1126 => 4.9685347253846
1127 => 5.1040481264473
1128 => 5.1868014317103
1129 => 5.2414961023905
1130 => 5.2580466766908
1201 => 4.8420734235483
1202 => 4.6178869110388
1203 => 4.7615878952538
1204 => 4.9369130137083
1205 => 4.8225662897217
1206 => 4.827048464815
1207 => 4.6640200862005
1208 => 4.9513374077454
1209 => 4.9094776907153
1210 => 5.1266459767158
1211 => 5.0748170223774
1212 => 5.2519093291865
1213 => 5.2052749897941
1214 => 5.3988515253209
1215 => 5.476074446218
1216 => 5.6057437491922
1217 => 5.701129016309
1218 => 5.7571410695894
1219 => 5.7537783160063
1220 => 5.9757259761974
1221 => 5.8448511952434
1222 => 5.6804416255475
1223 => 5.6774679751373
1224 => 5.7626180209844
1225 => 5.9410691573056
1226 => 5.9873389405953
1227 => 6.0131974372143
1228 => 5.9735942495016
1229 => 5.831539054656
1230 => 5.7702003417579
1231 => 5.8224627023007
]
'min_raw' => 2.155028373085
'max_raw' => 6.0131974372143
'avg_raw' => 4.0841129051496
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$2.15'
'max' => '$6.01'
'avg' => '$4.08'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.85314346417852
'max_diff' => 3.1068310895411
'year' => 2036
]
11 => [
'items' => [
101 => 5.7585503263126
102 => 5.8688810179134
103 => 6.0203886228454
104 => 5.9891029015529
105 => 6.0936863772161
106 => 6.201919272025
107 => 6.3566971726451
108 => 6.3971618472763
109 => 6.4640484157079
110 => 6.5328966657171
111 => 6.5550088681077
112 => 6.5972279234848
113 => 6.5970054082231
114 => 6.7242353732722
115 => 6.8645739647053
116 => 6.9175485341255
117 => 7.0393606354724
118 => 6.830761680721
119 => 6.988986384112
120 => 7.1317090271919
121 => 6.9615492083481
122 => 7.1960748764713
123 => 7.2051809767179
124 => 7.3426722791819
125 => 7.2032985039883
126 => 7.1205388011751
127 => 7.359462962231
128 => 7.4750708377254
129 => 7.4402488047784
130 => 7.1752514146759
131 => 7.0210115673635
201 => 6.6173361363023
202 => 7.0955071218751
203 => 7.3284102605088
204 => 7.1746482518121
205 => 7.2521968651968
206 => 7.6752769546014
207 => 7.8363584602395
208 => 7.8028546331115
209 => 7.8085162283762
210 => 7.8954328849824
211 => 8.2808692062513
212 => 8.049906828203
213 => 8.2264689122257
214 => 8.3201168049494
215 => 8.407102186765
216 => 8.1934935810383
217 => 7.9155919235214
218 => 7.8275688030679
219 => 7.1593596503652
220 => 7.1245764620817
221 => 7.1050516044598
222 => 6.9819501389992
223 => 6.8852261074764
224 => 6.8083075664764
225 => 6.6064503450718
226 => 6.674571231715
227 => 6.3528529516723
228 => 6.5586769062478
301 => 6.0452067631403
302 => 6.4728399561679
303 => 6.2400986512984
304 => 6.396378177961
305 => 6.3958329334149
306 => 6.10807277636
307 => 5.942098723172
308 => 6.0478638496702
309 => 6.1612524609224
310 => 6.179649381613
311 => 6.3266606758471
312 => 6.3676883680706
313 => 6.2433725452335
314 => 6.0345662357208
315 => 6.0830671790557
316 => 5.9411158531034
317 => 5.6923516144507
318 => 5.871018433658
319 => 5.9320231411608
320 => 5.9589662953556
321 => 5.7143352374066
322 => 5.6374668478003
323 => 5.5965427621622
324 => 6.0029874380849
325 => 6.0252533949289
326 => 5.9113376116258
327 => 6.4262477540934
328 => 6.3097077305089
329 => 6.4399114898518
330 => 6.0786662268109
331 => 6.0924662823404
401 => 5.9214469856047
402 => 6.0172063642631
403 => 5.9495267218962
404 => 6.0094699527801
405 => 6.0453996782168
406 => 6.2163909123687
407 => 6.474792401395
408 => 6.1908505240416
409 => 6.0671329819561
