Previsão de Preço Smartmall Token - Projeção SMT
Previsão de Preço Smartmall Token até $0.003073 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.001029 | $0.003073 |
| 2027 | $0.000991 | $0.0026043 |
| 2028 | $0.001789 | $0.004382 |
| 2029 | $0.00393 | $0.012928 |
| 2030 | $0.003342 | $0.009663 |
| 2031 | $0.003951 | $0.008822 |
| 2032 | $0.006032 | $0.016364 |
| 2033 | $0.014017 | $0.043589 |
| 2034 | $0.011269 | $0.025244 |
| 2035 | $0.013323 | $0.029744 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Smartmall Token hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,957.59, com um retorno de 39.58% nos próximos 90 dias.
Previsão de preço de longo prazo de Smartmall Token para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Smartmall Token'
'name_with_ticker' => 'Smartmall Token <small>SMT</small>'
'name_lang' => 'Smartmall Token'
'name_lang_with_ticker' => 'Smartmall Token <small>SMT</small>'
'name_with_lang' => 'Smartmall Token'
'name_with_lang_with_ticker' => 'Smartmall Token <small>SMT</small>'
'image' => '/uploads/coins/smartmall-token.png?1717487744'
'price_for_sd' => 0.00298
'ticker' => 'SMT'
'marketcap' => '$0'
'low24h' => '$0.002726'
'high24h' => '$0.002996'
'volume24h' => '$1.41'
'current_supply' => '0'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.00298'
'change_24h_pct' => '9.2996%'
'ath_price' => '$0.6432'
'ath_days' => 622
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '24 de abr. de 2024'
'ath_pct' => '-99.54%'
'fdv' => '$299.63K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.146964'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.0030061'
'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' => '$0.002634'
'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' => '$0.001029'
'current_year_max_price_prediction' => '$0.003073'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.003342'
'grand_prediction_max_price' => '$0.009663'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0030370808022044
107 => 0.0030484201594595
108 => 0.0030739683103572
109 => 0.0028556621581529
110 => 0.0029536752113607
111 => 0.0030112486975392
112 => 0.0027511295924435
113 => 0.0030061069791781
114 => 0.0028518619337303
115 => 0.0027995088486225
116 => 0.0028699953807257
117 => 0.0028425267106147
118 => 0.0028189107610677
119 => 0.0028057326554469
120 => 0.0028574901853088
121 => 0.0028550756346771
122 => 0.0027703902701194
123 => 0.0026599216642709
124 => 0.002696998554402
125 => 0.0026835281726197
126 => 0.0026347097713266
127 => 0.0026676074794419
128 => 0.0025227426220513
129 => 0.002273510164331
130 => 0.0024381607600977
131 => 0.002431821891266
201 => 0.0024286255461563
202 => 0.0025523559182668
203 => 0.0025404620979337
204 => 0.0025188746975646
205 => 0.0026343133017898
206 => 0.0025921766583793
207 => 0.0027220318647287
208 => 0.0028075629021386
209 => 0.0027858694644123
210 => 0.0028663118185037
211 => 0.0026978527310658
212 => 0.0027538080825072
213 => 0.0027653404028885
214 => 0.0026328888073327
215 => 0.0025424080740336
216 => 0.0025363740406784
217 => 0.0023794929181508
218 => 0.0024632975475049
219 => 0.0025370421532653
220 => 0.0025017242099186
221 => 0.0024905436041486
222 => 0.00254766289425
223 => 0.0025521015522845
224 => 0.0024508996787097
225 => 0.0024719427528724
226 => 0.0025596958702511
227 => 0.0024697315994658
228 => 0.0022949457169101
301 => 0.0022515964014325
302 => 0.0022458128036613
303 => 0.0021282460220083
304 => 0.0022544932099755
305 => 0.0021993829292135
306 => 0.0023734756458181
307 => 0.0022740348197715
308 => 0.0022697481245105
309 => 0.002263268155902
310 => 0.0021620735703107
311 => 0.0021842287533038
312 => 0.0022578759559025
313 => 0.0022841541074848
314 => 0.0022814130809842
315 => 0.0022575150444316
316 => 0.0022684554431876
317 => 0.0022332126069069
318 => 0.0022207676279
319 => 0.0021814878508929
320 => 0.0021237574300079
321 => 0.0021317851991132
322 => 0.0020174061293536
323 => 0.001955086341592
324 => 0.0019378370457011
325 => 0.0019147705663382
326 => 0.0019404424659227
327 => 0.00201708210782
328 => 0.0019246384396848
329 => 0.0017661502548365
330 => 0.0017756756647966
331 => 0.0017970764328574
401 => 0.0017571962431563
402 => 0.001719452990495
403 => 0.0017522676864772
404 => 0.0016851141532441
405 => 0.0018051916165188
406 => 0.0018019438576504
407 => 0.0018467013104187
408 => 0.0018746890641501
409 => 0.0018101863529421
410 => 0.0017939640955071
411 => 0.0018032050306026
412 => 0.0016504729579124
413 => 0.0018342198416392
414 => 0.0018358088923199
415 => 0.0018222024756509
416 => 0.0019200420186868
417 => 0.0021265139714115
418 => 0.0020488309174814
419 => 0.002018749691017
420 => 0.0019615652575188
421 => 0.0020377601198794
422 => 0.0020319095432751
423 => 0.0020054510171053
424 => 0.0019894488179221
425 => 0.0020189333605713
426 => 0.0019857953567969
427 => 0.0019798428607476
428 => 0.0019437772110683
429 => 0.0019309034150153
430 => 0.0019213721689382
501 => 0.0019108792035282
502 => 0.0019340240705385
503 => 0.0018815747569324
504 => 0.001818326026393
505 => 0.0018130675788094
506 => 0.0018275866149151
507 => 0.0018211630222535
508 => 0.0018130368251191
509 => 0.0017975217017514
510 => 0.0017929186960763
511 => 0.0018078762314593
512 => 0.0017909900460904
513 => 0.0018159065324403
514 => 0.0018091306268452
515 => 0.0017712809690017
516 => 0.0017241062815906
517 => 0.0017236863279204
518 => 0.0017135226188997
519 => 0.0017005776073379
520 => 0.0016969766012631
521 => 0.0017495041243092
522 => 0.001858234524998
523 => 0.0018368881456448
524 => 0.0018523130923924
525 => 0.0019281885637598
526 => 0.0019523070944525
527 => 0.0019351883326455
528 => 0.0019117551156449
529 => 0.0019127860582674
530 => 0.0019928644544756
531 => 0.0019978588458209
601 => 0.0020104780614989
602 => 0.002026697319835
603 => 0.0019379505424742
604 => 0.0019086060930345
605 => 0.0018947010649219
606 => 0.0018518789602583
607 => 0.0018980589288483
608 => 0.0018711518387743
609 => 0.0018747825245023
610 => 0.001872418035659
611 => 0.0018737092064535
612 => 0.0018051580524206
613 => 0.0018301344900076
614 => 0.0017886063182595
615 => 0.0017330047580448
616 => 0.0017328183621185
617 => 0.0017464267652104
618 => 0.0017383319545545
619 => 0.001716549027216
620 => 0.001719643189232
621 => 0.0016925350741423
622 => 0.0017229346052121
623 => 0.0017238063549884
624 => 0.0017121008796529
625 => 0.0017589355515928
626 => 0.0017781237549
627 => 0.0017704189602786
628 => 0.00177758316597
629 => 0.00183777518408
630 => 0.0018475891093938
701 => 0.0018519478067467
702 => 0.0018461077297106
703 => 0.001778683365565
704 => 0.0017816739228254
705 => 0.0017597311979145
706 => 0.0017411919076323
707 => 0.0017419333820178
708 => 0.0017514649871619
709 => 0.0017930900658476
710 => 0.0018806875900091
711 => 0.0018840118520181
712 => 0.0018880409545485
713 => 0.0018716525696925
714 => 0.0018667096760042
715 => 0.0018732306286482
716 => 0.0019061276530643
717 => 0.0019907477313174
718 => 0.0019608373440777
719 => 0.001936519733669
720 => 0.0019578528339782
721 => 0.0019545687703999
722 => 0.0019268479688349
723 => 0.001926069938262
724 => 0.0018728648571823
725 => 0.0018531961501283
726 => 0.0018367595063367
727 => 0.0018188111204057
728 => 0.0018081707155905
729 => 0.0018245192133642
730 => 0.0018282583082348
731 => 0.0017925120321298
801 => 0.0017876399467837
802 => 0.001816831127488
803 => 0.0018039851772169
804 => 0.001817197555635
805 => 0.0018202629407616
806 => 0.0018197693431544
807 => 0.0018063566957234
808 => 0.001814905517225
809 => 0.0017946850058474
810 => 0.0017726982367469
811 => 0.0017586720478848
812 => 0.0017464323377987
813 => 0.0017532236403306
814 => 0.0017290138868473
815 => 0.0017212686994619
816 => 0.0018120093688549
817 => 0.0018790404769621
818 => 0.0018780658181029
819 => 0.00187213283296
820 => 0.0018633176204997
821 => 0.0019054827653662
822 => 0.0018907932720134
823 => 0.0019014811057758
824 => 0.0019042016080353
825 => 0.001912435749012
826 => 0.0019153787466628
827 => 0.0019064829637187
828 => 0.00187662762963
829 => 0.0018022309756409
830 => 0.001767599132379
831 => 0.0017561700472636
901 => 0.0017565854728007
902 => 0.0017451261819483
903 => 0.0017485014566737
904 => 0.0017439523991429
905 => 0.0017353375847146
906 => 0.0017526916998156
907 => 0.0017546915999162
908 => 0.0017506409420854
909 => 0.0017515950186405
910 => 0.0017180573018601
911 => 0.0017206071016268
912 => 0.0017064094925129
913 => 0.0017037476119587
914 => 0.0016678572924458
915 => 0.0016042723890436
916 => 0.0016395045978643
917 => 0.0015969490440072
918 => 0.0015808326109396
919 => 0.0016571252984619
920 => 0.0016494676286644
921 => 0.0016363610266802
922 => 0.0016169736306903
923 => 0.0016097826569292
924 => 0.0015660925767423
925 => 0.0015635111337273
926 => 0.0015851651171993
927 => 0.0015751725488951
928 => 0.0015611391985143
929 => 0.0015103118259732
930 => 0.0014531650308723
1001 => 0.0014548899334044
1002 => 0.0014730672656721
1003 => 0.0015259203107876
1004 => 0.001505269711694
1005 => 0.0014902874651133
1006 => 0.0014874817406934
1007 => 0.0015226012559903
1008 => 0.0015723027279013
1009 => 0.0015956215465142
1010 => 0.0015725133054719
1011 => 0.0015459678023985
1012 => 0.0015475835041706
1013 => 0.001558332044213
1014 => 0.0015594615637952
1015 => 0.0015421831702163
1016 => 0.0015470469368
1017 => 0.0015396584306072
1018 => 0.0014943151817402
1019 => 0.0014934950661532
1020 => 0.0014823671016225
1021 => 0.0014820301512791
1022 => 0.0014630987076116
1023 => 0.0014604500677757
1024 => 0.0014228605373175
1025 => 0.0014476020800966
1026 => 0.0014310067521897
1027 => 0.0014059936785917
1028 => 0.0014016814152755
1029 => 0.001401551783433
1030 => 0.0014272346171971
1031 => 0.0014473019612308
1101 => 0.0014312954350237
1102 => 0.0014276510592798
1103 => 0.0014665634577601
1104 => 0.0014616115003591
1105 => 0.0014573231371865
1106 => 0.0015678525062222
1107 => 0.0014803598859162
1108 => 0.0014422081095587
1109 => 0.0013949880414903
1110 => 0.0014103631337576
1111 => 0.0014136028916055
1112 => 0.0013000471399581
1113 => 0.0012539775856573
1114 => 0.0012381682507157
1115 => 0.0012290697549457
1116 => 0.0012332160537198
1117 => 0.0011917480514293
1118 => 0.001219615234786
1119 => 0.0011837074500054
1120 => 0.0011776873930329
1121 => 0.0012418949603416
1122 => 0.0012508290682374
1123 => 0.001212713388344
1124 => 0.0012371898252036
1125 => 0.0012283143289504
1126 => 0.0011843229859138
1127 => 0.0011826428401883
1128 => 0.001160569530623
1129 => 0.0011260290753883
1130 => 0.0011102431605019
1201 => 0.0011020217189695
1202 => 0.0011054140459785
1203 => 0.0011036987816358
1204 => 0.0010925055215504
1205 => 0.0011043403662015
1206 => 0.0010741072286134
1207 => 0.0010620681496209
1208 => 0.0010566303769445
1209 => 0.0010297967271805
1210 => 0.0010725009969332
1211 => 0.0010809142760486
1212 => 0.001089344131923
1213 => 0.001162720272002
1214 => 0.0011590546074025
1215 => 0.0011921904301312
1216 => 0.0011909028329928
1217 => 0.0011814519595858
1218 => 0.0011415802792751
1219 => 0.0011574724204026
1220 => 0.0011085588801992
1221 => 0.001145208230317
1222 => 0.0011284829974367
1223 => 0.0011395534122561
1224 => 0.0011196478082318
1225 => 0.0011306643913811
1226 => 0.001082909376639
1227 => 0.001038316415804
1228 => 0.0010562619249937
1229 => 0.0010757707458008
1230 => 0.0011180708400656
1231 => 0.0010928772528897
]
'min_raw' => 0.0010297967271805
'max_raw' => 0.0030739683103572
'avg_raw' => 0.0020518825187689
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.001029'
'max' => '$0.003073'
'avg' => '$0.002051'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0019508032728195
'max_diff' => 9.3368310357176E-5
'year' => 2026
]
1 => [
'items' => [
101 => 0.0011019378195132
102 => 0.0010715864380451
103 => 0.0010089628686329
104 => 0.0010093173112349
105 => 0.00099968403940941
106 => 0.00099135948607151
107 => 0.0010957710394407
108 => 0.0010827858122768
109 => 0.0010620955522558
110 => 0.0010897902874922
111 => 0.0010971132150633
112 => 0.0010973216885164
113 => 0.0011175270524404
114 => 0.0011283106587886
115 => 0.0011302113161463
116 => 0.0011620048928465
117 => 0.0011726616803889
118 => 0.0012165554800713
119 => 0.0011273957451308
120 => 0.0011255595590629
121 => 0.0010901800092118
122 => 0.0010677417393677
123 => 0.0010917163767448
124 => 0.0011129546325966
125 => 0.0010908399410225
126 => 0.0010937276528755
127 => 0.001064040486274
128 => 0.001074652251423
129 => 0.0010837925331285
130 => 0.0010787458068117
131 => 0.001071190613251
201 => 0.0011112133378146
202 => 0.0011089550988444
203 => 0.0011462251800765
204 => 0.001175279873606
205 => 0.0012273510785585
206 => 0.0011730120616573
207 => 0.0011710317319033
208 => 0.0011903897729027
209 => 0.0011726587167737
210 => 0.001183864132192
211 => 0.0012255457128996
212 => 0.001226426379019
213 => 0.0012116740868452
214 => 0.0012107764085257
215 => 0.0012136097476101
216 => 0.001230204703125
217 => 0.0012244059157566
218 => 0.0012311164193066
219 => 0.0012395080067508
220 => 0.0012742191703792
221 => 0.0012825879144159
222 => 0.001262256205103
223 => 0.0012640919308095
224 => 0.0012564873134085
225 => 0.0012491413482848
226 => 0.0012656540050909
227 => 0.0012958312099611
228 => 0.0012956434791358
301 => 0.0013026440041047
302 => 0.0013070052731648
303 => 0.0012882835137147
304 => 0.0012760963367309
305 => 0.0012807696758767
306 => 0.0012882424469429
307 => 0.0012783463569354
308 => 0.001217263105094
309 => 0.0012357918616894
310 => 0.0012327077705821
311 => 0.0012283156498068
312 => 0.0012469464578422
313 => 0.001245149470957
314 => 0.0011913227371289
315 => 0.0011947685499882
316 => 0.0011915322884218
317 => 0.0012019893116197
318 => 0.001172094003204
319 => 0.0011812895987247
320 => 0.0011870569900319
321 => 0.001190454027819
322 => 0.0012027264576768
323 => 0.0012012864296809
324 => 0.0012026369435147
325 => 0.0012208337171924
326 => 0.0013128667540756
327 => 0.0013178759092137
328 => 0.0012932089973013
329 => 0.001303062942077
330 => 0.0012841455229285
331 => 0.0012968449131385
401 => 0.0013055335133907
402 => 0.0012662713995728
403 => 0.0012639465520015
404 => 0.0012449510539349
405 => 0.0012551581586359
406 => 0.0012389179211398
407 => 0.0012429027073619
408 => 0.0012317608976974
409 => 0.0012518139367814
410 => 0.0012742363504046
411 => 0.0012799011375737
412 => 0.0012649995213759
413 => 0.0012542097691843
414 => 0.0012352665187012
415 => 0.0012667695664325
416 => 0.0012759820176271
417 => 0.0012667211773482
418 => 0.0012645752383022
419 => 0.0012605086876877
420 => 0.0012654379762389
421 => 0.0012759318446394
422 => 0.001270983130093
423 => 0.001274251843236
424 => 0.0012617948794173
425 => 0.0012882897113961
426 => 0.0013303698809069
427 => 0.0013305051755327
428 => 0.0013255564343109
429 => 0.0013235315160251
430 => 0.0013286092248334
501 => 0.0013313636735633
502 => 0.0013477840527567
503 => 0.0013654037738479
504 => 0.0014476273240941
505 => 0.0014245392802078
506 => 0.0014974929054871
507 => 0.0015551897512404
508 => 0.0015724905125045
509 => 0.0015565746262053
510 => 0.0015021272389347
511 => 0.0014994557903603
512 => 0.0015808231740364
513 => 0.0015578331612856
514 => 0.0015550985724225
515 => 0.00152600716708
516 => 0.0015432037906781
517 => 0.001539442636838
518 => 0.0015335054714993
519 => 0.0015663154313972
520 => 0.0016277327473608
521 => 0.0016181602826999
522 => 0.0016110148818845
523 => 0.001579705815506
524 => 0.001598560866599
525 => 0.0015918469440495
526 => 0.0016206942160827
527 => 0.0016036057311755
528 => 0.0015576589893277
529 => 0.0015649761594094
530 => 0.0015638701838717
531 => 0.0015866310820682
601 => 0.0015797988253898
602 => 0.0015625360761014
603 => 0.0016275228296518
604 => 0.0016233029513515
605 => 0.0016292857739828
606 => 0.00163191959753
607 => 0.001671475889221
608 => 0.0016876808362667
609 => 0.0016913596429536
610 => 0.0017067530893114
611 => 0.0016909766399851
612 => 0.001754093685708
613 => 0.001796062838132
614 => 0.0018448121683853
615 => 0.0019160480424701
616 => 0.0019428333900947
617 => 0.0019379948567926
618 => 0.0019920050835199
619 => 0.002089060260369
620 => 0.0019576124829475
621 => 0.0020960273117525
622 => 0.0020522067750289
623 => 0.001948309070755
624 => 0.0019416192834733
625 => 0.0020119800150847
626 => 0.0021680333458293
627 => 0.00212894375642
628 => 0.0021680972823941
629 => 0.0021224226145833
630 => 0.0021201544823502
701 => 0.0021658789657263
702 => 0.0022727167134464
703 => 0.0022219621042577
704 => 0.0021491929264449
705 => 0.0022029245549281
706 => 0.0021563772457085
707 => 0.0020514931302652
708 => 0.0021289138653477
709 => 0.0020771448246136
710 => 0.0020922537828934
711 => 0.0022010646064527
712 => 0.0021879722002843
713 => 0.0022049149861904
