Previsão de Preço Starknet - Projeção STRK
$0.09461
6.2414%
Add to portfolio
Add to favorites
Sentiment
Altista 51.52%
Baixista 48.48%
SMA 50
$0.115485
SMA 200
$0.126065
RSI (14)
52.30
Momentum (10)
0.01
MACD (12, 26)
0
Hull Moving Average (9)
0.092029
Previsão de Preço Starknet até $0.097579 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.032689 | $0.097579 |
| 2027 | $0.031469 | $0.082671 |
| 2028 | $0.056793 | $0.139105 |
| 2029 | $0.124758 | $0.41040045 |
| 2030 | $0.1061021 | $0.306772 |
| 2031 | $0.125445 | $0.280048 |
| 2032 | $0.191483 | $0.519475 |
| 2033 | $0.444965 | $1.38 |
| 2034 | $0.35773 | $0.801361 |
| 2035 | $0.422948 | $0.944203 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Starknet hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.51, com um retorno de 39.55% nos próximos 90 dias.
$
≈ $3,954.51
(39.55% ROI)
Previsão de preço de longo prazo de Starknet para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Starknet'
'name_with_ticker' => 'Starknet <small>STRK</small>'
'name_lang' => 'Starknet'
'name_lang_with_ticker' => 'Starknet <small>STRK</small>'
'name_with_lang' => 'Starknet'
'name_with_lang_with_ticker' => 'Starknet <small>STRK</small>'
'image' => '/uploads/coins/starknet.png?1717094964'
'price_for_sd' => 0.09461
'ticker' => 'STRK'
'marketcap' => '$477.62M'
'low24h' => '$0.08835'
'high24h' => '$0.09551'
'volume24h' => '$90.14M'
'current_supply' => '5.04B'
'max_supply' => '10B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.09461'
'change_24h_pct' => '6.2414%'
'ath_price' => '$4.41'
'ath_days' => 686
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '20 de fev. de 2024'
'ath_pct' => '-97.85%'
'fdv' => '$947.1M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-74.99%'
'change_30d_pct_is_increased' => false
'max_price' => '$4.66'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.095425'
'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' => '$0.083623'
'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' => '$0.032689'
'current_year_max_price_prediction' => '$0.097579'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.1061021'
'grand_prediction_max_price' => '$0.306772'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.096408923431984
107 => 0.09676887935564
108 => 0.097579878431442
109 => 0.090649980123395
110 => 0.093761301012583
111 => 0.095588910543638
112 => 0.087331704193327
113 => 0.095425692123035
114 => 0.090529346011484
115 => 0.088867452600573
116 => 0.091104973140556
117 => 0.090233009210065
118 => 0.089483345826068
119 => 0.089065020776946
120 => 0.090708008915379
121 => 0.090631361554926
122 => 0.087943114070193
123 => 0.084436404813343
124 => 0.085613371543749
125 => 0.085185768496471
126 => 0.083636079891243
127 => 0.084680382901051
128 => 0.080081800955515
129 => 0.072170179731711
130 => 0.077396839051668
131 => 0.077195618353361
201 => 0.077094153752643
202 => 0.081021843777337
203 => 0.080644287008689
204 => 0.079959017776546
205 => 0.0836234943844
206 => 0.082285911128368
207 => 0.086408027549209
208 => 0.08912312002575
209 => 0.088434484749659
210 => 0.090988042347026
211 => 0.085640486480079
212 => 0.087416730032376
213 => 0.087782811366737
214 => 0.083578275311881
215 => 0.080706059965363
216 => 0.080514515947402
217 => 0.075534490352196