410 => 6.143886649252
411 => 6.3482917797412
412 => 6.6579760157383
413 => 6.4746367150519
414 => 6.5559995833933
415 => 6.5737737505438
416 => 6.4385861378075
417 => 6.6629605758495
418 => 6.7832046600108
419 => 6.9065502093531
420 => 7.0136476937831
421 => 6.857283284519
422 => 7.0246156163893
423 => 6.8897752950347
424 => 6.7688095872435
425 => 6.7689930422898
426 => 6.6931094867653
427 => 6.5460755359934
428 => 6.5189602195655
429 => 6.6600175199103
430 => 6.7731321166107
501 => 6.7824487765773
502 => 6.8450748293485
503 => 6.8821362822788
504 => 7.2453889035982
505 => 7.3914921128761
506 => 7.570144351589
507 => 7.6397394668561
508 => 7.8491958125805
509 => 7.6800428021954
510 => 7.6434454843763
511 => 7.1353729022975
512 => 7.2185697591502
513 => 7.3517759542739
514 => 7.1375694233922
515 => 7.2734341636898
516 => 7.3002567414332
517 => 7.13029076744
518 => 7.221076937946
519 => 6.9799757853058
520 => 6.4800477476691
521 => 6.6635171386674
522 => 6.7986123655713
523 => 6.605814819658
524 => 6.9513969584122
525 => 6.7495150072154
526 => 6.6855281207286
527 => 6.4358924635717
528 => 6.5537108843921
529 => 6.7130619855491
530 => 6.614601531588
531 => 6.8189217574688
601 => 7.10829368753
602 => 7.3145173572879
603 => 7.3303486499624
604 => 7.1977606462209
605 => 7.410233768382
606 => 7.4117814031148
607 => 7.1721108533388
608 => 7.0253139760922
609 => 6.9919614167186
610 => 7.0752826491885
611 => 7.176450007355
612 => 7.3359627342516
613 => 7.4323529343538
614 => 7.6836874548084
615 => 7.751691369718
616 => 7.8264070547049
617 => 7.9262502513113
618 => 8.0461376081075
619 => 7.7838308966285
620 => 7.7942528312764
621 => 7.5499964534308
622 => 7.2889734837949
623 => 7.487057380776
624 => 7.7460257260823
625 => 7.6866181015345
626 => 7.6799335301852
627 => 7.6911751250492
628 => 7.6463837162117
629 => 7.443793834087
630 => 7.3420544635638
701 => 7.4733242080204
702 => 7.5430882350549
703 => 7.6512861569229
704 => 7.6379484792716
705 => 7.9166547063952
706 => 8.0249515186166
707 => 7.9972445597685
708 => 8.0023433070018
709 => 8.1984095125986
710 => 8.4164754573129
711 => 8.6207229908736
712 => 8.8284923546473
713 => 8.5780182772419
714 => 8.4508429878288
715 => 8.5820554240215
716 => 8.5124322584289
717 => 8.9125076194963
718 => 8.9402079694654
719 => 9.3402544005306
720 => 9.7199461002543
721 => 9.4814685465412
722 => 9.7063421384277
723 => 9.9495612622659
724 => 10.41877041303
725 => 10.26075727803
726 => 10.139721693001
727 => 10.025343649988
728 => 10.263346200495
729 => 10.569532679537
730 => 10.635482314506
731 => 10.742345917854
801 => 10.629991905593
802 => 10.765309937972
803 => 11.243042054029
804 => 11.113954619212
805 => 10.930629709932
806 => 11.307753333678
807 => 11.444232907081
808 => 12.402118028129
809 => 13.611487561714
810 => 13.110800633661
811 => 12.800008100353
812 => 12.873051717778
813 => 13.314672531701
814 => 13.456507120788
815 => 13.070951814333
816 => 13.20713646663
817 => 13.957527290168
818 => 14.360087891577
819 => 13.813356523762
820 => 12.304946363643
821 => 10.914123307653
822 => 11.28303221168
823 => 11.241209390539
824 => 12.04741071727
825 => 11.110875926584
826 => 11.126644770582
827 => 11.949517486967
828 => 11.729989153845
829 => 11.374381369252
830 => 10.91671963802
831 => 10.070689599249
901 => 9.3213372006176
902 => 10.790989819885
903 => 10.727615726553
904 => 10.635840647892
905 => 10.84007615435
906 => 11.831785800448