714 => 0.0021750114125361
715 => 0.0021470767593822
716 => 0.002094934654816
717 => 0.0020794979482286
718 => 0.0020837640985749
719 => 0.0020794958341364
720 => 0.0020503228058422
721 => 0.0020440228931597
722 => 0.0020335227626833
723 => 0.0020367771921775
724 => 0.0020170338749604
725 => 0.0020542935937266
726 => 0.0020612093258611
727 => 0.0020883238419765
728 => 0.0020911389609885
729 => 0.0021666525024189
730 => 0.0021250609127525
731 => 0.0021529641419458
801 => 0.0021504682144914
802 => 0.001950560849052
803 => 0.001978106320212
804 => 0.0020209584290918
805 => 0.0020016536121261
806 => 0.0019743611175681
807 => 0.0019523209648815
808 => 0.00191892787984
809 => 0.0019659280057785
810 => 0.0020277281734814
811 => 0.0020927063152273
812 => 0.0021707732949984
813 => 0.0021533496539133
814 => 0.0020912469073427
815 => 0.0020940327911878
816 => 0.0021112540289131
817 => 0.0020889509613444
818 => 0.0020823733513107
819 => 0.0021103503663006
820 => 0.0021105430286269
821 => 0.0020848806539733
822 => 0.0020563616207108
823 => 0.0020562421249201
824 => 0.0020511674384122
825 => 0.0021233253900396
826 => 0.0021630049674429
827 => 0.0021675541670453
828 => 0.0021626987700635
829 => 0.002164567419658
830 => 0.0021414787478468
831 => 0.0021942526048742
901 => 0.002242683114876
902 => 0.0022297027036286
903 => 0.0022102432218945
904 => 0.0021947428073977
905 => 0.0022260512985834
906 => 0.002224657180755
907 => 0.002242260116621
908 => 0.0022414615457706
909 => 0.0022355423405188
910 => 0.002229702915022
911 => 0.002252855577058
912 => 0.002246187982212
913 => 0.0022395100307496
914 => 0.0022261163767485
915 => 0.0022279367967723
916 => 0.0022084806749921
917 => 0.002199479382805
918 => 0.0020641215454313
919 => 0.0020279495083401
920 => 0.0020393299675587
921 => 0.002043076710227
922 => 0.0020273345933291
923 => 0.0020499047451426
924 => 0.0020463872108902
925 => 0.0020600718789776
926 => 0.0020515222924758
927 => 0.002051873170488
928 => 0.0020770156814258
929 => 0.002084314659315
930 => 0.0020806023402506
1001 => 0.0020832023212724
1002 => 0.0021431177865375
1003 => 0.0021345997233655
1004 => 0.0021300746720767
1005 => 0.0021313281422085
1006 => 0.0021466378281857
1007 => 0.0021509237043815
1008 => 0.0021327641457768
1009 => 0.002141328298594
1010 => 0.0021777933743365
1011 => 0.0021905540871018
1012 => 0.0022312801567591
1013 => 0.0022139789985205
1014 => 0.002245736023244
1015 => 0.0023433462904766
1016 => 0.0024213241260588
1017 => 0.0023496124858871
1018 => 0.0024928088505162
1019 => 0.0026043077606785
1020 => 0.0026000282467953
1021 => 0.0025805858327922
1022 => 0.0024536472879244
1023 => 0.0023368365463899
1024 => 0.0024345536917296
1025 => 0.0024348027928288
1026 => 0.002426408803383
1027 => 0.002374274455847
1028 => 0.0024245946410965
1029 => 0.0024285888746656
1030 => 0.0024263531660193
1031 => 0.0023863818839989
1101 => 0.0023253531242814
1102 => 0.002337277997848
1103 => 0.0023568111840109
1104 => 0.002319830787555
1105 => 0.0023080133101661
1106 => 0.0023299842489991
1107 => 0.002400779191746
1108 => 0.0023873958179069
1109 => 0.0023870463239295
1110 => 0.002444306072647
1111 => 0.0024033204499924
1112 => 0.0023374284086924
1113 => 0.0023207897992549
1114 => 0.0022617339448621
1115 => 0.002302524033841
1116 => 0.0023039919965261
1117 => 0.002281651681657
1118 => 0.0023392412021195
1119 => 0.00233871050455
1120 => 0.0023933831831603
1121 => 0.0024978968105428
1122 => 0.0024669869881225
1123 => 0.0024310422276269
1124 => 0.0024349504197328
1125 => 0.0024778136408953
1126 => 0.0024518975589083
1127 => 0.0024612171626842
1128 => 0.0024777995345588
1129 => 0.0024878040912279
1130 => 0.0024335109179896
1201 => 0.002420852582165
1202 => 0.0023949580695401
1203 => 0.0023882026745403
1204 => 0.0024092932147665
1205 => 0.0024037366025567
1206 => 0.0023038686199467
1207 => 0.0022934318601037
1208 => 0.0022937519406278
1209 => 0.0022675082117618
1210 => 0.0022274802260246
1211 => 0.0023326713825952
1212 => 0.0023242230605733
1213 => 0.0023148967669093
1214 => 0.0023160391846681
1215 => 0.0023616991004763
1216 => 0.0023352140434265
1217 => 0.0024056289084089
1218 => 0.0023911537290331
1219 => 0.0023763073159262
1220 => 0.002374255089402
1221 => 0.0023685404869923
1222 => 0.0023489429890194
1223 => 0.0023252778325902
1224 => 0.0023096520464749
1225 => 0.0021305319251278
1226 => 0.002163775577756
1227 => 0.0022020193698505
1228 => 0.0022152209736291
1229 => 0.0021926387168426
1230 => 0.0023498346741579
1231 => 0.0023785558903373
]
'min_raw' => 0.00099135948607151
'max_raw' => 0.0026043077606785
'avg_raw' => 0.001797833623375
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.000991'
'max' => '$0.0026043'
'avg' => '$0.001797'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -3.8437241109019E-5
'max_diff' => -0.00046966054967872
'year' => 2027
]
2 => [
'items' => [
101 => 0.0022915574530912
102 => 0.0022752835976053
103 => 0.0023509015854142
104 => 0.0023052946948424
105 => 0.0023258314748743
106 => 0.0022814421894633
107 => 0.0023716377904151
108 => 0.0023709506510548
109 => 0.0023358625251245
110 => 0.0023655187688876
111 => 0.0023603652667295
112 => 0.0023207508589724
113 => 0.0023728936377999
114 => 0.0023729194999676
115 => 0.0023391479416414
116 => 0.0022997101550611
117 => 0.0022926596102995
118 => 0.002287347971929
119 => 0.0023245251374445
120 => 0.0023578580677958
121 => 0.0024198823872452
122 => 0.0024354767748163
123 => 0.0024963427076833
124 => 0.0024601000081695
125 => 0.0024761659274424
126 => 0.0024936077554762
127 => 0.0025019700092376
128 => 0.0024883441654767
129 => 0.0025828940126367
130 => 0.0025908769166694
131 => 0.0025935535153398
201 => 0.0025616718388562
202 => 0.0025899902295729
203 => 0.0025767409923631
204 => 0.002611211826839
205 => 0.0026166172938305
206 => 0.0026120390555937
207 => 0.0026137548361363
208 => 0.0025330732213213
209 => 0.0025288894539637
210 => 0.0024718434891765
211 => 0.0024950901414898
212 => 0.0024516316392311
213 => 0.0024654127779695
214 => 0.0024714873726139
215 => 0.0024683143491019
216 => 0.0024964044723326
217 => 0.0024725221291534
218 => 0.002409492698883
219 => 0.0023464460962864
220 => 0.0023456545975475
221 => 0.0023290555399487
222 => 0.0023170574615739
223 => 0.0023193687171236
224 => 0.0023275138831425
225 => 0.0023165840497178
226 => 0.0023189164838356
227 => 0.002357650431118
228 => 0.0023654182480076
229 => 0.0023390201711347
301 => 0.0022330280832657
302 => 0.0022070173590416
303 => 0.0022257133517988
304 => 0.002216777871437
305 => 0.0017891127546689
306 => 0.0018895863302072
307 => 0.0018298883433826
308 => 0.0018573999222837
309 => 0.0017964637364544
310 => 0.0018255456782713
311 => 0.0018201753055202
312 => 0.0019817338417566
313 => 0.0019792113274298
314 => 0.0019804187215495
315 => 0.0019227866543644
316 => 0.0020145961022714
317 => 0.0020598247376714
318 => 0.00205145412098
319 => 0.0020535608248634
320 => 0.0020173606723033
321 => 0.0019807692181559
322 => 0.0019401836641221
323 => 0.0020155866069909
324 => 0.002007203086915
325 => 0.0020264318656737
326 => 0.0020753360640378
327 => 0.0020825373930159
328 => 0.0020922160521912
329 => 0.0020887469418507
330 => 0.0021713952244398
331 => 0.0021613859720873
401 => 0.0021855053903983
402 => 0.0021358899169879
403 => 0.0020797452992801
404 => 0.0020904165556005
405 => 0.002089388827804
406 => 0.0020763046733838
407 => 0.0020644928838053
408 => 0.0020448295821081
409 => 0.002107047178299
410 => 0.0021045212575163
411 => 0.0021454129789262
412 => 0.002138184969966
413 => 0.0020899145571361
414 => 0.0020916385443736
415 => 0.0021032331870658
416 => 0.0021433623778087
417 => 0.0021552754538249
418 => 0.0021497568423602
419 => 0.0021628189863593
420 => 0.0021731427723898
421 => 0.002164115494937
422 => 0.0022919227068251
423 => 0.0022388482417614
424 => 0.0022647163667437
425 => 0.0022708857621282
426 => 0.0022550829855793
427 => 0.0022585100419578
428 => 0.0022637010985541
429 => 0.0022952201776942
430 => 0.0023779353614767
501 => 0.0024145693533126
502 => 0.0025247845252404
503 => 0.0024115274102604
504 => 0.002404807201762
505 => 0.0024246602824056
506 => 0.002489368255788
507 => 0.0025418079905036
508 => 0.0025592052758296
509 => 0.0025615046142833
510 => 0.0025941430781046
511 => 0.0026128508368956
512 => 0.0025901799101199
513 => 0.0025709686734224
514 => 0.0025021564081584
515 => 0.0025101216152323
516 => 0.0025649939932555
517 => 0.0026425044591803
518 => 0.0027090165025332
519 => 0.0026857263031297
520 => 0.0028634140842597
521 => 0.0028810311019692
522 => 0.0028785969997481
523 => 0.0029187311878542
524 => 0.0028390729976489
525 => 0.0028050175780314
526 => 0.0025751223608532
527 => 0.0026397135395762
528 => 0.0027336006111571
529 => 0.0027211743051749
530 => 0.0026529910041843
531 => 0.0027089647793852
601 => 0.002690458098842
602 => 0.0026758611120547
603 => 0.0027427327382926
604 => 0.002669204638309
605 => 0.0027328671121137
606 => 0.0026512193309552
607 => 0.0026858326907988
608 => 0.0026661844736918
609 => 0.0026788992781549
610 => 0.0026045687910694
611 => 0.0026446757176302
612 => 0.0026029002110651
613 => 0.0026028804040356
614 => 0.0026019582074128
615 => 0.0026511069056257
616 => 0.0026527096429099
617 => 0.002616388680671
618 => 0.0026111542625723
619 => 0.0026305086497528
620 => 0.0026078497312865
621 => 0.0026184516966233
622 => 0.0026081708540162
623 => 0.0026058564197976
624 => 0.0025874146141757
625 => 0.0025794693772458
626 => 0.0025825849093696
627 => 0.0025719499920643
628 => 0.0025655420697061
629 => 0.0026006835103707
630 => 0.0025819088562253
701 => 0.0025978060253565
702 => 0.0025796891947488
703 => 0.0025168883667351
704 => 0.0024807709464378
705 => 0.0023621460039599
706 => 0.0023957878904928
707 => 0.0024180924960692
708 => 0.0024107208240593
709 => 0.002426558027995
710 => 0.0024275303036922
711 => 0.0024223814672515
712 => 0.00241641977426
713 => 0.0024135179518141
714 => 0.0024351457589078
715 => 0.0024477014288842
716 => 0.002420331061636
717 => 0.0024139185675418
718 => 0.0024415915199892
719 => 0.002458472004996
720 => 0.0025831080219607
721 => 0.0025738745832549
722 => 0.0025970487024356
723 => 0.0025944396522517
724 => 0.0026187298210797
725 => 0.0026584339813223
726 => 0.0025777043220914
727 => 0.0025917161995123
728 => 0.0025882808107502
729 => 0.0026257874844475
730 => 0.0026259045761888
731 => 0.0026034174517099
801 => 0.0026156080867019
802 => 0.002608803608682
803 => 0.0026211002201443
804 => 0.0025737512650517
805 => 0.0026314171813506
806 => 0.0026641100399826
807 => 0.0026645639803564
808 => 0.0026800601358814
809 => 0.0026958051273716
810 => 0.0027260262674372
811 => 0.0026949622761777
812 => 0.0026390811799204
813 => 0.0026431156145753
814 => 0.0026103525482858
815 => 0.0026109033013492
816 => 0.0026079633383332
817 => 0.0026167863886544
818 => 0.002575687428434
819 => 0.0025853332722503
820 => 0.0025718290344215
821 => 0.0025916868439366
822 => 0.0025703231235119
823 => 0.0025882791541017
824 => 0.0025960283816524
825 => 0.0026246231981435
826 => 0.0025660996458664
827 => 0.0024467661610771
828 => 0.0024718515063584
829 => 0.0024347483102759
830 => 0.0024381823523352
831 => 0.0024451196638186
901 => 0.0024226335675537
902 => 0.0024269232061027
903 => 0.002426769950028
904 => 0.002425449271972
905 => 0.0024195997698792
906 => 0.002411116834556
907 => 0.0024449102379739
908 => 0.0024506523957222
909 => 0.0024634165010941
910 => 0.0025013938207052
911 => 0.0024975989909091
912 => 0.0025037885157524
913 => 0.0024902768177722
914 => 0.002438809121252
915 => 0.0024416040647916
916 => 0.0024067510740668
917 => 0.002462525231761
918 => 0.0024493171750361
919 => 0.0024408018549421
920 => 0.0024384783709605
921 => 0.0024765498290013
922 => 0.0024879414059441
923 => 0.0024808429396536
924 => 0.0024662837781966
925 => 0.0024942416722238
926 => 0.0025017220252167
927 => 0.002503396600387
928 => 0.0025529326282089
929 => 0.0025061651140656
930 => 0.002517422519549
1001 => 0.0026052495835623
1002 => 0.0025256025558086
1003 => 0.0025677933627504
1004 => 0.002565728342301
1005 => 0.0025873117314733
1006 => 0.0025639578744169
1007 => 0.0025642473734645
1008 => 0.0025834119608641
1009 => 0.0025564987542129
1010 => 0.0025498346657648
1011 => 0.0025406282753028
1012 => 0.0025607300920674
1013 => 0.0025727802220909
1014 => 0.0026698954202346
1015 => 0.0027326362672265
1016 => 0.0027299125215914
1017 => 0.0027548024580583
1018 => 0.0027435893137143
1019 => 0.0027073791127494
1020 => 0.0027691855104329
1021 => 0.0027496273801163
1022 => 0.0027512397286165
1023 => 0.0027511797169248
1024 => 0.0027641841637839
1025 => 0.0027549693213441
1026 => 0.0027368059210113
1027 => 0.0027488636338026
1028 => 0.0027846707300818
1029 => 0.0028958170556281
1030 => 0.0029580160118968
1031 => 0.0028920726003614
1101 => 0.002937559482621
1102 => 0.0029102835618986
1103 => 0.002905326715715
1104 => 0.0029338958392282
1105 => 0.0029625149692103
1106 => 0.0029606920543543
1107 => 0.002939916035596
1108 => 0.0029281801897713
1109 => 0.0030170479461523
1110 => 0.003082524195231
1111 => 0.0030780591540022
1112 => 0.003097766393877
1113 => 0.0031556274596716
1114 => 0.0031609175503894
1115 => 0.0031602511205503
1116 => 0.0031471390787424
1117 => 0.003204110812226
1118 => 0.0032516376346203
1119 => 0.0031441040199072
1120 => 0.0031850514126715
1121 => 0.0032034340165261
1122 => 0.0032304251328573
1123 => 0.0032759636703444
1124 => 0.003325430600556
1125 => 0.0033324257668652
1126 => 0.0033274623616193
1127 => 0.0032948375914023
1128 => 0.003348964896703
1129 => 0.0033806714027066
1130 => 0.0033995519014413
1201 => 0.003447429704817
1202 => 0.0032035475412293
1203 => 0.0030309156241119
1204 => 0.0030039566574189
1205 => 0.0030587787762981
1206 => 0.0030732349318483
1207 => 0.0030674076736725
1208 => 0.0028730947559496
1209 => 0.0030029336401211
1210 => 0.0031426293623261
1211 => 0.0031479956439447
1212 => 0.0032179302433804
1213 => 0.0032407038156727
1214 => 0.0032970103347559
1215 => 0.0032934883466566
1216 => 0.0033071980880209
1217 => 0.0033040464559009
1218 => 0.0034083424257661
1219 => 0.0035233963686287
1220 => 0.0035194124164365
1221 => 0.0035028720508935
1222 => 0.0035274373142763
1223 => 0.0036461853132404
1224 => 0.0036352529003937
1225 => 0.0036458728082535
1226 => 0.0037858833913761
1227 => 0.0039679170657087
1228 => 0.0038833441480992
1229 => 0.0040668430441105
1230 => 0.0041823458722911
1231 => 0.0043820960704141
]
'min_raw' => 0.0017891127546689
'max_raw' => 0.0043820960704141
'avg_raw' => 0.0030856044125415
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.001789'
'max' => '$0.004382'
'avg' => '$0.003085'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.00079775326859736
'max_diff' => 0.0017777883097357
'year' => 2028
]
3 => [
'items' => [
101 => 0.0043570863618187
102 => 0.0044348476481133
103 => 0.0043123137637491
104 => 0.004030951197065
105 => 0.0039864244938746
106 => 0.0040755680812575
107 => 0.0042947188923342
108 => 0.0040686662423252
109 => 0.0041143963990104
110 => 0.0041012261108086
111 => 0.0041005243221205
112 => 0.0041273087419663
113 => 0.0040884565439985
114 => 0.0039301657001006
115 => 0.0040027094610452
116 => 0.003974696831107
117 => 0.0040057789325034
118 => 0.0041735162145059
119 => 0.0040993555637752
120 => 0.0040212333425525
121 => 0.0041192159446745
122 => 0.0042439814676509
123 => 0.0042361738654482
124 => 0.0042210238538505
125 => 0.004306423675998
126 => 0.0044474791623855
127 => 0.0044856058935492
128 => 0.0045137502670275
129 => 0.0045176309006271
130 => 0.0045576038385031
131 => 0.0043426592770666
201 => 0.0046837818162342
202 => 0.0047426842554284
203 => 0.0047316130381159
204 => 0.0047970806202868
205 => 0.0047778183968598
206 => 0.0047499104572645
207 => 0.0048536905003594
208 => 0.0047347150555687
209 => 0.0045658443902803
210 => 0.00447319860342
211 => 0.0045952020490801
212 => 0.0046697052960112
213 => 0.0047189472029361
214 => 0.0047338477742189
215 => 0.0043593448115022
216 => 0.0041575084854844
217 => 0.0042868832564036
218 => 0.0044447294058948
219 => 0.0043417824337363
220 => 0.0043458177601405
221 => 0.0041990424318309
222 => 0.0044577157656222
223 => 0.0044200292366739
224 => 0.0046155470155236
225 => 0.0045688851284729
226 => 0.0047283222871683
227 => 0.0046863371399628
228 => 0.0048606151386551
301 => 0.0049301393507219
302 => 0.0050468813233616
303 => 0.0051327571936607
304 => 0.005183185147244
305 => 0.0051801576420614
306 => 0.005379978317265
307 => 0.0052621510463001
308 => 0.0051141322242125
309 => 0.0051114550307144
310 => 0.0051881160761164
311 => 0.0053487765963484
312 => 0.0053904335317291
313 => 0.0054137140756632
314 => 0.0053780591122265
315 => 0.0052501660543507
316 => 0.0051949424803924
317 => 0.0052419945653858