218 => 0.078194779827793
219 => 0.08053572447606
220 => 0.079414593654183
221 => 0.079059677128808
222 => 0.080872868684949
223 => 0.081013769197797
224 => 0.077801222572903
225 => 0.078469212744339
226 => 0.081254842803354
227 => 0.078399022014042
228 => 0.072850628716088
301 => 0.071474550465656
302 => 0.071290956260894
303 => 0.067558922907581
304 => 0.071566506594324
305 => 0.069817088918495
306 => 0.075343478395196
307 => 0.072186834364726
308 => 0.072050757749677
309 => 0.071845057987931
310 => 0.068632742712378
311 => 0.069336035604438
312 => 0.071673888292178
313 => 0.07250806046896
314 => 0.07242104947675
315 => 0.071662431538597
316 => 0.072009722945931
317 => 0.070890976318561
318 => 0.070495923599739
319 => 0.069249028551326
320 => 0.067416437293708
321 => 0.067671270348015
322 => 0.064040427543087
323 => 0.062062151679549
324 => 0.061514590993779
325 => 0.06078236996063
326 => 0.061597297307839
327 => 0.064030141821612
328 => 0.061095615181246
329 => 0.056064575089447
330 => 0.05636694917144
331 => 0.057046293958006
401 => 0.055780339442555
402 => 0.054582219737191
403 => 0.055623887614481
404 => 0.053492169604557
405 => 0.057303901895102
406 => 0.057200805218899
407 => 0.05862158330087
408 => 0.059510024992829
409 => 0.057462454529278
410 => 0.056947496094915
411 => 0.057240839822684
412 => 0.052392521433884
413 => 0.058225372252745
414 => 0.058275814988841
415 => 0.057843893657715
416 => 0.060949706649693
417 => 0.067503940790132
418 => 0.065037974263041
419 => 0.064083077489519
420 => 0.062267818025028
421 => 0.064686543482021
422 => 0.064500823104918
423 => 0.063660925127301
424 => 0.063152952209797
425 => 0.064088907885598
426 => 0.063036976943802
427 => 0.062848021241527
428 => 0.061703155271568
429 => 0.061294490208375
430 => 0.060991930865012
501 => 0.060658842756837
502 => 0.061393552123087
503 => 0.059728604040097
504 => 0.057720839868885
505 => 0.057553916002358
506 => 0.058014807473935
507 => 0.057810897307097
508 => 0.057552939758929
509 => 0.057060428548919
510 => 0.056914310993746
511 => 0.057389122161898
512 => 0.056853088036265
513 => 0.057644035587927
514 => 0.057428941618999
515 => 0.056227444193474
516 => 0.054729933549949
517 => 0.054716602564087
518 => 0.054393966352349
519 => 0.053983040628022
520 => 0.053868730492221
521 => 0.055536161251304
522 => 0.058987693020602
523 => 0.058310074746134
524 => 0.058799723394551
525 => 0.061208310121686
526 => 0.061973927413513
527 => 0.061430510394414
528 => 0.060686647662169
529 => 0.06071937384722
530 => 0.063261377985863
531 => 0.063419919665904
601 => 0.063820503343884
602 => 0.064335366575023
603 => 0.061518193829008
604 => 0.060586685264227
605 => 0.060145284828107
606 => 0.058785942328322
607 => 0.060251876673122
608 => 0.059397739507974
609 => 0.059512991793033
610 => 0.059437933591193
611 => 0.059478920444811
612 => 0.057302836438243
613 => 0.058095687078628
614 => 0.056777419113078
615 => 0.055012406289729
616 => 0.055006489347852
617 => 0.055438473735874
618 => 0.055181512518328
619 => 0.054490036488987
620 => 0.05458825739528
621 => 0.053727738903258
622 => 0.054692739920401
623 => 0.054720412696633
624 => 0.054348834741073
625 => 0.055835551952461
626 => 0.056444661207013
627 => 0.056200080636691
628 => 0.056427500782197
629 => 0.058338232844701