907 => 11.808923683254
908 => 11.663486558024
909 => 11.773799335687
910 => 11.355043005974
911 => 11.462966047045
912 => 10.913902994175
913 => 11.162102424971
914 => 11.373618394658
915 => 11.41608335712
916 => 11.511759085862
917 => 10.694220459107
918 => 11.061271300847
919 => 11.276879282357
920 => 10.302754578012
921 => 11.257623969002
922 => 10.679988930475
923 => 10.483930922612
924 => 10.747897201521
925 => 10.645029285914
926 => 10.556589492683
927 => 10.507238568471
928 => 10.701066270807
929 => 10.692023976818
930 => 10.374884235461
1001 => 9.96118837113
1002 => 10.100038282303
1003 => 10.049592807849
1004 => 9.8667719008318
1005 => 9.9899711182811
1006 => 9.4474641143315
1007 => 8.5141090110966
1008 => 9.1307119817336
1009 => 9.106973438099
1010 => 9.0950033879412
1011 => 9.5583634787205
1012 => 9.5138220975282
1013 => 9.4329790545137
1014 => 9.8652871549489
1015 => 9.7074888829256
1016 => 10.193785975353
1017 => 10.514092692149
1018 => 10.432852547933
1019 => 10.734102563257
1020 => 10.103237103819
1021 => 10.312785303515
1022 => 10.355972897051
1023 => 9.859952540095
1024 => 9.5211096183438
1025 => 9.4985126585552
1026 => 8.9110057276695
1027 => 9.2248471879584
1028 => 9.5010146853705
1029 => 9.3687518855736
1030 => 9.3268814343967
1031 => 9.5407884888668
1101 => 9.5574108989892
1102 => 9.1784181866354
1103 => 9.2572227726721
1104 => 9.5858509966173
1105 => 9.2489421846018
1106 => 8.5943833965977
1107 => 8.4320437671895
1108 => 8.4103846681134
1109 => 7.9701067178398
1110 => 8.4428920774837
1111 => 8.2365085981392
1112 => 8.8884715365346
1113 => 8.5160738026705
1114 => 8.5000204806656
1115 => 8.4757535299447
1116 => 8.0967881104912
1117 => 8.1797574528427
1118 => 8.4555601834067
1119 => 8.5539697048122
1120 => 8.5437047854841
1121 => 8.4542085995633
1122 => 8.4951794951833
1123 => 8.3631979651852
1124 => 8.3165925399849
1125 => 8.1694929982205
1126 => 7.9532973091126
1127 => 7.9833606456883
1128 => 7.5550204148861
1129 => 7.3216379234084
1130 => 7.2570407256991
1201 => 7.1706586532196
1202 => 7.2667978106396
1203 => 7.5538069808303
1204 => 7.2076130291882
1205 => 6.6140877817798
1206 => 6.6497596604669
1207 => 6.7299037808009
1208 => 6.5805557427649
1209 => 6.4392103585946
1210 => 6.5620987024172
1211 => 6.3106142307852
1212 => 6.7602944777163
1213 => 6.7481318872512
1214 => 6.9157448752671
1215 => 7.0205567164383
1216 => 6.7789993557753
1217 => 6.7182483328091
1218 => 6.7528548764707
1219 => 6.1808857967733
1220 => 6.8690027988628
1221 => 6.8749536632715
1222 => 6.8239987493292
1223 => 7.1903998097129
1224 => 7.9636203304792
1225 => 7.6727036678436
1226 => 7.5600519430684
1227 => 7.3459009319228
1228 => 7.6312444392454
1229 => 7.6093345099352
1230 => 7.5102495005003
1231 => 7.45032257763
]
'min_raw' => 5.5965427621622
'max_raw' => 14.360087891577
'avg_raw' => 9.9783153268695
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$5.59'
'max' => '$14.36'
'avg' => '$9.97'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 3.4415143890772
'max_diff' => 8.3468904543624
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.1756690822781
]
1 => [
'year' => 2028
'avg' => 0.30149914228819
]
2 => [
'year' => 2029
'avg' => 0.82364131679793
]
3 => [
'year' => 2030
'avg' => 0.63543804930615
]
4 => [
'year' => 2031
'avg' => 0.62407891338914
]
5 => [
'year' => 2032
'avg' => 1.0942067400334
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.1756690822781
'min' => '$0.175669'