318 => 0.0051844539086706
319 => 0.0052837852252178
320 => 0.0054201883388615
321 => 0.0053920216352904
322 => 0.0054861787023402
323 => 0.0055836213611245
324 => 0.0057229687396095
325 => 0.005759399304364
326 => 0.0058196176425729
327 => 0.0058816020932834
328 => 0.0059015098283239
329 => 0.0059395198715235
330 => 0.0059393195398335
331 => 0.0060538653633865
401 => 0.0061802129539543
402 => 0.0062279062444402
403 => 0.0063375743360891
404 => 0.0061497715723686
405 => 0.0062922221259733
406 => 0.0064207160910933
407 => 0.0062675202886928
408 => 0.0064786650122579
409 => 0.0064868632834097
410 => 0.006610647444366
411 => 0.006485168483061
412 => 0.006410659476381
413 => 0.0066257641868499
414 => 0.0067298465805109
415 => 0.0066984961164896
416 => 0.0064599175373241
417 => 0.0063210545711332
418 => 0.0059576234039458
419 => 0.0063881233205373
420 => 0.0065978072720544
421 => 0.0064593745065456
422 => 0.0065291919413152
423 => 0.0069100932270384
424 => 0.00705511577511
425 => 0.0070249520988952
426 => 0.0070300492636391
427 => 0.0071083007982331
428 => 0.0074553111965299
429 => 0.0072473745222324
430 => 0.0074063343184943
501 => 0.0074906460212595
502 => 0.00756895942953
503 => 0.0073766464500245
504 => 0.0071264500893266
505 => 0.0070472023993648
506 => 0.0064456100962274
507 => 0.0064142946042661
508 => 0.0063967162696718
509 => 0.006285887356559
510 => 0.0061988061894467
511 => 0.0061295560122424
512 => 0.0059478228674052
513 => 0.0060091524689553
514 => 0.0057195077667398
515 => 0.0059048121828393
516 => 0.0054425322443875
517 => 0.0058275327138527
518 => 0.0056179944621461
519 => 0.0057586937626539
520 => 0.0057582028760491
521 => 0.0054991308550604
522 => 0.0053497035200493
523 => 0.0054449244337173
524 => 0.0055470088118149
525 => 0.0055635716587081
526 => 0.0056959267195866
527 => 0.0057328641721152
528 => 0.0056209419665086
529 => 0.0054329525201784
530 => 0.0054766181809782
531 => 0.0053488186368269
601 => 0.0051248548514403
602 => 0.0052857095521375
603 => 0.0053406324192375
604 => 0.0053648894862355
605 => 0.0051446468257224
606 => 0.0050754418000883
607 => 0.0050385976251272
608 => 0.005404521958395
609 => 0.0054245681193989
610 => 0.0053220091254615
611 => 0.0057855855031016
612 => 0.005680663891489
613 => 0.0057978870380792
614 => 0.0054726559799424
615 => 0.0054850802443449
616 => 0.005331110649364
617 => 0.0054173233343013
618 => 0.0053563909873522
619 => 0.0054103582013287
620 => 0.0054427059268711
621 => 0.0055966502569565
622 => 0.0058292905108181
623 => 0.0055736561076327
624 => 0.0054622725374127
625 => 0.0055313742779322
626 => 0.0057154013190565
627 => 0.0059942117065307
628 => 0.005829150345564
629 => 0.0059024017746374
630 => 0.0059184039531606
701 => 0.0057966938164875
702 => 0.0059986993328754
703 => 0.0061069557301975
704 => 0.006218004393345
705 => 0.0063144248360431
706 => 0.0061736491152715
707 => 0.006324299315904
708 => 0.0062029018475345
709 => 0.0060939957685674
710 => 0.0060941609341347
711 => 0.0060258425599347
712 => 0.0058934671012532
713 => 0.0058690550356684
714 => 0.0059960496837445
715 => 0.0060978873650636
716 => 0.0061062752042666
717 => 0.0061626577772539
718 => 0.0061960244031611
719 => 0.0065230626967797
720 => 0.0066546002038757
721 => 0.0068154417776752
722 => 0.0068780986352045
723 => 0.007066673312641
724 => 0.0069143839453245
725 => 0.0068814351827606
726 => 0.0064240146976065
727 => 0.0064989172764253
728 => 0.0066188435321381
729 => 0.0064259922373916
730 => 0.0065483119956591
731 => 0.0065724605070279
801 => 0.0064194392241916
802 => 0.0065011745030138
803 => 0.0062841098352832
804 => 0.0058340219274054
805 => 0.0059992004093813
806 => 0.0061208273705914
807 => 0.0059472507004484
808 => 0.006258380163335
809 => 0.0060766247541324
810 => 0.0060190170152135
811 => 0.0057942686870488
812 => 0.005900341246586
813 => 0.0060438059021729
814 => 0.0059551614245766
815 => 0.0061391120256242
816 => 0.0063996351345411
817 => 0.0065852994163746
818 => 0.0065995524145312
819 => 0.006480182719853
820 => 0.006671473417382
821 => 0.0066728667612767
822 => 0.0064570900730186
823 => 0.0063249280529102
824 => 0.0062949005638703
825 => 0.0063699151187279
826 => 0.0064609966367759
827 => 0.0066046068048877
828 => 0.0066913874217721
829 => 0.0069176652457238
830 => 0.0069788895369915
831 => 0.0070461564710495
901 => 0.0071360458393051
902 => 0.0072439810730569
903 => 0.0070078249263642
904 => 0.0070172078503224
905 => 0.0067973025163266
906 => 0.0065623021293372
907 => 0.0067406381298504
908 => 0.0069737887274774
909 => 0.0069203037227733
910 => 0.0069142855671446
911 => 0.0069244064356149
912 => 0.0068840804887249
913 => 0.0067016877254908
914 => 0.0066100912216338
915 => 0.0067282740803697
916 => 0.006791083010074
917 => 0.006888494182531
918 => 0.0068764861994253
919 => 0.0071274069184783
920 => 0.0072249071224537
921 => 0.0071999623980078
922 => 0.0072045528276342
923 => 0.0073810722897148
924 => 0.0075773982355446
925 => 0.0077612833913045
926 => 0.0079483392697947
927 => 0.0077228361073596
928 => 0.0076083395085765
929 => 0.0077264707723734
930 => 0.0076637886609849
1001 => 0.0080239786657455
1002 => 0.0080489174401819
1003 => 0.0084090813991055
1004 => 0.0087509198836504
1005 => 0.0085362172561803
1006 => 0.0087386721634659
1007 => 0.008957643652086
1008 => 0.0093800751804778
1009 => 0.0092378151030358
1010 => 0.0091288461132149
1011 => 0.0090258709443684
1012 => 0.0092401459238902
1013 => 0.0095158072619186
1014 => 0.0095751820738785
1015 => 0.0096713919521773
1016 => 0.0095702390291303
1017 => 0.0096920665833115
1018 => 0.010122171383311
1019 => 0.010005953269711
1020 => 0.009840904865405
1021 => 0.0101804312973
1022 => 0.010303304593128
1023 => 0.011165693732489
1024 => 0.012254495644451
1025 => 0.01180372450344
1026 => 0.01152391630992
1027 => 0.011589677872536
1028 => 0.011987271472514
1029 => 0.012114965917837
1030 => 0.011767848396535
1031 => 0.011890456173301
1101 => 0.012566037077812
1102 => 0.012928464557852
1103 => 0.012436239359453
1104 => 0.011078209559005
1105 => 0.0098260440624309
1106 => 0.01015817473787
1107 => 0.01012052142649
1108 => 0.010846348827953
1109 => 0.010003181506137
1110 => 0.010017378281414
1111 => 0.010758215024874
1112 => 0.010560572482876
1113 => 0.010240416876983
1114 => 0.0098283815526594
1115 => 0.0090666961469917
1116 => 0.008392050142023
1117 => 0.0097151863194626
1118 => 0.0096581302815244
1119 => 0.0095755046833588
1120 => 0.0097593790110528
1121 => 0.010652220552697
1122 => 0.010631637665316
1123 => 0.01050069983728
1124 => 0.010600015025812
1125 => 0.010223006444252
1126 => 0.010320170140046
1127 => 0.0098258457130188
1128 => 0.010049300998847
1129 => 0.010239729966842
1130 => 0.010277961401517
1201 => 0.010364098775983
1202 => 0.0096280643421774
1203 => 0.0099585221941205
1204 => 0.010152635222424
1205 => 0.0092756254986575
1206 => 0.010135299559986
1207 => 0.0096152516202136
1208 => 0.0094387395385969
1209 => 0.0096763898027954
1210 => 0.0095837772637148
1211 => 0.009504154441004
1212 => 0.0094597235378377
1213 => 0.0096342276633625
1214 => 0.0096260868373292
1215 => 0.0093405642181794
1216 => 0.0089681116008893
1217 => 0.0090931189245923
1218 => 0.0090477025919411
1219 => 0.0088831079435897
1220 => 0.0089940248633449
1221 => 0.0085056028825113
1222 => 0.0076652982504526
1223 => 0.0082204292296176
1224 => 0.008199057290786
1225 => 0.0081882805900869
1226 => 0.0086054461782361
1227 => 0.0085653453325831
1228 => 0.0084925619050545
1229 => 0.0088817712188657
1230 => 0.0087397045837206
1231 => 0.0091775204781287
]
'min_raw' => 0.0039301657001006
'max_raw' => 0.012928464557852
'avg_raw' => 0.0084293151289762
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.00393'
'max' => '$0.012928'
'avg' => '$0.008429'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0021410529454317
'max_diff' => 0.0085463684874376
'year' => 2029
]
4 => [
'items' => [
101 => 0.0094658943423426
102 => 0.0093927534024607
103 => 0.0096639704155857
104 => 0.0090959988408511
105 => 0.0092846562149135
106 => 0.00932353823824
107 => 0.0088769684363486
108 => 0.0085719063268675
109 => 0.0085515621621278
110 => 0.0080226265044357
111 => 0.0083051796633553
112 => 0.0085538147503604
113 => 0.0084347378385472
114 => 0.0083970416455887
115 => 0.008589623320107
116 => 0.0086045885655676
117 => 0.0082633793831208
118 => 0.008334327576841
119 => 0.0086301933388102
120 => 0.0083268725187528
121 => 0.0077375697125558
122 => 0.0075914144688702
123 => 0.007571914665187
124 => 0.0071755300525931
125 => 0.0076011812611218
126 => 0.0074153731018559
127 => 0.0080023388506534
128 => 0.0076670671629007
129 => 0.0076526142705407
130 => 0.0076307666039602
131 => 0.0072895819934586
201 => 0.0073642797397453
202 => 0.0076125864251903
203 => 0.0077011850479321
204 => 0.007691943485713
205 => 0.0076113695869684
206 => 0.0076482559052086
207 => 0.0075294322221117
208 => 0.0074874731065092
209 => 0.0073550385959034
210 => 0.0071603964512803
211 => 0.0071874626352998
212 => 0.0068018256159139
213 => 0.0065917101004467
214 => 0.0065335528950433
215 => 0.0064557826494211
216 => 0.0065423372512251
217 => 0.0068007331546907
218 => 0.0064890528733622
219 => 0.0059546988928542
220 => 0.0059868144775776
221 => 0.0060589686612484
222 => 0.0059245098173255
223 => 0.0057972558058279
224 => 0.0059078928443808
225 => 0.0056814800185755
226 => 0.0060863295695469
227 => 0.0060753795237709
228 => 0.0062262824006448
301 => 0.0063206450663927
302 => 0.0061031696721195
303 => 0.0060484751985757
304 => 0.0060796316564315
305 => 0.0055646848099436
306 => 0.0061842002572263
307 => 0.0061895578525404
308 => 0.0061436828687711
309 => 0.0064735557190556
310 => 0.0071696903230781
311 => 0.0069077764830952
312 => 0.0068063555278662
313 => 0.0066135542178375
314 => 0.0068704505160417
315 => 0.0068507248885462
316 => 0.0067615181202892
317 => 0.0067075655885054
318 => 0.0068069747825921
319 => 0.0066952476892452
320 => 0.0066751784332249
321 => 0.0065535805773078
322 => 0.0065101756750953
323 => 0.0064780404134961
324 => 0.006442662648021
325 => 0.0065206971830692
326 => 0.006343860660352
327 => 0.006130613149453
328 => 0.0061128839262918
329 => 0.0061618358702092
330 => 0.0061401782790694
331 => 0.0061127802380777
401 => 0.0060604699164123
402 => 0.0060449505614073
403 => 0.0060953809362528
404 => 0.0060384479833257
405 => 0.006122455656668
406 => 0.0060996102178755
407 => 0.0059719974538774
408 => 0.0058129447016393
409 => 0.00581152879852
410 => 0.0057772611439491
411 => 0.0057336161336767
412 => 0.0057214750902815
413 => 0.0058985753015857
414 => 0.0062651674388221
415 => 0.0061931966304762
416 => 0.0062452029153712
417 => 0.0065010223645427
418 => 0.0065823396746751
419 => 0.0065246225740492
420 => 0.0064456158468767
421 => 0.0064490917419064
422 => 0.0067190816456175
423 => 0.0067359205847356
424 => 0.0067784671514394
425 => 0.0068331515133121
426 => 0.0065339355573379
427 => 0.006434998697288
428 => 0.0063881169241883
429 => 0.0062437392085709
430 => 0.0063994381968545
501 => 0.006308719064077
502 => 0.0063209601744956
503 => 0.0063129881352768
504 => 0.0063173414077572
505 => 0.0060862164058466
506 => 0.0061704262089703
507 => 0.0060304110785172
508 => 0.0058429465362764
509 => 0.0058423180893972
510 => 0.0058881997705298
511 => 0.0058609075512418
512 => 0.0057874648908848
513 => 0.005797897074149
514 => 0.0057065001714961
515 => 0.0058089943129254
516 => 0.0058119334781599
517 => 0.005772467650816
518 => 0.0059303740171537
519 => 0.0059950683842816
520 => 0.0059690911312839
521 => 0.0059932457509612
522 => 0.0061961873424917
523 => 0.0062292756768736
524 => 0.0062439713293134
525 => 0.0062242811018449
526 => 0.0059969551507093
527 => 0.0060070380233067
528 => 0.0059330565942777
529 => 0.0058705500827191
530 => 0.005873050015378
531 => 0.0059051864875968
601 => 0.0060455283465557
602 => 0.0063408695151301
603 => 0.006352077496586
604 => 0.0063656618970703
605 => 0.0063104073133278
606 => 0.006293742002156
607 => 0.0063157278492734
608 => 0.0064266424638891
609 => 0.0067119449657047
610 => 0.0066111000068496
611 => 0.0065291114855552
612 => 0.0066010375226771
613 => 0.0065899650730371
614 => 0.006496502455156
615 => 0.006493879270759
616 => 0.0063144946252389
617 => 0.0062481802061808
618 => 0.0061927629140677
619 => 0.0061322486777852
620 => 0.0060963738100613
621 => 0.0061514939117209
622 => 0.0061641005311324
623 => 0.0060435794655191
624 => 0.0060271528896167
625 => 0.0061255729934243
626 => 0.0060822619752099
627 => 0.006126808431505
628 => 0.0061371435914779
629 => 0.0061354793926834
630 => 0.0060902577154287
701 => 0.006119080663981
702 => 0.0060509057981203
703 => 0.0059767758710306
704 => 0.005929485596005
705 => 0.0058882185589005
706 => 0.0059111159095404
707 => 0.0058294910354003
708 => 0.0058033775953787
709 => 0.0061093160975484
710 => 0.0063353161584942
711 => 0.0063320300281022
712 => 0.0063120265544651
713 => 0.0062823054501967
714 => 0.0064244681799905
715 => 0.0063749415275639
716 => 0.0064109763052946
717 => 0.0064201486686019
718 => 0.006447910649794
719 => 0.0064578331718473
720 => 0.0064278404185676
721 => 0.0063271810752546
722 => 0.0060763475621218
723 => 0.0059595838846463
724 => 0.0059210499262266
725 => 0.0059224505624287
726 => 0.005883814763258
727 => 0.0058951947376488
728 => 0.0058798572725785
729 => 0.0058508118242665
730 => 0.005909322434955
731 => 0.0059160652377728
801 => 0.0059024081620884
802 => 0.0059056248978054
803 => 0.0057925501441517
804 => 0.0058011469720866
805 => 0.0057532787417133
806 => 0.0057443040255785
807 => 0.0056232973075585
808 => 0.0054089163663819
809 => 0.0055277042182553
810 => 0.0053842251972919
811 => 0.0053298875179911
812 => 0.005587113640558
813 => 0.0055612952721944
814 => 0.0055171054485308
815 => 0.0054517394893661
816 => 0.0054274946192727
817 => 0.0052801904635786
818 => 0.0052714869482231
819 => 0.0053444948653318
820 => 0.0053108042236352
821 => 0.0052634898030493
822 => 0.0050921217678731
823 => 0.0048994473583284
824 => 0.0049052629876444
825 => 0.0049665491324857
826 => 0.0051447468641745
827 => 0.0050751219275517
828 => 0.0050246082371777
829 => 0.0050151485414066
830 => 0.0051335564391963
831 => 0.0053011284217903
901 => 0.0053797494468116
902 => 0.0053018383987715
903 => 0.0052123383818118
904 => 0.005217785833141
905 => 0.0052540252863329
906 => 0.0052578335404651
907 => 0.0051995782301747
908 => 0.0052159767587891
909 => 0.005191065894311
910 => 0.0050381879649913
911 => 0.005035422888031
912 => 0.0049979041786863
913 => 0.0049967681270783
914 => 0.0049329394430023
915 => 0.0049240093688732
916 => 0.0047972736425161
917 => 0.0048806914813955
918 => 0.0048247391747083
919 => 0.0047404058507159
920 => 0.0047258667538725
921 => 0.0047254296910649
922 => 0.0048120211582189
923 => 0.0048796796096858
924 => 0.0048257124890384
925 => 0.0048134252217757
926 => 0.004944621090029
927 => 0.0049279252199169
928 => 0.0049134667040766
929 => 0.0052861241886946
930 => 0.0049911367107933
1001 => 0.0048625053331318
1002 => 0.0047032995768395
1003 => 0.0047551377738734
1004 => 0.00476606084365
1005 => 0.0043831996987616
1006 => 0.0042278729799627
1007 => 0.0041745707034348
1008 => 0.0041438944897094
1009 => 0.0041578740255117
1010 => 0.0040180617605857
1011 => 0.0041120179148974
1012 => 0.0039909523115081
1013 => 0.0039706552691183
1014 => 0.0041871355651288
1015 => 0.0042172575336591
1016 => 0.0040887478577467
1017 => 0.0041712718735092
1018 => 0.0041413475182241
1019 => 0.0039930276337989
1020 => 0.003987362905181
1021 => 0.0039129412008725
1022 => 0.0037964856445112
1023 => 0.0037432623303343
1024 => 0.003715543166205
1025 => 0.0037269806335605
1026 => 0.0037211975000733
1027 => 0.003683458642207
1028 => 0.0037233606472307
1029 => 0.003621427513042
1030 => 0.003580836917677
1031 => 0.0035625030874453
1101 => 0.0034720315638007
1102 => 0.0036160119907885
1103 => 0.0036443779487228
1104 => 0.0036727997963568
1105 => 0.0039201925755918
1106 => 0.003907833531466
1107 => 0.004019553271265
1108 => 0.0040152120476158
1109 => 0.0039833477680853
1110 => 0.0038489176141659
1111 => 0.0039024990775311
1112 => 0.0037375836617011
1113 => 0.0038611495043992
1114 => 0.0038047592140247
1115 => 0.0038420838905
1116 => 0.003774970756767
1117 => 0.0038121139360083
1118 => 0.0036511045696567
1119 => 0.0035007562888204
1120 => 0.0035612608259689
1121 => 0.0036270361773823
1122 => 0.0037696538984945
1123 => 0.0036847119603707
1124 => 0.0037152602933303
1125 => 0.0036129284916449
1126 => 0.0034017887551337
1127 => 0.0034029837831126
1128 => 0.0033705045345796
1129 => 0.0033424377217991
1130 => 0.0036944685637652
1201 => 0.0036506879637827
1202 => 0.0035809293075737
1203 => 0.0036743040410082
1204 => 0.0036989938025846
1205 => 0.0036996966853869