'max_raw' => 1.0942067400334
'max' => '$1.09'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 1.0942067400334
]
1 => [
'year' => 2033
'avg' => 2.8144122513182
]
2 => [
'year' => 2034
'avg' => 1.7839097392093
]
3 => [
'year' => 2035
'avg' => 2.1041256282898
]
4 => [
'year' => 2036
'avg' => 4.0841129051496
]
5 => [
'year' => 2037
'avg' => 9.9783153268695
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 1.0942067400334
'min' => '$1.09'
'max_raw' => 9.9783153268695
'max' => '$9.97'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 9.9783153268695
]
]
]
]
'prediction_2025_max_price' => '$0.300362'
'last_price' => 0.291239
'sma_50day_nextmonth' => '$0.274629'
'sma_200day_nextmonth' => '$0.307141'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.29341'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.291069'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.287982'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.284486'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.282129'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.296895'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.310162'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.29186'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.290917'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.288588'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.285856'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.286783'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.293895'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.294159'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.307773'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.284266'
'weekly_sma50_action' => 'BUY'
'weekly_sma100' => '$0.222273'
'weekly_sma100_action' => 'BUY'
'weekly_sma200' => '$0.149432'
'weekly_sma200_action' => 'BUY'
'weekly_ema3' => '$0.289941'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.288366'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.290387'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.2952096'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.2778096'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.234887'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.177956'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '59.40'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 101.34
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'SELL'
'vwma_10' => '0.288136'
'vwma_10_action' => 'BUY'
'hma_9' => '0.294887'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 76.31
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 117.79
'cci_20_action' => 'SELL'
'adx_14' => 14.58
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.007975'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -23.69
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 64.79
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.014389'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 12
'buy_signals' => 22
'sell_pct' => 35.29
'buy_pct' => 64.71
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767697588
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de TRON para 2026
A previsão de preço para TRON em 2026 sugere que o preço médio poderia variar entre $0.100623 na extremidade inferior e $0.300362 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, TRON poderia potencialmente ganhar 3.13% até 2026 se TRX atingir a meta de preço prevista.