1206 => 0.00376782048055
1207 => 0.0038041781622404
1208 => 0.0038105863612216
1209 => 0.0039177806248227
1210 => 0.0039537107280552
1211 => 0.0041017017382517
1212 => 0.003801093466966
1213 => 0.0037949026374396
1214 => 0.0036756180149953
1215 => 0.0035999658216258
1216 => 0.0036807979853986
1217 => 0.0037524042478105
1218 => 0.0036778430211701
1219 => 0.003687579143296
1220 => 0.0035874867884073
1221 => 0.0036232650954969
1222 => 0.003654082193421
1223 => 0.0036370668032926
1224 => 0.0036115939407162
1225 => 0.0037465333508798
1226 => 0.0037389195405265
1227 => 0.0038645782215145
1228 => 0.003962538149283
1229 => 0.004138099852276
1230 => 0.0039548920629643
1231 => 0.0039482152429368
]
'min_raw' => 0.0033424377217991
'max_raw' => 0.0096639704155857
'avg_raw' => 0.0065032040686924
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.003342'
'max' => '$0.009663'
'avg' => '$0.0065032'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0005877279783015
'max_diff' => -0.003264494142266
'year' => 2030
]
5 => [
'items' => [
101 => 0.0040134822297014
102 => 0.0039537007360196
103 => 0.0039914805764395
104 => 0.0041320129359103
105 => 0.0041349821632179
106 => 0.0040852437801819
107 => 0.0040822171950539
108 => 0.0040917699955943
109 => 0.0041477210467354
110 => 0.0041281700302646
111 => 0.0041507949614958
112 => 0.0041790877844458
113 => 0.0042961188960751
114 => 0.0043243347008819
115 => 0.0042557849234188
116 => 0.0042619742008044
117 => 0.0042363347022997
118 => 0.0042115672680061
119 => 0.0042672408433047
120 => 0.0043689853964298
121 => 0.0043683524488454
122 => 0.0043919552075389
123 => 0.0044066595306692
124 => 0.0043435378115717
125 => 0.0043024478934892
126 => 0.0043182043827015
127 => 0.0043433993520836
128 => 0.0043100339937002
129 => 0.0041040875454205
130 => 0.0041665585419185
131 => 0.0041561603134255
201 => 0.0041413519715838
202 => 0.0042041670416365
203 => 0.0041981083748915
204 => 0.0040166277837276
205 => 0.0040282455823616
206 => 0.0040173343005419
207 => 0.0040525908843395
208 => 0.0039517967647923
209 => 0.0039828003571063
210 => 0.004002245519565
211 => 0.0040136988696379
212 => 0.0040550762237371
213 => 0.0040502210688092
214 => 0.0040547744204898
215 => 0.0041161261134024
216 => 0.0044264219227955
217 => 0.0044433106390717
218 => 0.0043601444233701
219 => 0.0043933676861618
220 => 0.0043295862867306
221 => 0.004372403167467
222 => 0.004401697389836
223 => 0.0042693224319056
224 => 0.0042614840460033
225 => 0.0041974393980483
226 => 0.004231853364185
227 => 0.0041770982696098
228 => 0.0041905332545667
301 => 0.0041529678653863
302 => 0.0042205780867166
303 => 0.00429617681973
304 => 0.0043152760451736
305 => 0.004265034205765
306 => 0.0042286558029346
307 => 0.0041647873113552
308 => 0.0042710020362538
309 => 0.0043020624586493
310 => 0.0042708388890778
311 => 0.0042636037057596
312 => 0.0042498930464454
313 => 0.0042665124869476
314 => 0.0043018932969183
315 => 0.0042852083603171
316 => 0.004296229054893
317 => 0.0042542295316607
318 => 0.0043435587074872
319 => 0.0044854349369366
320 => 0.0044858910922134
321 => 0.0044692060656742
322 => 0.0044623789122982
323 => 0.0044794987620596
324 => 0.0044887855782621
325 => 0.0045441480331467
326 => 0.0046035541529755
327 => 0.0048807765932954
328 => 0.0048029336413771
329 => 0.0050489018824657
330 => 0.0052434308261881
331 => 0.0053017615506906
401 => 0.0052481000288209
402 => 0.0050645268612431
403 => 0.0050555198858597
404 => 0.0053298557008132
405 => 0.0052523432677125
406 => 0.0052431234104377
407 => 0.0051450397062284
408 => 0.0052030193233192
409 => 0.0051903383305518
410 => 0.005170320763093
411 => 0.0052809418336071
412 => 0.0054880146023982
413 => 0.005455740369466
414 => 0.0054316491517407
415 => 0.0053260884485163
416 => 0.005389659569694
417 => 0.0053670231110673
418 => 0.0054642837027794
419 => 0.005406668682835
420 => 0.0052517560347962
421 => 0.0052764263845951
422 => 0.0052726975108529
423 => 0.0053494374682377
424 => 0.0053264020378336
425 => 0.005268199473361
426 => 0.0054873068501862
427 => 0.0054730792358745
428 => 0.0054932507400831
429 => 0.0055021308600602
430 => 0.0056354976592287
501 => 0.0056901337695864
502 => 0.0057025371231773
503 => 0.0057544372023088
504 => 0.0057012458019287
505 => 0.0059140493282748
506 => 0.006055551255865
507 => 0.0062199130263836
508 => 0.0064600897493904
509 => 0.0065503984189998
510 => 0.0065340849661564
511 => 0.0067161842164411
512 => 0.0070434125213638
513 => 0.0066002271623966
514 => 0.0070669024215272
515 => 0.0069191584225114
516 => 0.006568860058646
517 => 0.0065463049737595
518 => 0.0067835310928168
519 => 0.0073096757927179
520 => 0.0071778825128765
521 => 0.0073098913593101
522 => 0.0071558960278826
523 => 0.0071482488617026
524 => 0.0073024121497867
525 => 0.0076626230753985
526 => 0.007491500366945
527 => 0.0072461540033673
528 => 0.0074273139402208
529 => 0.0072703764373576
530 => 0.0069167523193655
531 => 0.0071777817330392
601 => 0.0070032387978053
602 => 0.0070541797055193
603 => 0.0074210429940788
604 => 0.0073769010325994
605 => 0.0074340248181893
606 => 0.007333202831813
607 => 0.0072390191983696
608 => 0.007063218452379
609 => 0.0070111725183632
610 => 0.0070255561421086
611 => 0.0070111653905536
612 => 0.0069128064888641
613 => 0.0068915658934091
614 => 0.0068561639704122
615 => 0.0068671365066689
616 => 0.0068005705342369
617 => 0.0069261942774477
618 => 0.0069495111511803
619 => 0.0070409296353383
620 => 0.0070504210056327
621 => 0.0073050201827522
622 => 0.0071647912343602
623 => 0.0072588689197265
624 => 0.0072504537260538
625 => 0.0065764520863885
626 => 0.0066693235655676
627 => 0.0068138024424945
628 => 0.0067487149042754
629 => 0.006656696353372
630 => 0.0065823864397949
701 => 0.0064697993221468
702 => 0.0066282635281924
703 => 0.0068366271083528
704 => 0.0070557054498779
705 => 0.0073189137226388
706 => 0.0072601687002406
707 => 0.0070507849543025
708 => 0.0070601777561903
709 => 0.0071182403615298
710 => 0.0070430440120712
711 => 0.0070208671406088
712 => 0.0071151935999399
713 => 0.0071158431744244
714 => 0.0070293206865899
715 => 0.00693316677481
716 => 0.0069327638864088
717 => 0.0069156542265441
718 => 0.0071589397983632
719 => 0.0072927222639179
720 => 0.0073080602079926
721 => 0.0072916898980754
722 => 0.0072979901806481
723 => 0.0072201451116373
724 => 0.007398075855158
725 => 0.0075613627009393
726 => 0.0075175983381552
727 => 0.0074519893368712
728 => 0.0073997286071908
729 => 0.0075052873711124
730 => 0.0075005870055199
731 => 0.0075599365327897
801 => 0.0075572440954133
802 => 0.0075372870816411
803 => 0.0075175990508831
804 => 0.0075956598674045
805 => 0.0075731796058647
806 => 0.0075506644262695
807 => 0.0075055067866898
808 => 0.0075116444598976
809 => 0.0074460467869327
810 => 0.0074156983018738
811 => 0.0069593299027858
812 => 0.0068373733542819
813 => 0.0068757433670957
814 => 0.0068883757715909
815 => 0.0068353001253905
816 => 0.0069113969680271
817 => 0.0068995373557087
818 => 0.0069456761695985
819 => 0.0069168506417946
820 => 0.0069180336515104
821 => 0.0070028033825313
822 => 0.0070274123960828
823 => 0.0070148960531714
824 => 0.0070236620707115
825 => 0.0072256712450168
826 => 0.0071969520003203
827 => 0.0071816954739711
828 => 0.0071859216360348
829 => 0.0072375393111953
830 => 0.0072519894420197
831 => 0.0071907632223242
901 => 0.0072196378614771
902 => 0.0073425824102532
903 => 0.0073856060442661
904 => 0.0075229168315191
905 => 0.0074645847685894
906 => 0.0075716557946494
907 => 0.0079007556255553
908 => 0.0081636633424591
909 => 0.0079218825408735
910 => 0.0084046790818714
911 => 0.0087806054420888
912 => 0.0087661767622456
913 => 0.0087006253060083
914 => 0.0082726431394202
915 => 0.0078788075688712
916 => 0.008208267746777
917 => 0.0082091076085246
918 => 0.0081808066870587
919 => 0.0080050320944371
920 => 0.008174690112249
921 => 0.0081881569495955
922 => 0.0081806191018026
923 => 0.0080458531337649
924 => 0.0078400904094854
925 => 0.0078802959532833
926 => 0.007946153454195
927 => 0.0078214714656552
928 => 0.0077816280155686
929 => 0.0078557045698061
930 => 0.0080943946620221
1001 => 0.0080492716827262
1002 => 0.0080480933393805
1003 => 0.0082411485799295
1004 => 0.0081029626916249
1005 => 0.0078808030739465
1006 => 0.0078247048405574
1007 => 0.007625593904324
1008 => 0.0077631205371892
1009 => 0.0077680698758721
1010 => 0.0076927479445399
1011 => 0.0078869150335513
1012 => 0.0078851257496436
1013 => 0.0080694585027026
1014 => 0.008421833494331
1015 => 0.0083176188699863
1016 => 0.0081964286003922
1017 => 0.0082096053429387
1018 => 0.0083541216857026
1019 => 0.0082667438058804
1020 => 0.0082981655006847
1021 => 0.0083540741252042
1022 => 0.0083878051865099
1023 => 0.0082047519623084
1024 => 0.0081620734992992
1025 => 0.0080747683420873
1026 => 0.0080519920561986
1027 => 0.0081231002850659
1028 => 0.0081043657790501
1029 => 0.0077676539031206
1030 => 0.0077324656386387
1031 => 0.0077335448124731
1101 => 0.0076450622483228
1102 => 0.0075101050997449
1103 => 0.007864764428335
1104 => 0.0078362803207951
1105 => 0.0078048360705659
1106 => 0.0078086878118005
1107 => 0.0079626334058216
1108 => 0.0078733371868505
1109 => 0.0081107458203475
1110 => 0.0080619417424573
1111 => 0.0080118860241238
1112 => 0.0080049667991157
1113 => 0.0079856996181105
1114 => 0.0079196252854415
1115 => 0.0078398365582918
1116 => 0.0077871531294464
1117 => 0.0071832371345573
1118 => 0.007295320430391
1119 => 0.0074242620455337
1120 => 0.0074687721743799
1121 => 0.0073926345189814
1122 => 0.0079226316641411
1123 => 0.0080194672497413
1124 => 0.0077261459445292
1125 => 0.007671277504554
1126 => 0.0079262288299313
1127 => 0.0077724620141968
1128 => 0.0078417032019068
1129 => 0.0076920416269826
1130 => 0.0079961423928472
1201 => 0.0079938256545194
1202 => 0.0078755235881708
1203 => 0.0079755116845511
1204 => 0.0079581362922188
1205 => 0.0078245735506763
1206 => 0.0080003765699856
1207 => 0.0080004637660899
1208 => 0.007886600599338
1209 => 0.0077536333484242
1210 => 0.0077298619445071
1211 => 0.0077119533848943
1212 => 0.0078372987940567
1213 => 0.0079496830959668
1214 => 0.0081588024193902
1215 => 0.0082113799858514
1216 => 0.0084165937280363
1217 => 0.008294398936241
1218 => 0.0083485663047564
1219 => 0.008407372645722
1220 => 0.0084355665681125
1221 => 0.0083896260845465
1222 => 0.0087084074955058
1223 => 0.0087353224138008
1224 => 0.008744346753092
1225 => 0.0086368554549199
1226 => 0.0087323328863484
1227 => 0.0086876621580632
1228 => 0.0088038829831755
1229 => 0.0088221078925351
1230 => 0.0088066720426774
1231 => 0.0088124569165688
]
'min_raw' => 0.0039517967647923
'max_raw' => 0.0088221078925351
'avg_raw' => 0.0063869523286637
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.003951'
'max' => '$0.008822'
'avg' => '$0.006386'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0006093590429932
'max_diff' => -0.00084186252305069
'year' => 2031
]
6 => [
'items' => [
101 => 0.0085404332192095
102 => 0.008526327355462
103 => 0.0083339929023598
104 => 0.0084123706136635
105 => 0.0082658472391227
106 => 0.0083123113105476
107 => 0.0083327922305057
108 => 0.0083220941602016
109 => 0.0084168019718636
110 => 0.0083362809844232
111 => 0.0081237728596921
112 => 0.0079112068372645
113 => 0.0079085382440055
114 => 0.0078525733624022
115 => 0.0078121210034824
116 => 0.0078199135629349
117 => 0.007847375558845
118 => 0.0078105248623569
119 => 0.0078183888268304
120 => 0.0079489830344109
121 => 0.0079751727713859
122 => 0.0078861698121541
123 => 0.0075288100877725
124 => 0.0074411131150403
125 => 0.0075041479599336
126 => 0.0074740213640385
127 => 0.0060321185642297
128 => 0.0063708722389982
129 => 0.0061695963084386
130 => 0.0062623535175008
131 => 0.0060569029125489
201 => 0.0061549547098207
202 => 0.006136848123143
203 => 0.0066815540077208
204 => 0.0066730491745516
205 => 0.0066771199881239
206 => 0.006482809449867
207 => 0.0067923514134163
208 => 0.0069448429154298
209 => 0.006916620796837
210 => 0.0069237236960651
211 => 0.0068016723542949
212 => 0.0066783017119033
213 => 0.0065414646828852
214 => 0.0067956909692328
215 => 0.0067674253459784
216 => 0.0068322565160738
217 => 0.0069971404352405
218 => 0.0070214202186709
219 => 0.0070540524938226
220 => 0.0070423561461042
221 => 0.0073210106011721
222 => 0.007287263708042
223 => 0.0073685840108416
224 => 0.0072013019781967
225 => 0.0070120064797027
226 => 0.0070479853654303
227 => 0.0070445203094109
228 => 0.0070004061692765
229 => 0.0069605818960397
301 => 0.0068942857015198
302 => 0.0071040566709714
303 => 0.0070955403526984
304 => 0.0072334096464006
305 => 0.0072090399095479
306 => 0.0070462928425592
307 => 0.0070521053858953
308 => 0.0070911975332441
309 => 0.0072264959015646
310 => 0.0072666616690975
311 => 0.0072480552852472
312 => 0.00729209521571
313 => 0.0073269025810953
314 => 0.0072964664848988
315 => 0.0077273774229943
316 => 0.0075484331584913
317 => 0.0076356493479239
318 => 0.0076564498951959
319 => 0.007603169730747
320 => 0.0076147242905963
321 => 0.0076322263003389
322 => 0.0077384950762514
323 => 0.0080173750933637
324 => 0.0081408891545423
325 => 0.0085124873016745
326 => 0.0081306330311602
327 => 0.0081079753790179
328 => 0.0081749114265054
329 => 0.0083930788765307
330 => 0.0085698831033496
331 => 0.008628539265466
401 => 0.0086362916455973
402 => 0.0087463345051156
403 => 0.0088094090200136
404 => 0.0087329724075555
405 => 0.0086682003817442
406 => 0.0084361950250879
407 => 0.0084630502768505
408 => 0.0086480563304229
409 => 0.0089093882778961
410 => 0.009133638275783
411 => 0.0090551137424244
412 => 0.0096542005022687
413 => 0.0097135975074573
414 => 0.0097053907618753
415 => 0.0098407059791545
416 => 0.0095721328293202
417 => 0.0094573126044063
418 => 0.0086822048289184
419 => 0.0088999784975952
420 => 0.009216525314416
421 => 0.0091746291562201
422 => 0.0089447443965242
423 => 0.0091334638875785
424 => 0.0090710673220318
425 => 0.0090218525619493
426 => 0.0092473149186381
427 => 0.0089994097959756
428 => 0.0092140522711799
429 => 0.0089387710765383
430 => 0.0090554724358784
501 => 0.0089892271001073
502 => 0.0090320959510742
503 => 0.0087814855242763
504 => 0.0089167088273522
505 => 0.0087758597902954
506 => 0.0087757930095127
507 => 0.0087726837592131
508 => 0.0089383920266903
509 => 0.0089437957673436
510 => 0.0088213371073067
511 => 0.0088036889012316
512 => 0.0088689435688905
513 => 0.0087925474432864
514 => 0.0088282927096251
515 => 0.0087936301309895
516 => 0.0087858268544331
517 => 0.0087236490192131
518 => 0.0086968610981851
519 => 0.0087073653322599
520 => 0.0086715089660589
521 => 0.0086499042084414
522 => 0.0087683860291392
523 => 0.0087050859718833
524 => 0.0087586843875141
525 => 0.0086976022282435
526 => 0.0084858648519818
527 => 0.0083640924478115
528 => 0.0079641401721182
529 => 0.0080775661413656
530 => 0.0081527676763242
531 => 0.008127913569469
601 => 0.0081813098082566
602 => 0.0081845879036519
603 => 0.0081672282421118
604 => 0.0081471279779588
605 => 0.0081373442809834
606 => 0.0082102639426052
607 => 0.0082525962605396
608 => 0.0081603151564241
609 => 0.0081386949848797
610 => 0.0082319962761199
611 => 0.008288910009878
612 => 0.0087091290428834
613 => 0.0086779978596288
614 => 0.0087561310204118
615 => 0.0087473344255587
616 => 0.0088292304256479
617 => 0.0089630957739617
618 => 0.0086909100914997
619 => 0.0087381521145023
620 => 0.0087265694614397
621 => 0.0088530258304426
622 => 0.0088534206134235
623 => 0.0087776037032421
624 => 0.0088187052802403
625 => 0.0087957635075227
626 => 0.00883722239159
627 => 0.0086775820836967
628 => 0.0088720067466044
629 => 0.0089822330020245
630 => 0.008983763493688
701 => 0.0090360098639475
702 => 0.0090890952020368
703 => 0.0091909878857408
704 => 0.0090862534703907
705 => 0.0088978464528656
706 => 0.00891144883098
707 => 0.0088009858655405
708 => 0.0088028427679463
709 => 0.0087929304773761
710 => 0.0088226780075397
711 => 0.0086841099937188
712 => 0.0087166316295968
713 => 0.0086711011489212
714 => 0.0087380531401293
715 => 0.00866602386515
716 => 0.0087265638759337
717 => 0.0087526909376547
718 => 0.0088491003578809
719 => 0.0086517841153945
720 => 0.0082494429398294
721 => 0.0083340199328485
722 => 0.0082089239167939
723 => 0.0082205020293539
724 => 0.008243891659368
725 => 0.0081680782158816
726 => 0.0081825410317426
727 => 0.0081820243181868
728 => 0.0081775715599139
729 => 0.008157849555209
730 => 0.0081292487465072
731 => 0.0082431855655106
801 => 0.008262545651264
802 => 0.0083055807236864
803 => 0.008433623908247
804 => 0.0084208293746432
805 => 0.0084416977897911
806 => 0.0083961421566943
807 => 0.0082226152245165
808 => 0.008232038571797
809 => 0.0081145292802102
810 => 0.0083025757469036
811 => 0.0082580438614985
812 => 0.0082293338652808
813 => 0.0082215000768165
814 => 0.0083498606556654
815 => 0.0083882681526625
816 => 0.0083643351779651
817 => 0.0083152479486244
818 => 0.0084095099402952
819 => 0.0084347304726721
820 => 0.0084403764197739
821 => 0.0086073905960703
822 => 0.0084497106569328
823 => 0.008487665785487
824 => 0.0087837808636977
825 => 0.0085152453488482
826 => 0.0086574946001206
827 => 0.0086505322395002
828 => 0.0087233021429989
829 => 0.0086445629834189
830 => 0.00864553904967
831 => 0.0087101537941166
901 => 0.0086194140388719
902 => 0.0085969455993972
903 => 0.008565905611185
904 => 0.0086336802898711
905 => 0.0086743081445584
906 => 0.0090017388154665
907 => 0.0092132739615258
908 => 0.0092040906629511
909 => 0.0092880088215092
910 => 0.0092502029224766
911 => 0.0091281177018079
912 => 0.0093365022867828
913 => 0.0092705606849153
914 => 0.0092759968304542
915 => 0.0092757944968458
916 => 0.0093196398973727
917 => 0.0092885714127274
918 => 0.009227332240377
919 => 0.0092679856608957
920 => 0.0093887117859725
921 => 0.0097634493825406
922 => 0.0099731575061929
923 => 0.0097508246901794
924 => 0.0099041868895105
925 => 0.0098122242184508
926 => 0.0097955118654668
927 => 0.0098918346600242
928 => 0.0099883260548825
929 => 0.0099821799701738
930 => 0.0099121321723946
1001 => 0.0098725639488263
1002 => 0.010172187794013
1003 => 0.010392945539188
1004 => 0.010377891340946
1005 => 0.010444335676099
1006 => 0.010639418299156
1007 => 0.010657254209354
1008 => 0.010655007294623
1009 => 0.010610799130214
1010 => 0.010802883307293
1011 => 0.010963123307212
1012 => 0.01060056621745
1013 => 0.01073862321101
1014 => 0.010800601443338
1015 => 0.010891603876509
1016 => 0.011045140235046
1017 => 0.011211921443925
1018 => 0.011235506135523
1019 => 0.011218771668203
1020 => 0.011108774977627
1021 => 0.011291268966496
1022 => 0.011398169665165
1023 => 0.011461826584844
1024 => 0.011623249941646
1025 => 0.010800984199801
1026 => 0.010218943638464
1027 => 0.010128049600044
1028 => 0.010312886201403
1029 => 0.010361626139138
1030 => 0.010341979131352
1031 => 0.0096868395627542
1101 => 0.0101246004258
1102 => 0.010595594306458
1103 => 0.010613687099597
1104 => 0.010849476484272
1105 => 0.010926259173256
1106 => 0.01111610053354
1107 => 0.011104225904766
1108 => 0.01115044925496
1109 => 0.011139823307227
1110 => 0.011491464451339
1111 => 0.011879376852511
1112 => 0.011865944679544
1113 => 0.011810177682304
1114 => 0.011893001182891
1115 => 0.012293368352119
1116 => 0.01225650895893
1117 => 0.012292314719738
1118 => 0.012764370175962
1119 => 0.01337810941816
1120 => 0.013092965921747
1121 => 0.013711645261133
1122 => 0.014101071110493
1123 => 0.014774542849579
1124 => 0.014690220870927
1125 => 0.014952398476789
1126 => 0.014539266930612
1127 => 0.01359063339293
1128 => 0.013440508504368
1129 => 0.013741062333036
1130 => 0.014479944593203
1201 => 0.013717792301205
1202 => 0.013871974717247
1203 => 0.013827570171054
1204 => 0.013825204041495
1205 => 0.013915509583034
1206 => 0.013784516685011
1207 => 0.013250828053296
1208 => 0.013495414408164
1209 => 0.013400967870548
1210 => 0.013505763345489
1211 => 0.014071301302804
1212 => 0.013821263491134
1213 => 0.013557868967962
1214 => 0.013888224151943
1215 => 0.014308879823509
1216 => 0.014282555947573
1217 => 0.014231476625731
1218 => 0.014519408088527
1219 => 0.014994986509062
1220 => 0.015123533445104
1221 => 0.015218424165263
1222 => 0.015231507992381
1223 => 0.015366279543252
1224 => 0.014641578947418
1225 => 0.015791697404637
1226 => 0.015990291090818
1227 => 0.015952963708681
1228 => 0.01617369223277
1229 => 0.016108748301641
1230 => 0.016014654734825
1231 => 0.016364556395811
]
'min_raw' => 0.0060321185642297
'max_raw' => 0.016364556395811
'avg_raw' => 0.01119833748002
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.006032'
'max' => '$0.016364'
'avg' => '$0.011198'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0020803217994374
'max_diff' => 0.0075424485032758
'year' => 2032
]
7 => [
'items' => [
101 => 0.015963422377099
102 => 0.015394063138906
103 => 0.015081701400184
104 => 0.015493044535235
105 => 0.015744237433914
106 => 0.015910259961072
107 => 0.015960498277476
108 => 0.014697835391715
109 => 0.014017330126784
110 => 0.014453526199596
111 => 0.014985715513072
112 => 0.014638622608911
113 => 0.014652227993621
114 => 0.014157364726698
115 => 0.015029499931571
116 => 0.014902437168033
117 => 0.01556163901004
118 => 0.015404315200019
119 => 0.015941868712108
120 => 0.015800312856995
121 => 0.016387903297287
122 => 0.016622309032296
123 => 0.017015912743715
124 => 0.017305449236091
125 => 0.017475470602364
126 => 0.017465263157267
127 => 0.01813897251475
128 => 0.017741709644254
129 => 0.017242653851242
130 => 0.017233627506447
131 => 0.017492095573324
201 => 0.018033773734245
202 => 0.018174223000276
203 => 0.018252714979545
204 => 0.018132501780968
205 => 0.017701301407132
206 => 0.017515111271945
207 => 0.017673750661571
208 => 0.017479748320096
209 => 0.017814650788926
210 => 0.018274543409937
211 => 0.01817957740231
212 => 0.018497034527705
213 => 0.018825569255026
214 => 0.019295388670511
215 => 0.019418216863082
216 => 0.019621247194663
217 => 0.01983023209785
218 => 0.019897352416452
219 => 0.020025505930876
220 => 0.020024830498597
221 => 0.02041102974004
222 => 0.020837019462946
223 => 0.020997820721659
224 => 0.021367574349435
225 => 0.020734384219581
226 => 0.021214666206639
227 => 0.021647892581203
228 => 0.021131382237621
301 => 0.021843271414774
302 => 0.021870912458347
303 => 0.022288259399346
304 => 0.021865198320644
305 => 0.02161398600257
306 => 0.022339226552047
307 => 0.022690147609076
308 => 0.022584447330809
309 => 0.021780062994128
310 => 0.021311876808513
311 => 0.020086543254386
312 => 0.021538003779719
313 => 0.022244967861925
314 => 0.021778232127945
315 => 0.022013626483768
316 => 0.023297861762263
317 => 0.023786815408237
318 => 0.023685116467918
319 => 0.023702301914725
320 => 0.023966132426956
321 => 0.025136102212306
322 => 0.024435029197237
323 => 0.024970973248553
324 => 0.025255236040881
325 => 0.025519275164532
326 => 0.024870878527266
327 => 0.024027324029021
328 => 0.023760134909418
329 => 0.021731824457557
330 => 0.021626242090032
331 => 0.021566975507667
401 => 0.021193308089279
402 => 0.020899707854547
403 => 0.02066622604721
404 => 0.020053500061188
405 => 0.020260277094711
406 => 0.019283719758844
407 => 0.019908486535264
408 => 0.018349877447419
409 => 0.019647933410096
410 => 0.018941460564973
411 => 0.019415838079947
412 => 0.019414183021486
413 => 0.018540703614892
414 => 0.018036898922219
415 => 0.018357942880762
416 => 0.018702127488822
417 => 0.018757970283503
418 => 0.01920421461199
419 => 0.019328751812081
420 => 0.01895139828172
421 => 0.018317578738413
422 => 0.018464800562439
423 => 0.018033915476654
424 => 0.017278805937571
425 => 0.017821138791488
426 => 0.018006315072507
427 => 0.018088099467466
428 => 0.017345535960694
429 => 0.017112206385028
430 => 0.016987983676769
501 => 0.018221723114402
502 => 0.018289310145805
503 => 0.017943525337305
504 => 0.019506505460388
505 => 0.019152754921443
506 => 0.01954798094443
507 => 0.018451441725015
508 => 0.018493330999882
509 => 0.01797421176059
510 => 0.018264883847034
511 => 0.018059446185134
512 => 0.018241400414927
513 => 0.018350463030039
514 => 0.018869497086972
515 => 0.01965385994529
516 => 0.018791970707126
517 => 0.018416433223577
518 => 0.018649414566268
519 => 0.019269874583776
520 => 0.020209903271065
521 => 0.01965338736835
522 => 0.019900359675722
523 => 0.01995431213785
524 => 0.019543957914526
525 => 0.020225033616602
526 => 0.020590027618394
527 => 0.020964435939366
528 => 0.021289524193783
529 => 0.020814889022555
530 => 0.021322816692048
531 => 0.02091351665174
601 => 0.020546332202923
602 => 0.020546889070164
603 => 0.020316548901713
604 => 0.019870235800608
605 => 0.019787928817093
606 => 0.020216100139565
607 => 0.020559452992212
608 => 0.020587733177705
609 => 0.020777830959038
610 => 0.020890328867867
611 => 0.021992961307887
612 => 0.022436449196716
613 => 0.022978737792381
614 => 0.023189989762104
615 => 0.023825782452944
616 => 0.023312328218533
617 => 0.023201239165139
618 => 0.021659014063364
619 => 0.021911553337382
620 => 0.022315893081502
621 => 0.021665681476817
622 => 0.022078091081908
623 => 0.022159509473983
624 => 0.021643587535296
625 => 0.02191916373442
626 => 0.021187315052195
627 => 0.019669812246651
628 => 0.020226723031026
629 => 0.020636796822469
630 => 0.020051570960346
701 => 0.021100565666834
702 => 0.02048776461495
703 => 0.02029353610114
704 => 0.019535781421306
705 => 0.019893412461536
706 => 0.020377113564229
707 => 0.020078242519053
708 => 0.020698444813506
709 => 0.021576816664362
710 => 0.02220279675323
711 => 0.022250851731627
712 => 0.021848388471894
713 => 0.022493338414103
714 => 0.022498036170324
715 => 0.021770530000815
716 => 0.021324936522761
717 => 0.021223696747011
718 => 0.021476613556063
719 => 0.02178370125327
720 => 0.022267892961601
721 => 0.022560479870256
722 => 0.023323391351922
723 => 0.023529813324475
724 => 0.023756608489078
725 => 0.024059676770027
726 => 0.024423587946419
727 => 0.023627371009949
728 => 0.023659006193169
729 => 0.022917580006302
730 => 0.022125259794364
731 => 0.022726532071116
801 => 0.023512615589071
802 => 0.023332287161507
803 => 0.02331199652963
804 => 0.023346119744295
805 => 0.023210157998887
806 => 0.022595208063388
807 => 0.02228638405557
808 => 0.022684845815062
809 => 0.022896610506739
810 => 0.023225039075709
811 => 0.023184553322297
812 => 0.02403055004531
813 => 0.024359278790259
814 => 0.024275175910205
815 => 0.024290652864184
816 => 0.024885800554784
817 => 0.025547727188189
818 => 0.026167708829285
819 => 0.026798380783439
820 => 0.026038081127161
821 => 0.025652047850467
822 => 0.02605033565402
823 => 0.025838998539148
824 => 0.027053404287861
825 => 0.027137487107044
826 => 0.028351805040399
827 => 0.029504337357443
828 => 0.028780452458869
829 => 0.029463043313732
830 => 0.030201320975716
831 => 0.031625578366917
901 => 0.03114593858354
902 => 0.030778542026386
903 => 0.030431354055124
904 => 0.031153797108783
905 => 0.032083208556006
906 => 0.032283394879945
907 => 0.032607773201789
908 => 0.032266729059464
909 => 0.032677479164114
910 => 0.03412760752627
911 => 0.033735770042179
912 => 0.03317929782375
913 => 0.034324034893864
914 => 0.034738310789485
915 => 0.037645915982928
916 => 0.041316887646829
917 => 0.039797081273074
918 => 0.038853688413039
919 => 0.039075408112725
920 => 0.040415922694149
921 => 0.040846453431896
922 => 0.039676122473854
923 => 0.040089503153423
924 => 0.042367271340535
925 => 0.043589220893368
926 => 0.041929649270901
927 => 0.037350956984079
928 => 0.033129193588975
929 => 0.03424899534984
930 => 0.034122044581652
1001 => 0.036569222341336
1002 => 0.033726424847772
1003 => 0.033774290266803
1004 => 0.036272073070951
1005 => 0.035605707441643
1006 => 0.034526280463824
1007 => 0.033137074600478
1008 => 0.030568999076093
1009 => 0.028294382968061
1010 => 0.032755428968716
1011 => 0.032563060553282
1012 => 0.032284482580332
1013 => 0.032904427713848
1014 => 0.035914705307706
1015 => 0.03584530866585
1016 => 0.035403842636839
1017 => 0.03573869072894
1018 => 0.034467579974312
1019 => 0.034795174158434
1020 => 0.033128524840083
1021 => 0.033881919937401
1022 => 0.034523964498325
1023 => 0.034652864449563
1024 => 0.034943282621496
1025 => 0.032461691139637
1026 => 0.033575852859294
1027 => 0.034230318486757
1028 => 0.031273418972215
1029 => 0.034171870090511
1030 => 0.032418492152981
1031 => 0.03182336934613
1101 => 0.032624623804086
1102 => 0.032312374162575
1103 => 0.032043920256718
1104 => 0.031894118364626
1105 => 0.032482471207322
1106 => 0.032455023843977
1107 => 0.03149236439896
1108 => 0.030236614395955
1109 => 0.030658085315553
1110 => 0.030504960979152
1111 => 0.029950018630604
1112 => 0.030323982769531
1113 => 0.028677233960616
1114 => 0.025844088225435
1115 => 0.027715751079697
1116 => 0.027643694095785
1117 => 0.027607359696973
1118 => 0.029013862602989
1119 => 0.028878659802118
1120 => 0.028633265394629
1121 => 0.02994551176987
1122 => 0.029466524190702
1123 => 0.030942651046029
1124 => 0.031914923662846
1125 => 0.031668323877497
1126 => 0.032582750973015
1127 => 0.030667795154289
1128 => 0.031303866662577
1129 => 0.031434960118879
1130 => 0.029929318853294
1201 => 0.028900780652422
1202 => 0.028832188880618
1203 => 0.027048845381601
1204 => 0.02800149308413
1205 => 0.028839783639115
1206 => 0.028438307517252
1207 => 0.028311212170828
1208 => 0.02896051473209
1209 => 0.029010971102001
1210 => 0.027860560520917
1211 => 0.028099767309489
1212 => 0.029097299382656
1213 => 0.028074632060649
1214 => 0.026087756505748
1215 => 0.025594983897429
1216 => 0.025529238947878
1217 => 0.024192800551828
1218 => 0.025627913319401
1219 => 0.025001448137724
1220 => 0.026980444140435
1221 => 0.025850052237255
1222 => 0.025801323301594
1223 => 0.025727662368363
1224 => 0.024577334633308
1225 => 0.024829183300144
1226 => 0.025666366626341
1227 => 0.025965083068673
1228 => 0.025933924496426
1229 => 0.025662263971318
1230 => 0.025786628768586
1231 => 0.02538600642502
]
'min_raw' => 0.014017330126784
'max_raw' => 0.043589220893368
'avg_raw' => 0.028803275510076
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.014017'
'max' => '$0.043589'
'avg' => '$0.0288032'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.0079852115625541
'max_diff' => 0.027224664497557
'year' => 2033
]
8 => [
'items' => [
101 => 0.025244538337274
102 => 0.024798026138485
103 => 0.024141776558407
104 => 0.02423303208753
105 => 0.022932829952353
106 => 0.022224410822159
107 => 0.022028329743735
108 => 0.021766121930874
109 => 0.022057946813906
110 => 0.022929146643066
111 => 0.021878294813745
112 => 0.020076683061058
113 => 0.020184962997192
114 => 0.020428235865082
115 => 0.01997489848518
116 => 0.019545852700824
117 => 0.019918873200736
118 => 0.019155506550895
119 => 0.020520485077688
120 => 0.020483566233847
121 => 0.020992345818929
122 => 0.021310496134689
123 => 0.02057726265925
124 => 0.020392856423051
125 => 0.020497902595986
126 => 0.018761723350612
127 => 0.020850462934313
128 => 0.020868526440969
129 => 0.020713855730302
130 => 0.021826045076023
131 => 0.024173111496051
201 => 0.023290050698308
202 => 0.022948102866769
203 => 0.022298059789049
204 => 0.023164203594372
205 => 0.023097697264071
206 => 0.022796930416675
207 => 0.02261502568892
208 => 0.022950190727312
209 => 0.022573495031556
210 => 0.022505830133693
211 => 0.022095854472777
212 => 0.021949511814535
213 => 0.021841165536441
214 => 0.021721886930145
215 => 0.021984985813257
216 => 0.021388769130584
217 => 0.020669790259122
218 => 0.02061001494542
219 => 0.020775059842053
220 => 0.02070203976144
221 => 0.020609665353367
222 => 0.020433297451681
223 => 0.020380972862755
224 => 0.020551002392483
225 => 0.020359048966758
226 => 0.02064228670266
227 => 0.020565261710753
228 => 0.020135006367295
301 => 0.019598748908416
302 => 0.019593975092194
303 => 0.019478439302317
304 => 0.019331287102986
305 => 0.019290352727518
306 => 0.019887458454673
307 => 0.021123449440011
308 => 0.020880794834831
309 => 0.021056137655318
310 => 0.021918650788943
311 => 0.022192817777447
312 => 0.021998220543008
313 => 0.021731843846272
314 => 0.021743563069044
315 => 0.022653852879499
316 => 0.022710626538393
317 => 0.022854075258541
318 => 0.023038447402535
319 => 0.022029619916378
320 => 0.021696047385168
321 => 0.021537982213982
322 => 0.021051202665647
323 => 0.021576152675202
324 => 0.021270286785235
325 => 0.021311558543658
326 => 0.021284680256842
327 => 0.021299357618946
328 => 0.020520103538372
329 => 0.020804022768944
330 => 0.020331951981077
331 => 0.019699902188556
401 => 0.019697783336026
402 => 0.019852476627321
403 => 0.01976045900451
404 => 0.019512841947513
405 => 0.01954801478174
406 => 0.019239863743318
407 => 0.019585429897059
408 => 0.019595339497853
409 => 0.019462277705548
410 => 0.019994670044326
411 => 0.020212791619914
412 => 0.020125207497758
413 => 0.020206646484422
414 => 0.020890878229196
415 => 0.021002437858719
416 => 0.021051985276937
417 => 0.020985598300299
418 => 0.020219152984654
419 => 0.02025314809358
420 => 0.020003714540391
421 => 0.019792969472606
422 => 0.019801398170105
423 => 0.019909748529887
424 => 0.020382920905723
425 => 0.021378684275634
426 => 0.021416472767628
427 => 0.021462273522294
428 => 0.021275978835454
429 => 0.021219790575303
430 => 0.021293917393863
501 => 0.02166787376085
502 => 0.022629791064906
503 => 0.022289785245356
504 => 0.022013355221556
505 => 0.022255858877428
506 => 0.022218527340413
507 => 0.021903411598876
508 => 0.021894567349536