Previsão de preço de TRON 2027-2032
A previsão de preço de TRX para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.175669 na extremidade inferior e $1.09 na extremidade superior. Considerando a volatilidade de preços no mercado, se TRON atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de TRON | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.096867 | $0.175669 | $0.25447 |
| 2028 | $0.174816 | $0.301499 | $0.428181 |
| 2029 | $0.384022 | $0.823641 | $1.26 |
| 2030 | $0.326594 | $0.635438 | $0.944281 |
| 2031 | $0.386136 | $0.624078 | $0.862021 |
| 2032 | $0.5894075 | $1.09 | $1.59 |
Previsão de preço de TRON 2032-2037
A previsão de preço de TRON para 2032-2037 é atualmente estimada entre $1.09 na extremidade inferior e $9.97 na extremidade superior. Comparado ao preço atual, TRON poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de TRON | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.5894075 | $1.09 | $1.59 |
| 2033 | $1.36 | $2.81 | $4.25 |
| 2034 | $1.10 | $1.78 | $2.46 |
| 2035 | $1.30 | $2.10 | $2.90 |
| 2036 | $2.15 | $4.08 | $6.01 |
| 2037 | $5.59 | $9.97 | $14.36 |
TRON Histograma de preços potenciais
Previsão de preço de TRON baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 64.71%
Baixista 35.29%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para TRON é Altista, com 22 indicadores técnicos mostrando sinais de alta e 12 indicando sinais de baixa. A previsão de preço de TRX 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 TRON
De acordo com nossos indicadores técnicos, o SMA de 200 dias de TRON está projetado para aumentar no próximo mês, alcançando $0.307141 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para TRON é esperado para alcançar $0.274629 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 59.40, sugerindo que o mercado de TRX está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de TRX 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 | $0.29341 | SELL |
| SMA 5 | $0.291069 | BUY |
| SMA 10 | $0.287982 | BUY |
| SMA 21 | $0.284486 | BUY |
| SMA 50 | $0.282129 | BUY |
| SMA 100 | $0.296895 | SELL |
| SMA 200 | $0.310162 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.29186 | SELL |
| EMA 5 | $0.290917 | BUY |
| EMA 10 | $0.288588 | BUY |
| EMA 21 | $0.285856 | BUY |
| EMA 50 | $0.286783 | BUY |
| EMA 100 | $0.293895 | SELL |
| EMA 200 | $0.294159 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.307773 | SELL |
| SMA 50 | $0.284266 | BUY |
| SMA 100 | $0.222273 | BUY |
| SMA 200 | $0.149432 | BUY |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.2952096 | SELL |
| EMA 50 | $0.2778096 | BUY |
| EMA 100 | $0.234887 | BUY |
| EMA 200 | $0.177956 | BUY |
Osciladores de TRON
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 59.40 | NEUTRAL |
| Stoch RSI (14) | 101.34 | SELL |
| Estocástico Rápido (14) | 76.31 | NEUTRAL |
| Índice de Canal de Commodities (20) | 117.79 | SELL |
| Índice Direcional Médio (14) | 14.58 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.007975 | BUY |
| Momentum (10) | 0.01 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Williams Percent Range (14) | -23.69 | NEUTRAL |
| Oscilador Ultimate (7, 14, 28) | 64.79 | NEUTRAL |
| VWMA (10) | 0.288136 | BUY |
| Média Móvel de Hull (9) | 0.294887 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.014389 | NEUTRAL |
Previsão do preço de TRON com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do TRON
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de TRON por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.409239 | $0.575049 | $0.80804 | $1.13 | $1.59 | $2.24 |
| Amazon.com stock | $0.607687 | $1.26 | $2.64 | $5.52 | $11.51 | $24.03 |
| Apple stock | $0.41310029 | $0.585951 | $0.831127 | $1.17 | $1.67 | $2.37 |
| Netflix stock | $0.459529 | $0.725065 | $1.14 | $1.80 | $2.84 | $4.49 |
| Google stock | $0.377153 | $0.488411 | $0.632491 | $0.819073 | $1.06 | $1.37 |
| Tesla stock | $0.660216 | $1.49 | $3.39 | $7.69 | $17.43 | $39.52 |
| Kodak stock | $0.218398 | $0.163775 | $0.122814 | $0.092097 | $0.069063 | $0.05179 |
| Nokia stock | $0.192933 | $0.12781 | $0.084669 | $0.056089 | $0.037157 | $0.024615 |
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 TRON
Você pode fazer perguntas como: 'Devo investir em TRON agora?', 'Devo comprar TRX hoje?', 'TRON será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para TRON regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como TRON, 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 TRON para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de TRON é de $0.2912 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão de curto prazo para TRON
com base no histórico de preços de 4 horas
Previsão de longo prazo para TRON
com base no histórico de preços de 1 mês
Previsão do preço de TRON com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se TRON tiver 1% da média anterior do crescimento anual do Bitcoin | $0.2988092 | $0.306576 | $0.314545 | $0.322721 |
| Se TRON tiver 2% da média anterior do crescimento anual do Bitcoin | $0.306379 | $0.322307 | $0.339062 | $0.356689 |
| Se TRON tiver 5% da média anterior do crescimento anual do Bitcoin | $0.32909 | $0.37186 | $0.42019 | $0.47480046 |
| Se TRON tiver 10% da média anterior do crescimento anual do Bitcoin | $0.366941 | $0.462321 | $0.582493 | $0.7339021 |
| Se TRON tiver 20% da média anterior do crescimento anual do Bitcoin | $0.442643 | $0.672758 | $1.02 | $1.55 |
| Se TRON tiver 50% da média anterior do crescimento anual do Bitcoin | $0.66975 | $1.54 | $3.54 | $8.14 |
| Se TRON tiver 100% da média anterior do crescimento anual do Bitcoin | $1.04 | $3.77 | $13.58 | $48.88 |
Perguntas Frequentes sobre TRON
TRX é um bom investimento?
A decisão de adquirir TRON depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de TRON experimentou uma queda de -0.3309% nas últimas 24 horas, e TRON registrou um crescimento de 84.96% durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em TRON dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
TRON pode subir?
Parece que o valor médio de TRON pode potencialmente subir para $0.300362 até o final deste ano. Observando as perspectivas de TRON em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.944281. 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 TRON na próxima semana?
Com base na nossa nova previsão experimental de TRON, o preço de TRON aumentará 0.86% na próxima semana e atingirá $0.293731 até 13 de janeiro de 2026.
Qual será o preço de TRON no próximo mês?
Com base na nossa nova previsão experimental de TRON, o preço de TRON diminuirá -11.62% no próximo mês e atingirá $0.257402 até 5 de fevereiro de 2026.
Até onde o preço de TRON pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de TRON em 2026, espera-se que TRX fluctue dentro do intervalo de $0.100623 e $0.300362. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de TRON não considera flutuações repentinas e extremas de preço.
Onde estará TRON em 5 anos?
O futuro de TRON parece seguir uma tendência de alta, com um preço máximo de $0.944281 projetada após um período de cinco anos. Com base na previsão de TRON para 2030, o valor de TRON pode potencialmente atingir seu pico mais alto de aproximadamente $0.944281, enquanto seu pico mais baixo está previsto para cerca de $0.326594.
Quanto será TRON em 2026?
Com base na nossa nova simulação experimental de previsão de preços de TRON, espera-se que o valor de TRX em 2026 aumente 3.13% para $0.300362 se o melhor cenário ocorrer. O preço ficará entre $0.300362 e $0.100623 durante 2026.
Quanto será TRON em 2027?
De acordo com nossa última simulação experimental para previsão de preços de TRON, o valor de TRX pode diminuir -12.62% para $0.25447 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.25447 e $0.096867 ao longo do ano.
Quanto será TRON em 2028?
Nosso novo modelo experimental de previsão de preços de TRON sugere que o valor de TRX em 2028 pode aumentar 47.02%, alcançando $0.428181 no melhor cenário. O preço é esperado para variar entre $0.428181 e $0.174816 durante o ano.
Quanto será TRON em 2029?
Com base no nosso modelo de previsão experimental, o valor de TRON pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $1.26 sob condições ótimas. A faixa de preço prevista para 2029 está entre $1.26 e $0.384022.
Quanto será TRON em 2030?
Usando nossa nova simulação experimental para previsões de preços de TRON, espera-se que o valor de TRX em 2030 aumente 224.23%, alcançando $0.944281 no melhor cenário. O preço está previsto para variar entre $0.944281 e $0.326594 ao longo de 2030.
Quanto será TRON em 2031?