509 => 0.021289759492929
510 => 0.02106617579915
511 => 0.020879332529679
512 => 0.020675304557083
513 => 0.020554349935849
514 => 0.020740191206957
515 => 0.020782695304469
516 => 0.020376350117242
517 => 0.02032096676972
518 => 0.020652797021179
519 => 0.020506770899391
520 => 0.020656962386924
521 => 0.02069180810035
522 => 0.020686197137924
523 => 0.020533729095783
524 => 0.020630907679181
525 => 0.020401051359115
526 => 0.020151117134346
527 => 0.019991674670395
528 => 0.019852539973625
529 => 0.019929739989949
530 => 0.019654536027919
531 => 0.019566492741704
601 => 0.020597985761713
602 => 0.021359960746013
603 => 0.021348881327966
604 => 0.02128143822
605 => 0.021181231441898
606 => 0.021660543010883
607 => 0.021493560444386
608 => 0.021615054213373
609 => 0.021645979476657
610 => 0.021739580934526
611 => 0.021773035410397
612 => 0.021671912748688
613 => 0.021332532744897
614 => 0.020486830042733
615 => 0.020093153151945
616 => 0.019963233220777
617 => 0.019967955563522
618 => 0.019837692269153
619 => 0.019876060647336
620 => 0.019824349313024
621 => 0.019726420556152
622 => 0.019923693165168
623 => 0.019946426995636
624 => 0.019900381211459
625 => 0.019911226660515
626 => 0.019529987233944
627 => 0.019558972039538
628 => 0.019397580958781
629 => 0.019367322076738
630 => 0.018959339478514
701 => 0.018236539167738
702 => 0.018637040703832
703 => 0.018153291167269
704 => 0.01797008788777
705 => 0.018837343718959
706 => 0.01875029528744
707 => 0.018601306211723
708 => 0.018380920316694
709 => 0.018299177044451
710 => 0.017802530799081
711 => 0.0177731862894
712 => 0.018019337579182
713 => 0.017905747228496
714 => 0.017746223356103
715 => 0.017168444060973
716 => 0.016518828837095
717 => 0.016538436637368
718 => 0.016745067153563
719 => 0.01734587324732
720 => 0.017111127912438
721 => 0.016940817478589
722 => 0.016908923453842
723 => 0.017308143948215
724 => 0.017873124587033
725 => 0.018138200862037
726 => 0.017875518323995
727 => 0.017573762768123
728 => 0.017592129230608
729 => 0.017714313077203
730 => 0.017727152871893
731 => 0.017530741025993
801 => 0.017586029810125
802 => 0.017502041091317
803 => 0.016986602479019
804 => 0.016977279828996
805 => 0.016850782880968
806 => 0.016846952603654
807 => 0.016631749738916
808 => 0.016601641370512
809 => 0.016174343020693
810 => 0.016455592088522
811 => 0.016266944980061
812 => 0.015982609290256
813 => 0.015933589710161
814 => 0.015932116122391
815 => 0.016224065299524
816 => 0.016452180492406
817 => 0.01627022657728
818 => 0.016228799197834
819 => 0.016671135227453
820 => 0.016614843935702
821 => 0.016566096040085
822 => 0.017822536767589
823 => 0.016827965890477
824 => 0.016394276219935
825 => 0.015857502897205
826 => 0.016032278997732
827 => 0.016069106890108
828 => 0.014778263809605
829 => 0.014254568932609
830 => 0.01407485658585
831 => 0.01397142958953
901 => 0.014018562570507
902 => 0.013547175757929
903 => 0.013863955492
904 => 0.013455774357642
905 => 0.013387341462131
906 => 0.014117219894302
907 => 0.01421877821425
908 => 0.013785498869652
909 => 0.014063734350438
910 => 0.013962842297343
911 => 0.01346277145164
912 => 0.013443672423606
913 => 0.013192754451572
914 => 0.012800116412633
915 => 0.012620670292952
916 => 0.0125272131958
917 => 0.012565775415528
918 => 0.01254627717721
919 => 0.012419037983071
920 => 0.012553570378877
921 => 0.012209895700216
922 => 0.012073041673998
923 => 0.012011227885345
924 => 0.011706196826857
925 => 0.012191636888839
926 => 0.012287274696462
927 => 0.01238310094011
928 => 0.013217202967713
929 => 0.013175533587562
930 => 0.013552204490318
1001 => 0.01353756775169
1002 => 0.01343013510856
1003 => 0.012976894459007
1004 => 0.013157548103681
1005 => 0.012601524265183
1006 => 0.013018135130932
1007 => 0.01282801132989
1008 => 0.012953854082552
1009 => 0.012727577466482
1010 => 0.012852808288548
1011 => 0.012309953968578
1012 => 0.011803044242757
1013 => 0.012007039514045
1014 => 0.012228805703624
1015 => 0.012709651307605
1016 => 0.012423263632764
1017 => 0.012526259470153
1018 => 0.012181240656193
1019 => 0.01146936829324
1020 => 0.011473397413505
1021 => 0.011363891359447
1022 => 0.011269262140595
1023 => 0.012456158702293
1024 => 0.012308549352788
1025 => 0.012073353172985
1026 => 0.012388172605975
1027 => 0.012471415860914
1028 => 0.012473785679356
1029 => 0.012703469811
1030 => 0.012826052273231
1031 => 0.012847657963502
1101 => 0.013209070907298
1102 => 0.013330211758906
1103 => 0.013829173782186
1104 => 0.012815652007747
1105 => 0.012794779193769
1106 => 0.012392602761011
1107 => 0.012137536109199
1108 => 0.01241006739288
1109 => 0.012651492905992
1110 => 0.012400104524675
1111 => 0.012432930540176
1112 => 0.012095462177444
1113 => 0.012216091237759
1114 => 0.012319993234991
1115 => 0.012262624659196
1116 => 0.012176741124562
1117 => 0.012631698767097
1118 => 0.012606028273911
1119 => 0.013029695290071
1120 => 0.013359974025887
1121 => 0.013951892564854
1122 => 0.01333419471203
1123 => 0.013311683347147
1124 => 0.013531735549819
1125 => 0.013330178070061
1126 => 0.01345755543974
1127 => 0.013931370101352
1128 => 0.013941381058525
1129 => 0.013773684627496
1130 => 0.013763480284427
1201 => 0.013795688218404
1202 => 0.013984331093704
1203 => 0.013918413476665
1204 => 0.013994695011933
1205 => 0.014090086239851
1206 => 0.01448466480356
1207 => 0.014579796359431
1208 => 0.014348675998721
1209 => 0.014369543579548
1210 => 0.014283098220247
1211 => 0.014199593086319
1212 => 0.014387300432444
1213 => 0.014730339296883
1214 => 0.014728205269911
1215 => 0.014807783618738
1216 => 0.014857360270795
1217 => 0.01464454098784
1218 => 0.014506003460218
1219 => 0.01455912756368
1220 => 0.014644074162009
1221 => 0.014531580526724
1222 => 0.013837217697627
1223 => 0.014047843023906
1224 => 0.014012784670561
1225 => 0.013962857312156
1226 => 0.014174642706447
1227 => 0.014154215488514
1228 => 0.013542341004834
1229 => 0.013581511224057
1230 => 0.013544723075601
1231 => 0.013663593109411
]
'min_raw' => 0.011269262140595
'max_raw' => 0.025244538337274
'avg_raw' => 0.018256900238935
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.011269'
'max' => '$0.025244'
'avg' => '$0.018256'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0027480679861885
'max_diff' => -0.018344682556094
'year' => 2034
]
9 => [
'items' => [
101 => 0.013323758698137
102 => 0.013428289474225
103 => 0.013493850197072
104 => 0.013532465966491
105 => 0.013671972604711
106 => 0.013655603110895
107 => 0.013670955053991
108 => 0.013877806570084
109 => 0.014923990555615
110 => 0.014980932041672
111 => 0.014700531338955
112 => 0.014812545889031
113 => 0.014597502447774
114 => 0.014741862550556
115 => 0.01484063006653
116 => 0.014394318653743
117 => 0.014367890988415
118 => 0.01415195998638
119 => 0.014267989075917
120 => 0.014083378451678
121 => 0.01412867544146
122 => 0.014002021109107
123 => 0.014229973690717
124 => 0.014484860097207
125 => 0.014549254469255
126 => 0.014379860599916
127 => 0.014257208274914
128 => 0.014041871196399
129 => 0.01439998155707
130 => 0.014504703939745
131 => 0.014399431494975
201 => 0.014375037569273
202 => 0.014328811124148
203 => 0.014384844728133
204 => 0.014504133599159
205 => 0.014447879170503
206 => 0.014485036211706
207 => 0.014343431886815
208 => 0.014644611439878
209 => 0.015122957052949
210 => 0.015124495012312
211 => 0.015068240280424
212 => 0.01504522205616
213 => 0.0151029428249
214 => 0.015134253974112
215 => 0.015320912356038
216 => 0.015521204236644
217 => 0.016455879049235
218 => 0.016193426102021
219 => 0.017022725199806
220 => 0.017678593115143
221 => 0.017875259225324
222 => 0.017694335657813
223 => 0.017075405906655
224 => 0.017045038260303
225 => 0.017969980613933
226 => 0.017708642033989
227 => 0.017677556641477
228 => 0.01734686058475
301 => 0.017542342911779
302 => 0.017499588059305
303 => 0.017432097433036
304 => 0.017805064095591
305 => 0.018503224392929
306 => 0.018394409563283
307 => 0.018313184340727
308 => 0.017957279059793
309 => 0.018171613533238
310 => 0.018095293132551
311 => 0.018423214008026
312 => 0.018228960945731
313 => 0.017706662137213
314 => 0.017789839943989
315 => 0.017777267785825
316 => 0.018036001909961
317 => 0.017958336348071
318 => 0.017762102338378
319 => 0.018500838156933
320 => 0.01845286876194
321 => 0.018520878396709
322 => 0.018550818341202
323 => 0.019000473815971
324 => 0.019184683276614
325 => 0.01922650204922
326 => 0.01940148678956
327 => 0.019222148269473
328 => 0.019939630216017
329 => 0.020416713844236
330 => 0.020970871028912
331 => 0.021780643619133
401 => 0.022085125603871
402 => 0.022030123658641
403 => 0.022644083994739
404 => 0.023747357071137
405 => 0.022253126691165
406 => 0.02382655490955
407 => 0.023328425701712
408 => 0.022147370310889
409 => 0.022071324267448
410 => 0.022871148690448
411 => 0.024645082280415
412 => 0.024200732035917
413 => 0.024645809078231
414 => 0.024126603066712
415 => 0.024100820112029
416 => 0.024620592401141
417 => 0.025835068685965
418 => 0.025258116527008
419 => 0.02443091413267
420 => 0.025041707507954
421 => 0.024512581760024
422 => 0.023320313356967
423 => 0.024200392249659
424 => 0.023611908557319
425 => 0.023783659384258
426 => 0.025020564575213
427 => 0.024871736870192
428 => 0.025064333701563
429 => 0.024724405335329
430 => 0.024406858639484
501 => 0.02381413415036
502 => 0.023638657650095
503 => 0.023687153041785
504 => 0.023638633618187
505 => 0.023307009713942
506 => 0.023235395563394
507 => 0.023116035508327
508 => 0.023153030180394
509 => 0.022928598356852
510 => 0.023352147577857
511 => 0.023430762045579
512 => 0.023738985847552
513 => 0.023770986665166
514 => 0.024629385566371
515 => 0.024156593876395
516 => 0.024473783360902
517 => 0.024445410947904
518 => 0.022172967362481
519 => 0.022486090038613
520 => 0.022973210659365
521 => 0.022753763479993
522 => 0.022443516511092
523 => 0.022192975449314
524 => 0.021813380121582
525 => 0.022347653255882
526 => 0.023050165613873
527 => 0.023788803537887
528 => 0.024676228606115
529 => 0.024478165661653
530 => 0.023772213743516
531 => 0.023803882230866
601 => 0.023999644358569
602 => 0.023746114616328
603 => 0.023671343745853
604 => 0.023989371989151
605 => 0.023991562074877
606 => 0.023699845466336
607 => 0.023375655839518
608 => 0.023374297473145
609 => 0.023316611060353
610 => 0.024136865351397
611 => 0.024587922274408
612 => 0.024639635223717
613 => 0.024584441580893
614 => 0.024605683423458
615 => 0.024343223338319
616 => 0.024943129262827
617 => 0.025493662263702
618 => 0.025346107659045
619 => 0.025124902330542
620 => 0.024948701631697
621 => 0.025304600374136
622 => 0.025288752763372
623 => 0.025488853838214
624 => 0.025479776097619
625 => 0.025412489632332
626 => 0.025346110062057
627 => 0.025609297554991
628 => 0.025533503783688
629 => 0.025457592283723
630 => 0.025305340149074
701 => 0.025326033742813
702 => 0.025104866608529
703 => 0.025002544572289
704 => 0.02346386665214
705 => 0.023052681634125
706 => 0.023182048811235
707 => 0.023224639844957
708 => 0.023045691598169
709 => 0.02330225741603
710 => 0.023262271905087
711 => 0.023417832137426
712 => 0.023320644857901
713 => 0.023324633457753
714 => 0.023610440524323
715 => 0.023693411531659
716 => 0.02365121180767
717 => 0.02368076704783
718 => 0.02436185508283
719 => 0.024265026144223
720 => 0.02421358770046
721 => 0.024227836500919
722 => 0.024401869096553
723 => 0.024450588721504
724 => 0.024244160247122
725 => 0.024341513108989
726 => 0.024756029238902
727 => 0.02490108642479
728 => 0.025364039330747
729 => 0.025167368707965
730 => 0.025528366147787
731 => 0.026637949204702
801 => 0.027524360927874
802 => 0.026709180074732
803 => 0.028336962320484
804 => 0.029604424290298
805 => 0.029555776988828
806 => 0.029334765677467
807 => 0.027891793922055
808 => 0.026563949799227
809 => 0.027674747791212
810 => 0.027677579443731
811 => 0.027582160911102
812 => 0.026989524599888
813 => 0.027561538452085
814 => 0.027606942834424
815 => 0.027581528454314
816 => 0.027127155584015
817 => 0.026433412193213
818 => 0.026568967991188
819 => 0.026791011153536
820 => 0.026370637124156
821 => 0.026236302150408
822 => 0.026486056424879
823 => 0.027290816735596
824 => 0.027138681460514
825 => 0.027134708593655
826 => 0.027785607815852
827 => 0.027319704445603
828 => 0.026570677783911
829 => 0.026381538673386
830 => 0.025710222250393
831 => 0.026173902894901
901 => 0.026190589935822
902 => 0.025936636785526
903 => 0.026591284682442
904 => 0.026585251986823
905 => 0.027206742733463
906 => 0.028394799619775
907 => 0.028043432737764
908 => 0.027634831282593
909 => 0.027679257590059
910 => 0.028166504529497
911 => 0.027871903907147
912 => 0.027977844344972
913 => 0.028166344175956
914 => 0.028280070804175
915 => 0.027662894078412
916 => 0.027519000660661
917 => 0.02722464522767
918 => 0.027147853389607
919 => 0.027387599747851
920 => 0.027324435052817
921 => 0.026189187454648
922 => 0.026070547764181
923 => 0.02607418627411
924 => 0.025775861131421
925 => 0.025320843682584
926 => 0.026516602370449
927 => 0.026420566213181
928 => 0.026314549728166
929 => 0.026327536142659
930 => 0.026846574461039
1001 => 0.026545506024315
1002 => 0.027345945807492
1003 => 0.027181399451493
1004 => 0.027012633102353
1005 => 0.026989304452153
1006 => 0.026924343806202
1007 => 0.026701569580446
1008 => 0.02643255631619
1009 => 0.026254930457598
1010 => 0.024218785516761
1011 => 0.02459668217407
1012 => 0.02503141783194
1013 => 0.025181486838943
1014 => 0.024924783418006
1015 => 0.026711705796131
1016 => 0.027038193733826
1017 => 0.026049240474264
1018 => 0.025864247698096
1019 => 0.026723833891738
1020 => 0.026205398336833
1021 => 0.026438849835463
1022 => 0.025934255386568
1023 => 0.026959552350318
1024 => 0.026951741305297
1025 => 0.026552877629016
1026 => 0.026889994476908
1027 => 0.026831412128548
1028 => 0.026381096020385
1029 => 0.026973828174161
1030 => 0.026974122161915
1031 => 0.026590224545538
1101 => 0.026141916175605
1102 => 0.026061769227632
1103 => 0.026001389268562
1104 => 0.02642400006689
1105 => 0.026802911587201
1106 => 0.027507971986368
1107 => 0.027685240922541
1108 => 0.028377133381883
1109 => 0.027965145109977
1110 => 0.028147774174772
1111 => 0.028346043859065
1112 => 0.028441101636841
1113 => 0.028286210089036
1114 => 0.029361003872693
1115 => 0.029451749398865
1116 => 0.029482175588844
1117 => 0.029119761172254
1118 => 0.029441669998336
1119 => 0.029291059519112
1120 => 0.029682906145257
1121 => 0.029744352699586
1122 => 0.029692309654094
1123 => 0.029711813760306
1124 => 0.028794666872571
1125 => 0.028747107968106
1126 => 0.028098638931109
1127 => 0.028362894856927
1128 => 0.027868881069727
1129 => 0.028025537930554
1130 => 0.028094590782125
1201 => 0.028058521491179
1202 => 0.028377835490486
1203 => 0.028106353359535
1204 => 0.027389867380161
1205 => 0.02667318619466
1206 => 0.026664188846172
1207 => 0.026475499340504
1208 => 0.026339111388112
1209 => 0.026365384546365
1210 => 0.026457974582911
1211 => 0.026333729886868
1212 => 0.026360243792135
1213 => 0.026800551280789
1214 => 0.02688885180751
1215 => 0.026588772116471
1216 => 0.025383908855659
1217 => 0.025088232389286
1218 => 0.025300758769796
1219 => 0.025199184848364
1220 => 0.02033770888837
1221 => 0.021479840553878
1222 => 0.02080122470136
1223 => 0.021113962107814
1224 => 0.020421271049116
1225 => 0.020751859529376
1226 => 0.02069081190823
1227 => 0.022527325828235
1228 => 0.022498651189416
1229 => 0.02251237622159
1230 => 0.021857244675529
1231 => 0.022900887017165
]
'min_raw' => 0.013323758698137
'max_raw' => 0.029744352699586
'avg_raw' => 0.021534055698861
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.013323'
'max' => '$0.029744'
'avg' => '$0.021534'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0020544965575414
'max_diff' => 0.0044998143623114
'year' => 2035
]
10 => [
'items' => [
101 => 0.02341502276282
102 => 0.023319869919579
103 => 0.023343817840235
104 => 0.022932313220104
105 => 0.022516360485818
106 => 0.022055004888827
107 => 0.022912146562761
108 => 0.022816847040516
109 => 0.02303542985686
110 => 0.023591347502158
111 => 0.023673208487154
112 => 0.023783230481141
113 => 0.023743795428195
114 => 0.024683298378489
115 => 0.024569518372169
116 => 0.024843695450659
117 => 0.024279692398339
118 => 0.023641469408977
119 => 0.023762774734173
120 => 0.023751092055881
121 => 0.023602358152467
122 => 0.023468087834807
123 => 0.023244565586331
124 => 0.023951823055578
125 => 0.02392310969393
126 => 0.024387945643374
127 => 0.024305781374134
128 => 0.023757068275144
129 => 0.023776665670821
130 => 0.023908467574934
131 => 0.024364635469957
201 => 0.024500057159479
202 => 0.024437324437271
203 => 0.024585808137596
204 => 0.024703163600165
205 => 0.024600546176858