Nossa simulação experimental indica que o preço de TRON poderia aumentar 195.98% em 2031, potencialmente atingindo $0.862021 sob condições ideais. O preço provavelmente oscilará entre $0.862021 e $0.386136 durante o ano.
Quanto será TRON em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de TRON, TRX poderia ver um 449.04% aumento em valor, atingindo $1.59 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $1.59 e $0.5894075 ao longo do ano.
Quanto será TRON em 2033?
De acordo com nossa previsão experimental de preços de TRON, espera-se que o valor de TRX seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $4.25. Ao longo do ano, o preço de TRX poderia variar entre $4.25 e $1.36.
Quanto será TRON em 2034?
Os resultados da nossa nova simulação de previsão de preços de TRON sugerem que TRX pode aumentar 746.96% em 2034, atingindo potencialmente $2.46 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $2.46 e $1.10.
Quanto será TRON em 2035?
Com base em nossa previsão experimental para o preço de TRON, TRX poderia aumentar 897.93%, com o valor potencialmente atingindo $2.90 em 2035. A faixa de preço esperada para o ano está entre $2.90 e $1.30.
Quanto será TRON em 2036?
Nossa recente simulação de previsão de preços de TRON sugere que o valor de TRX pode aumentar 1964.7% em 2036, possivelmente atingindo $6.01 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $6.01 e $2.15.
Quanto será TRON em 2037?
De acordo com a simulação experimental, o valor de TRON poderia aumentar 4830.69% em 2037, com um pico de $14.36 sob condições favoráveis. O preço é esperado para cair entre $14.36 e $5.59 ao longo do ano.
Previsões relacionadas
Previsão de Preço do ChainLink- Previsão de Preço do Uniswap
- Previsão de Preço do Near
- Previsão de Preço do Internet Computer
- Previsão de Preço do Litecoin
- Previsão de Preço do Hedera
- Previsão de Preço do LEO Token
- Previsão de Preço do Aptos
- Previsão de Preço do Ethereum Classic
- Previsão de Preço do Filecoin
- Previsão de Preço do Blockstack
- Previsão de Preço do Mantle
- Previsão de Preço do Cosmos
- Previsão de Preço do Bittensor
- Previsão de Preço do Arbitrum
- Previsão de Preço do Crypto.com Coin
- Previsão de Preço do Stellar
- Previsão de Preço do Immutable
- Previsão de Preço do Render Token
- Previsão de Preço do dogwifhat
- Previsão de Preço do OKB
- Previsão de Preço do Hedera Hashgraph
- Previsão de Preço do VeChain
- Previsão de Preço do Maker
- Previsão de Preço do Kaspa
Previsão de Preço do ChainLink
Previsão de Preço do Uniswap
Previsão de Preço do Near
Previsão de Preço do Internet Computer
Previsão de Preço do Litecoin
Previsão de Preço do Hedera
Previsão de Preço do LEO Token
Previsão de Preço do Aptos
Previsão de Preço do Ethereum Classic
Previsão de Preço do Filecoin
Previsão de Preço do Blockstack
Previsão de Preço do Mantle
Previsão de Preço do Cosmos
Previsão de Preço do Bittensor
Previsão de Preço do Arbitrum
Previsão de Preço do Crypto.com Coin
Previsão de Preço do Stellar
Previsão de Preço do Immutable
Previsão de Preço do Render Token
Previsão de Preço do dogwifhat
Previsão de Preço do OKB
Previsão de Preço do Hedera Hashgraph
Previsão de Preço do VeChain
Previsão de Preço do Maker
Previsão de Preço do KaspaComo ler e prever os movimentos de preço de TRON?
Traders de TRON 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 TRON
Médias móveis são ferramentas populares para a previsão de preço de TRON. Uma média móvel simples (SMA) calcula o preço médio de fechamento de TRX 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 TRX 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 TRX.
Como ler gráficos de TRON 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 TRON 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 TRX 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 TRON?
A ação de preço de TRON 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 TRX. A capitalização de mercado de TRON pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de TRX, grandes detentores de TRON, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de TRON.
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