206 => 0.026053392489888
207 => 0.025450069408627
208 => 0.025744124880539
209 => 0.025814255377914
210 => 0.025634617583572
211 => 0.025673574588818
212 => 0.025732583836617
213 => 0.026090876434054
214 => 0.02703113988253
215 => 0.02744757616327
216 => 0.02870044526048
217 => 0.027412996927227
218 => 0.027336605071123
219 => 0.027562284628552
220 => 0.028297851418278
221 => 0.028893959213074
222 => 0.029091722558892
223 => 0.029117860249759
224 => 0.029488877433572
225 => 0.029701537564273
226 => 0.029443826188736
227 => 0.029225442781475
228 => 0.028443220523412
229 => 0.028533764879703
301 => 0.029157525706033
302 => 0.030038624612552
303 => 0.030794699137063
304 => 0.030529948190437
305 => 0.032549811028153
306 => 0.032750072178113
307 => 0.032722402562407
308 => 0.03317862726487
309 => 0.032273114139026
310 => 0.031885989734236
311 => 0.029272659752882
312 => 0.030006898881298
313 => 0.031074158574802
314 => 0.030932902752349
315 => 0.030157830234992
316 => 0.030794111175056
317 => 0.030583736797926
318 => 0.030417805798243
319 => 0.031177967875098
320 => 0.030342138445859
321 => 0.03106582053687
322 => 0.030137690769616
323 => 0.03053115755046
324 => 0.030307806775806
325 => 0.030452342099849
326 => 0.029607391548838
327 => 0.030063306356148
328 => 0.029588423993945
329 => 0.029588198837874
330 => 0.029577715783408
331 => 0.030136412776589
401 => 0.030154631865479
402 => 0.029741753943374
403 => 0.029682251784433
404 => 0.029902262452381
405 => 0.029644687581099
406 => 0.029765205242215
407 => 0.029648337938281
408 => 0.029622028646564
409 => 0.029412391734002
410 => 0.029322074387983
411 => 0.029357490146548
412 => 0.02923659790449
413 => 0.029163755955786
414 => 0.029563225686406
415 => 0.029349805123899
416 => 0.02953051592432
417 => 0.029324573159719
418 => 0.028610685812621
419 => 0.028200121650083
420 => 0.026851654628807
421 => 0.027234078203273
422 => 0.027487625428789
423 => 0.027403828072269
424 => 0.027583857219347
425 => 0.027594909546842
426 => 0.027536380235947
427 => 0.027468610791999
428 => 0.027435624374571
429 => 0.027681478104817
430 => 0.027824204470281
501 => 0.027513072284894
502 => 0.02744017836706
503 => 0.027754750184564
504 => 0.02794663881152
505 => 0.029363436620054
506 => 0.029258475662201
507 => 0.029521907068864
508 => 0.029492248735158
509 => 0.029768366817255
510 => 0.030219703185275
511 => 0.029302010153457
512 => 0.029461289932343
513 => 0.029422238208867
514 => 0.029848594685863
515 => 0.029849925724245
516 => 0.029594303718201
517 => 0.029732880554671
518 => 0.02965553076621
519 => 0.02979531228841
520 => 0.029257073844617
521 => 0.029912590169907
522 => 0.030284225685808
523 => 0.030289385845306
524 => 0.030465538130361
525 => 0.03064451905403
526 => 0.030988057351057
527 => 0.030634937957381
528 => 0.029999710543638
529 => 0.030045571911138
530 => 0.029673138310881
531 => 0.029679398986987
601 => 0.029645979007275
602 => 0.029746274882128
603 => 0.029279083149021
604 => 0.029388732114972
605 => 0.029235222920537
606 => 0.029460956233334
607 => 0.029218104503818
608 => 0.029422219376944
609 => 0.02951030858967
610 => 0.029835359681053
611 => 0.02917009419333
612 => 0.027813572829349
613 => 0.028098730066289
614 => 0.027676960114236
615 => 0.02771599652909
616 => 0.027794856299695
617 => 0.027539245981855
618 => 0.027588008375292
619 => 0.027586266239462
620 => 0.027571253454064
621 => 0.027504759338255
622 => 0.027408329714872
623 => 0.027792475654957
624 => 0.027857749535752
625 => 0.028002845287037
626 => 0.028434551823473
627 => 0.028391414160142
628 => 0.028461773478799
629 => 0.028308179481221
630 => 0.02772312131412
701 => 0.027754892787393
702 => 0.027358702006571
703 => 0.027992713798013
704 => 0.027842571437253
705 => 0.027745773680537
706 => 0.027719361515792
707 => 0.02815213816923
708 => 0.028281631726882
709 => 0.028200940031743
710 => 0.02803543901086
711 => 0.02835324989694
712 => 0.02843828268269
713 => 0.028457318387531
714 => 0.029020418343472
715 => 0.028488789419808
716 => 0.028616757785671
717 => 0.029615130445953
718 => 0.028709744209087
719 => 0.029189347491277
720 => 0.029165873406349
721 => 0.029411222216627
722 => 0.029145747642711
723 => 0.029149038518223
724 => 0.029366891640382
725 => 0.029060956220327
726 => 0.028985202307942
727 => 0.028880548820542
728 => 0.029109055881609
729 => 0.029246035530233
730 => 0.03034999089768
731 => 0.031063196411531
801 => 0.031032234279229
802 => 0.031315170209786
803 => 0.031187704981674
804 => 0.030776086136472
805 => 0.031478669313662
806 => 0.03125634259907
807 => 0.031274670943294
808 => 0.031273988761406
809 => 0.031421816590471
810 => 0.031317067025357
811 => 0.031110594880195
812 => 0.031247660725805
813 => 0.031654697285331
814 => 0.032918151255503
815 => 0.033625196835751
816 => 0.03287558622378
817 => 0.033392657586231
818 => 0.033082599020125
819 => 0.03302625215522
820 => 0.033351011182113
821 => 0.033676338656692
822 => 0.033655616702991
823 => 0.033419445662197
824 => 0.033286038633871
825 => 0.034296241346988
826 => 0.035040541497659
827 => 0.034989785217234
828 => 0.0352138069322
829 => 0.03587154161607
830 => 0.035931676632564
831 => 0.035924101002673
901 => 0.035775050089854
902 => 0.036422675303766
903 => 0.036962935651092
904 => 0.035740549110031
905 => 0.036206017902652
906 => 0.036414981840128
907 => 0.036721802897148
908 => 0.037239461449522
909 => 0.03780177593955
910 => 0.037881293373905
911 => 0.03782487194897
912 => 0.037454010426972
913 => 0.038069301651768
914 => 0.038429724820898
915 => 0.038644348569978
916 => 0.039188598687657
917 => 0.036416272330266
918 => 0.034453881940944
919 => 0.034147426344391
920 => 0.034770615850753
921 => 0.034934945953738
922 => 0.034868704695277
923 => 0.032659855899367
924 => 0.034135797212612
925 => 0.035723785964994
926 => 0.03578478708026
927 => 0.036579767452981
928 => 0.036838645649686
929 => 0.037478709050186
930 => 0.037438672910214
1001 => 0.037594518162603
1002 => 0.037558692037942
1003 => 0.038744274706118
1004 => 0.040052148449846
1005 => 0.040006860940884
1006 => 0.039818838616163
1007 => 0.040098083830944
1008 => 0.041447949694739
1009 => 0.041323675677161
1010 => 0.041444397299603
1011 => 0.043035965228123
1012 => 0.045105229933098
1013 => 0.044143848726858
1014 => 0.04622976931441
1015 => 0.047542745754375
1016 => 0.049813402742996
1017 => 0.049529105304799
1018 => 0.050413055407619
1019 => 0.049020153555761
1020 => 0.045821769351986
1021 => 0.045315612808816
1022 => 0.046328951026168
1023 => 0.04882014415343
1024 => 0.046250494489187
1025 => 0.046770331269544
1026 => 0.04662061824183
1027 => 0.046612640670822
1028 => 0.046917112109052
1029 => 0.046475460407738
1030 => 0.044676091924958
1031 => 0.045500731896871
1101 => 0.045182298801252
1102 => 0.045535624061601
1103 => 0.047442374769287
1104 => 0.04659935483016
1105 => 0.045711301805667
1106 => 0.046825117373123
1107 => 0.048243387339047
1108 => 0.048154634553456
1109 => 0.047982417053622
1110 => 0.04895319808317
1111 => 0.050556643931828
1112 => 0.050990048901554
1113 => 0.05130997958963
1114 => 0.051354092626243
1115 => 0.051808484319451
1116 => 0.049365105663619
1117 => 0.053242810340839
1118 => 0.053912382819164
1119 => 0.053786530944175
1120 => 0.054530732573917
1121 => 0.054311769575874
1122 => 0.053994526545951
1123 => 0.055174244425318
1124 => 0.053821793074947
1125 => 0.051902158651987
1126 => 0.050849009241486
1127 => 0.052235881340373
1128 => 0.053082795735996
1129 => 0.053642552277631
1130 => 0.053811934268916
1201 => 0.049554778193265
1202 => 0.047260407181189
1203 => 0.048731072694912
1204 => 0.050525386121567
1205 => 0.049355138161937
1206 => 0.049401009666382
1207 => 0.047732543611704
1208 => 0.050673008345468
1209 => 0.05024460736696
1210 => 0.052467152401289
1211 => 0.051936724191808
1212 => 0.053749123388602
1213 => 0.053271857939975
1214 => 0.055252960133675
1215 => 0.056043275434943
1216 => 0.057370337828526
1217 => 0.058346530327362
1218 => 0.058919769234265
1219 => 0.05888535412046
1220 => 0.061156812256099
1221 => 0.059817412752215
1222 => 0.058134811303112
1223 => 0.058104378351437
1224 => 0.058975821484575
1225 => 0.060802127222883
1226 => 0.061275661729159
1227 => 0.061540302917401
1228 => 0.061134995725382
1229 => 0.059681173559543
1230 => 0.059053420519379
1231 => 0.059588284297355
]
'min_raw' => 0.022055004888827
'max_raw' => 0.061540302917401
'avg_raw' => 0.041797653903114
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.022055'
'max' => '$0.06154'
'avg' => '$0.041797'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.0087312461906904
'max_diff' => 0.031795950217815
'year' => 2036
]
11 => [
'items' => [
101 => 0.058934191858259
102 => 0.060063338914063
103 => 0.061613898994478
104 => 0.061293714469452
105 => 0.062364043331869
106 => 0.063471721102591
107 => 0.065055750063646
108 => 0.065469873890488
109 => 0.066154404828539
110 => 0.066859012020493
111 => 0.067085312860853
112 => 0.067517391382126
113 => 0.067515114115039
114 => 0.068817211821133
115 => 0.070253465913565
116 => 0.070795618584099
117 => 0.07204226875552
118 => 0.069907424024794
119 => 0.071526728276379
120 => 0.072987381245122
121 => 0.071245930560133
122 => 0.07364611462342
123 => 0.073739308331664
124 => 0.075146422681473
125 => 0.07372004271745
126 => 0.072873062847979
127 => 0.07531826199522
128 => 0.076501416839518
129 => 0.076145040971582
130 => 0.073433003020141
131 => 0.071854480607623
201 => 0.06772318297983
202 => 0.072616883478727
203 => 0.075000462240539
204 => 0.073426830126978
205 => 0.074220478632345
206 => 0.078550367536233
207 => 0.080198908891289
208 => 0.079856023813611
209 => 0.07991396574737
210 => 0.080803488739415
211 => 0.084748123555405
212 => 0.082384406937745
213 => 0.084191379725174
214 => 0.085149791576102
215 => 0.086040017916116
216 => 0.083853903383965
217 => 0.081009800498038
218 => 0.080108953726747
219 => 0.073270363426184
220 => 0.072914385102547
221 => 0.072714563682243
222 => 0.071454717892525
223 => 0.070464824202611
224 => 0.069677623987995
225 => 0.06761177554696
226 => 0.068308938752192
227 => 0.065016407513261
228 => 0.067122852319786
301 => 0.061867892961506
302 => 0.066244379267042
303 => 0.063862456745353
304 => 0.065461853657067
305 => 0.065456273511914
306 => 0.062511276708197
307 => 0.060812664012328
308 => 0.061895086133131
309 => 0.063055528569406
310 => 0.063243806450495
311 => 0.064748350359773
312 => 0.065168236224789
313 => 0.063895962451193
314 => 0.061758995609068
315 => 0.06225536426747
316 => 0.060802605117309
317 => 0.058256700586226
318 => 0.060085213667678
319 => 0.060709548427731
320 => 0.060985290225337
321 => 0.058481685518128
322 => 0.05769499856322
323 => 0.05727617302937
324 => 0.061435811680289
325 => 0.06166368607544
326 => 0.060497848451656
327 => 0.065767545060417
328 => 0.06457485042029
329 => 0.065907382550593
330 => 0.06221032401441
331 => 0.062351556629242
401 => 0.060601309870221
402 => 0.061581331103742
403 => 0.060888683683448
404 => 0.061502155072832
405 => 0.061869867294191
406 => 0.063619826854941
407 => 0.066264360994227
408 => 0.063358441252574
409 => 0.062092290407598
410 => 0.062877803270718
411 => 0.064969727538882
412 => 0.068139099888784
413 => 0.066262767668079
414 => 0.067095452045441
415 => 0.067277356538344
416 => 0.065893818624391
417 => 0.068190112905129
418 => 0.069420715665238
419 => 0.070683059459749
420 => 0.071779117206453
421 => 0.070178851588686
422 => 0.071891365188762
423 => 0.070511381526446
424 => 0.069273393521259
425 => 0.069275271038044
426 => 0.068498663078272
427 => 0.066993887297312
428 => 0.066716383555901
429 => 0.068159993063582
430 => 0.069317631178413
501 => 0.069412979798263
502 => 0.070053907740227
503 => 0.070433202294199
504 => 0.074150804549064
505 => 0.075646054929589
506 => 0.077474418791254
507 => 0.078186669556314
508 => 0.080330289003112
509 => 0.078599142203563
510 => 0.078224597704057
511 => 0.073024878098703
512 => 0.073876331892786
513 => 0.075239591570184
514 => 0.073047357748663
515 => 0.074437825525749
516 => 0.074712333319081
517 => 0.072972866482277
518 => 0.073901990877739
519 => 0.071434511949575
520 => 0.06631814529202
521 => 0.06819580888381
522 => 0.069578401302099
523 => 0.067605271448785
524 => 0.071142030340179
525 => 0.06907592880935
526 => 0.06842107381444
527 => 0.065866251006636
528 => 0.067072029027772
529 => 0.068702861066435
530 => 0.067695196471115
531 => 0.069786251808005
601 => 0.072747743829129
602 => 0.074858279403281
603 => 0.07502030011804
604 => 0.073663367138762
605 => 0.075837860897886
606 => 0.075853699710972
607 => 0.073400861867613
608 => 0.071898512346013
609 => 0.071557175373735
610 => 0.072409902053541
611 => 0.073445269664854
612 => 0.075077755814676
613 => 0.076064233004971
614 => 0.078636442330189
615 => 0.079332408422572
616 => 0.080097064154366
617 => 0.081118880023137
618 => 0.082345831961808
619 => 0.079661330970408
620 => 0.079767991199333
621 => 0.077268221045587
622 => 0.074596858133008
623 => 0.076624089593568
624 => 0.07927442505695
625 => 0.078666435173289
626 => 0.078598023891271
627 => 0.078713072691918
628 => 0.078254668174732
629 => 0.076181321532761
630 => 0.075140099829
701 => 0.076483541470838
702 => 0.077197520913767
703 => 0.078304840764199
704 => 0.078168340219947
705 => 0.081020677237189
706 => 0.082129009151895
707 => 0.081845450419916
708 => 0.081897632050822
709 => 0.083904214041565
710 => 0.086135945900332
711 => 0.088226257289024
712 => 0.090352611814564
713 => 0.087789208440995
714 => 0.086487670296638
715 => 0.087830525433882
716 => 0.087117987596006
717 => 0.091212441364895
718 => 0.091495932460243
719 => 0.095590090153521
720 => 0.099475933327672
721 => 0.0970353048521
722 => 0.099336707576243
723 => 0.10182586225852
724 => 0.10662784549143
725 => 0.10501070647439
726 => 0.10377200333114
727 => 0.10260143484614
728 => 0.10503720204092
729 => 0.10817077762466
730 => 0.10884571979239
731 => 0.10993938395186
801 => 0.10878952981507
802 => 0.11017440247055
803 => 0.11506361148829
804 => 0.11374250405345
805 => 0.11186631911737
806 => 0.11572588007225
807 => 0.11712264017816
808 => 0.12692583409036
809 => 0.13930277135426
810 => 0.13417863805565
811 => 0.13099792316246
812 => 0.13174546660993
813 => 0.13626510511294
814 => 0.13771666955395
815 => 0.13377081701901
816 => 0.13516455884149
817 => 0.14284421331304
818 => 0.14696410154421
819 => 0.14136873995147
820 => 0.12593135923236
821 => 0.11169738919166
822 => 0.11547287901048
823 => 0.11504485563211
824 => 0.12329568630538
825 => 0.11371099607805
826 => 0.11387237768017
827 => 0.12229382679398
828 => 0.12004712855061
829 => 0.11640776513171
830 => 0.11172396057218
831 => 0.10306551464441
901 => 0.095396487627553
902 => 0.11043721567905
903 => 0.10978863213568
904 => 0.10884938705018
905 => 0.11093957535102
906 => 0.12108893642958
907 => 0.12085496080644
908 => 0.11936652726746
909 => 0.12049549098833
910 => 0.11620985233298
911 => 0.11731435899664
912 => 0.11169513445808
913 => 0.11423525862906
914 => 0.11639995669233
915 => 0.11683455187744
916 => 0.11781371702046
917 => 0.10944685808019
918 => 0.1132033321063
919 => 0.11540990866262
920 => 0.10544051550521
921 => 0.11521284581394
922 => 0.10930120968062
923 => 0.10729471158717
924 => 0.10999619693397
925 => 0.10894342546704
926 => 0.10803831438059
927 => 0.10753324684257
928 => 0.1095169195292
929 => 0.10942437882737
930 => 0.10617870529776
1001 => 0.10194485648897
1002 => 0.10336587512055
1003 => 0.10284960572957
1004 => 0.10097857885661
1005 => 0.10223942506034
1006 => 0.096687296478756
1007 => 0.087135147828672
1008 => 0.093445589817144
1009 => 0.093202644665027
1010 => 0.093080140702645
1011 => 0.097822263449175
1012 => 0.097366417766483
1013 => 0.096539053388741
1014 => 0.10096338366098
1015 => 0.099348443595974
1016 => 0.10432530834859
1017 => 0.1076033933581
1018 => 0.10677196496475
1019 => 0.10985501976055
1020 => 0.10339861251977
1021 => 0.10554317201906
1022 => 0.10598516275963
1023 => 0.10090878811219
1024 => 0.09744099975771
1025 => 0.097209737810147
1026 => 0.091197070694144
1027 => 0.09440898893496
1028 => 0.09723534406867
1029 => 0.095881739293641
1030 => 0.09545322845966
1031 => 0.097642397377811
1101 => 0.097812514551715
1102 => 0.093933824958489
1103 => 0.094740327347046
1104 => 0.098103576377194
1105 => 0.094655582100695
1106 => 0.087956692448124
1107 => 0.086295275194891
1108 => 0.086073611507315
1109 => 0.081567716147883
1110 => 0.086406299040128
1111 => 0.084294127941703
1112 => 0.090966451133932
1113 => 0.087155255910918
1114 => 0.086990962902193
1115 => 0.086742609922961
1116 => 0.082864199650905
1117 => 0.083713325014654
1118 => 0.086535947049201
1119 => 0.08754309039024
1120 => 0.087438037088488
1121 => 0.086522114661355
1122 => 0.086941419258215
1123 => 0.085590693056325
1124 => 0.085113723521503
1125 => 0.083608276468798
1126 => 0.081395685191684
1127 => 0.081703359579378
1128 => 0.077319637303416
1129 => 0.074931152745721
1130 => 0.074270051699871
1201 => 0.073385999752047
1202 => 0.074369907719751
1203 => 0.077307218768993
1204 => 0.073764198458305
1205 => 0.067689938649607
1206 => 0.068055012014145
1207 => 0.068875223473007
1208 => 0.06734676484566
1209 => 0.065900207028685
1210 => 0.067157871687599
1211 => 0.064584127731102
1212 => 0.069186248133942
1213 => 0.069061773674339
1214 => 0.070777159567301
1215 => 0.071849825569433
1216 => 0.069377677714262
1217 => 0.068755939214085
1218 => 0.069110109720225
1219 => 0.063256460178281
1220 => 0.07029879151587
1221 => 0.070359693889716
1222 => 0.069838210789938
1223 => 0.073588034819617
1224 => 0.081501333121685
1225 => 0.07852403198876
1226 => 0.077371131000689
1227 => 0.075179465379599
1228 => 0.078099729691473
1229 => 0.077875498955541
1230 => 0.076861442530675
1231 => 0.076248138040867
]
'min_raw' => 0.05727617302937
'max_raw' => 0.14696410154421
'avg_raw' => 0.10212013728679
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.057276'
'max' => '$0.146964'
'avg' => '$0.10212'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.035221168140543
'max_diff' => 0.085423798626807
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.001797833623375
]
1 => [
'year' => 2028
'avg' => 0.0030856044125415
]
2 => [
'year' => 2029
'avg' => 0.0084293151289762
]
3 => [
'year' => 2030
'avg' => 0.0065032040686924
]
4 => [
'year' => 2031
'avg' => 0.0063869523286637
]
5 => [
'year' => 2032
'avg' => 0.01119833748002
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.001797833623375
'min' => '$0.001797'
'max_raw' => 0.01119833748002
'max' => '$0.011198'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.01119833748002
]
1 => [
'year' => 2033
'avg' => 0.028803275510076
]
2 => [
'year' => 2034
'avg' => 0.018256900238935
]
3 => [
'year' => 2035
'avg' => 0.021534055698861
]
4 => [
'year' => 2036
'avg' => 0.041797653903114
]
5 => [
'year' => 2037
'avg' => 0.10212013728679
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.01119833748002
'min' => '$0.011198'
'max_raw' => 0.10212013728679
'max' => '$0.10212'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.10212013728679
]
]
]
]
'prediction_2025_max_price' => '$0.003073'
'last_price' => 0.0029806
'sma_50day_nextmonth' => '$0.002655'
'sma_200day_nextmonth' => '$0.006061'
'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' => '$0.002774'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.002659'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.002533'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.002538'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.00303'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.004462'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.007161'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.0028078'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.002712'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.002613'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.002651'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.003221'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.004694'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.013352'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.005758'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.0136068'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.002822'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.002916'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.003588'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.006666'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.047863'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.112071'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.056035'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '60.40'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 125.1
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.002462'
'vwma_10_action' => 'BUY'
'hma_9' => '0.002821'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 277.47
'cci_20_action' => 'SELL'
'adx_14' => 37.99
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.000070'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 76.96
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.001065'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 14
'buy_signals' => 18
'sell_pct' => 43.75
'buy_pct' => 56.25
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767713268
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Smartmall Token para 2026
A previsão de preço para Smartmall Token em 2026 sugere que o preço médio poderia variar entre $0.001029 na extremidade inferior e $0.003073 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Smartmall Token poderia potencialmente ganhar 3.13% até 2026 se SMT atingir a meta de preço prevista.
Previsão de preço de Smartmall Token 2027-2032
A previsão de preço de SMT para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.001797 na extremidade inferior e $0.011198 na extremidade superior. Considerando a volatilidade de preços no mercado, se Smartmall Token atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Smartmall Token | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.000991 | $0.001797 | $0.0026043 |
| 2028 | $0.001789 | $0.003085 | $0.004382 |
| 2029 | $0.00393 | $0.008429 | $0.012928 |
| 2030 | $0.003342 | $0.0065032 | $0.009663 |
| 2031 | $0.003951 | $0.006386 | $0.008822 |
| 2032 | $0.006032 | $0.011198 | $0.016364 |
Previsão de preço de Smartmall Token 2032-2037
A previsão de preço de Smartmall Token para 2032-2037 é atualmente estimada entre $0.011198 na extremidade inferior e $0.10212 na extremidade superior. Comparado ao preço atual, Smartmall Token poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Smartmall Token | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.006032 | $0.011198 | $0.016364 |
| 2033 | $0.014017 | $0.0288032 | $0.043589 |
| 2034 | $0.011269 | $0.018256 | $0.025244 |
| 2035 | $0.013323 | $0.021534 | $0.029744 |
| 2036 | $0.022055 | $0.041797 | $0.06154 |
| 2037 | $0.057276 | $0.10212 | $0.146964 |
Smartmall Token Histograma de preços potenciais
Previsão de preço de Smartmall Token baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Smartmall Token é Altista, com 18 indicadores técnicos mostrando sinais de alta e 14 indicando sinais de baixa. A previsão de preço de SMT 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 Smartmall Token
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Smartmall Token está projetado para aumentar no próximo mês, alcançando $0.006061 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Smartmall Token é esperado para alcançar $0.002655 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 60.40, sugerindo que o mercado de SMT está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de SMT 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 | $0.002774 | BUY |
| SMA 5 | $0.002659 | BUY |
| SMA 10 | $0.002533 | BUY |
| SMA 21 | $0.002538 | BUY |
| SMA 50 | $0.00303 | SELL |
| SMA 100 | $0.004462 | SELL |
| SMA 200 | $0.007161 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.0028078 | BUY |
| EMA 5 | $0.002712 | BUY |
| EMA 10 | $0.002613 | BUY |
| EMA 21 | $0.002651 | BUY |
| EMA 50 | $0.003221 | SELL |
| EMA 100 | $0.004694 | SELL |
| EMA 200 | $0.013352 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.005758 | SELL |
| SMA 50 | $0.0136068 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.006666 | SELL |
| EMA 50 | $0.047863 | SELL |
| EMA 100 | $0.112071 | SELL |
| EMA 200 | $0.056035 | SELL |
Osciladores de Smartmall Token
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 60.40 | NEUTRAL |
| Stoch RSI (14) | 125.1 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 277.47 | SELL |
| Índice Direcional Médio (14) | 37.99 | SELL |
| Oscilador Impressionante (5, 34) | -0.000070 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 76.96 | SELL |
| VWMA (10) | 0.002462 | BUY |
| Média Móvel de Hull (9) | 0.002821 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.001065 | SELL |
Previsão do preço de Smartmall Token com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Smartmall Token
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Smartmall Token por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.004188 | $0.005885 | $0.008269 | $0.01162 | $0.016328 | $0.022944 |
| Amazon.com stock | $0.006219 | $0.012976 | $0.027076 | $0.056497 | $0.117884 | $0.245973 |
| Apple stock | $0.004227 | $0.005996 | $0.0085059 | $0.012065 | $0.017113 | $0.024273 |
| Netflix stock | $0.0047029 | $0.00742 | $0.0117083 | $0.018473 | $0.029148 | $0.045992 |
| Google stock | $0.003859 | $0.004998 | $0.006473 | $0.008382 | $0.010855 | $0.014057 |
| Tesla stock | $0.006756 | $0.015317 | $0.034722 | $0.078713 | $0.178438 | $0.4045068 |
| Kodak stock | $0.002235 | $0.001676 | $0.001256 | $0.000942 | $0.0007068 | $0.00053 |
| Nokia stock | $0.001974 | $0.001308 | $0.000866 | $0.000574 | $0.00038 | $0.000251 |
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 Smartmall Token
Você pode fazer perguntas como: 'Devo investir em Smartmall Token agora?', 'Devo comprar SMT hoje?', 'Smartmall Token será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Smartmall Token regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Smartmall Token, 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 Smartmall Token para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Smartmall Token é de $0.00298 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de Smartmall Token com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Smartmall Token tiver 1% da média anterior do crescimento anual do Bitcoin | $0.003058 | $0.003137 | $0.003219 | $0.0033027 |
| Se Smartmall Token tiver 2% da média anterior do crescimento anual do Bitcoin | $0.003135 | $0.003298 | $0.00347 | $0.00365 |
| Se Smartmall Token tiver 5% da média anterior do crescimento anual do Bitcoin | $0.003367 | $0.0038056 | $0.00430031 | $0.004859 |
| Se Smartmall Token tiver 10% da média anterior do crescimento anual do Bitcoin | $0.003755 | $0.004731 | $0.005961 | $0.00751 |
| Se Smartmall Token tiver 20% da média anterior do crescimento anual do Bitcoin | $0.00453 | $0.006885 | $0.010464 | $0.0159046 |
| Se Smartmall Token tiver 50% da média anterior do crescimento anual do Bitcoin | $0.006854 | $0.015762 | $0.036248 | $0.08336 |
| Se Smartmall Token tiver 100% da média anterior do crescimento anual do Bitcoin | $0.010728 | $0.038614 | $0.138984 | $0.500248 |
Perguntas Frequentes sobre Smartmall Token
SMT é um bom investimento?
A decisão de adquirir Smartmall Token depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Smartmall Token experimentou uma escalada de 9.2996% nas últimas 24 horas, e Smartmall Token registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Smartmall Token dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Smartmall Token pode subir?
Parece que o valor médio de Smartmall Token pode potencialmente subir para $0.003073 até o final deste ano. Observando as perspectivas de Smartmall Token em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.009663. 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 Smartmall Token na próxima semana?
Com base na nossa nova previsão experimental de Smartmall Token, o preço de Smartmall Token aumentará 0.86% na próxima semana e atingirá $0.0030061 até 13 de janeiro de 2026.
Qual será o preço de Smartmall Token no próximo mês?
Com base na nossa nova previsão experimental de Smartmall Token, o preço de Smartmall Token diminuirá -11.62% no próximo mês e atingirá $0.002634 até 5 de fevereiro de 2026.
Até onde o preço de Smartmall Token pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Smartmall Token em 2026, espera-se que SMT fluctue dentro do intervalo de $0.001029 e $0.003073. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Smartmall Token não considera flutuações repentinas e extremas de preço.
Onde estará Smartmall Token em 5 anos?
O futuro de Smartmall Token parece seguir uma tendência de alta, com um preço máximo de $0.009663 projetada após um período de cinco anos. Com base na previsão de Smartmall Token para 2030, o valor de Smartmall Token pode potencialmente atingir seu pico mais alto de aproximadamente $0.009663, enquanto seu pico mais baixo está previsto para cerca de $0.003342.
Quanto será Smartmall Token em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Smartmall Token, espera-se que o valor de SMT em 2026 aumente 3.13% para $0.003073 se o melhor cenário ocorrer. O preço ficará entre $0.003073 e $0.001029 durante 2026.
Quanto será Smartmall Token em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Smartmall Token, o valor de SMT pode diminuir -12.62% para $0.0026043 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.0026043 e $0.000991 ao longo do ano.
Quanto será Smartmall Token em 2028?
Nosso novo modelo experimental de previsão de preços de Smartmall Token sugere que o valor de SMT em 2028 pode aumentar 47.02%, alcançando $0.004382 no melhor cenário. O preço é esperado para variar entre $0.004382 e $0.001789 durante o ano.
Quanto será Smartmall Token em 2029?
Com base no nosso modelo de previsão experimental, o valor de Smartmall Token pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.012928 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.012928 e $0.00393.
Quanto será Smartmall Token em 2030?
Usando nossa nova simulação experimental para previsões de preços de Smartmall Token, espera-se que o valor de SMT em 2030 aumente 224.23%, alcançando $0.009663 no melhor cenário. O preço está previsto para variar entre $0.009663 e $0.003342 ao longo de 2030.
Quanto será Smartmall Token em 2031?
Nossa simulação experimental indica que o preço de Smartmall Token poderia aumentar 195.98% em 2031, potencialmente atingindo $0.008822 sob condições ideais. O preço provavelmente oscilará entre $0.008822 e $0.003951 durante o ano.
Quanto será Smartmall Token em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Smartmall Token, SMT poderia ver um 449.04% aumento em valor, atingindo $0.016364 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.016364 e $0.006032 ao longo do ano.
Quanto será Smartmall Token em 2033?
De acordo com nossa previsão experimental de preços de Smartmall Token, espera-se que o valor de SMT seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.043589. Ao longo do ano, o preço de SMT poderia variar entre $0.043589 e $0.014017.
Quanto será Smartmall Token em 2034?
Os resultados da nossa nova simulação de previsão de preços de Smartmall Token sugerem que SMT pode aumentar 746.96% em 2034, atingindo potencialmente $0.025244 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.025244 e $0.011269.
Quanto será Smartmall Token em 2035?
Com base em nossa previsão experimental para o preço de Smartmall Token, SMT poderia aumentar 897.93%, com o valor potencialmente atingindo $0.029744 em 2035. A faixa de preço esperada para o ano está entre $0.029744 e $0.013323.
Quanto será Smartmall Token em 2036?
Nossa recente simulação de previsão de preços de Smartmall Token sugere que o valor de SMT pode aumentar 1964.7% em 2036, possivelmente atingindo $0.06154 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.06154 e $0.022055.
Quanto será Smartmall Token em 2037?
De acordo com a simulação experimental, o valor de Smartmall Token poderia aumentar 4830.69% em 2037, com um pico de $0.146964 sob condições favoráveis. O preço é esperado para cair entre $0.146964 e $0.057276 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de Smartmall Token?
Traders de Smartmall Token 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 Smartmall Token
Médias móveis são ferramentas populares para a previsão de preço de Smartmall Token. Uma média móvel simples (SMA) calcula o preço médio de fechamento de SMT 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 SMT 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 SMT.
Como ler gráficos de Smartmall Token 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 Smartmall Token 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 SMT 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 Smartmall Token?
A ação de preço de Smartmall Token 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 SMT. A capitalização de mercado de Smartmall Token pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de SMT, grandes detentores de Smartmall Token, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Smartmall Token.
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