630 => 0.058649765541974
701 => 0.058788127787407
702 => 0.058602740708011
703 => 0.056462425456719
704 => 0.056557357539437
705 => 0.055860808904879
706 => 0.055272298709164
707 => 0.055295836030663
708 => 0.055598406772231
709 => 0.056919750946197
710 => 0.059700441862814
711 => 0.059805967050441
712 => 0.059933866656231
713 => 0.059413634682288
714 => 0.059256727740998
715 => 0.059463728497678
716 => 0.060508009804177
717 => 0.0631941848441
718 => 0.062244711181393
719 => 0.061472774314173
720 => 0.06214997105941
721 => 0.062045721928524
722 => 0.061165754351232
723 => 0.061141056592161
724 => 0.059452117468685
725 => 0.058827755130019
726 => 0.058305991227119
727 => 0.057736238666144
728 => 0.057398470249719
729 => 0.057917436050347
730 => 0.058036129669174
731 => 0.05690140187613
801 => 0.056746742670901
802 => 0.057673385881502
803 => 0.057265604753257
804 => 0.057685017756142
805 => 0.057782325170469
806 => 0.057766656435583
807 => 0.057340886104331
808 => 0.057612259416817
809 => 0.05697038063251
810 => 0.056272433861653
811 => 0.055827187305466
812 => 0.055438650631808
813 => 0.055654233360237
814 => 0.054885720297236
815 => 0.05463985750127
816 => 0.05752032424464
817 => 0.059648155998202
818 => 0.059617216481792
819 => 0.059428880132639
820 => 0.059149050520432
821 => 0.060487538525093
822 => 0.060021236068182
823 => 0.060360510066458
824 => 0.060446869538305
825 => 0.060708253649775
826 => 0.060801676002902
827 => 0.060519288765756
828 => 0.059571562707198
829 => 0.05720991947636
830 => 0.056110568177271
831 => 0.055747763937428
901 => 0.055760951182483
902 => 0.055397188093412
903 => 0.055504332625862
904 => 0.055359927597565
905 => 0.0550864594093
906 => 0.055637347470225
907 => 0.055700832187369
908 => 0.055572248331327
909 => 0.055602534484229
910 => 0.054537915075085
911 => 0.05461885577653
912 => 0.054168167665435
913 => 0.054083669077731
914 => 0.052944368778786
915 => 0.050925933154986
916 => 0.052044342424858
917 => 0.050693461298994
918 => 0.05018186214744
919 => 0.052603692960905
920 => 0.052360608318363
921 => 0.051944553076687
922 => 0.051329120660737
923 => 0.051100850791119
924 => 0.049713955324783
925 => 0.049632010141832
926 => 0.050319392984276
927 => 0.050002189453887
928 => 0.049556715562851
929 => 0.04794325428648
930 => 0.046129189613169
1001 => 0.046183944822852
1002 => 0.046760965043559
1003 => 0.048438729157044
1004 => 0.047783197692292
1005 => 0.047307602093257
1006 => 0.047218537333909
1007 => 0.048333369266852
1008 => 0.049911090016478
1009 => 0.05065132129269
1010 => 0.049917774579122
1011 => 0.049075115611535
1012 => 0.049126404358386
1013 => 0.049467605413425
1014 => 0.049503460819986
1015 => 0.048954976458828
1016 => 0.049109371593729
1017 => 0.048874831265628
1018 => 0.047435457705001
1019 => 0.047409424001593
1020 => 0.047056178516781
1021 => 0.047045482383889
1022 => 0.046444523693009
1023 => 0.046360445417923
1024 => 0.045167205461594
1025 => 0.045952599614313
1026 => 0.045425798451713
1027 => 0.044631784839843
1028 => 0.044494896593875
1029 => 0.044490781567904
1030 => 0.045306056009099
1031 => 0.045943072657792
1101 => 0.04543496238348
1102 => 0.045319275523323
1103 => 0.046554508528293
1104 => 0.046397313869012
1105 => 0.046261184307871
1106 => 0.049769822427942
1107 => 0.046992461573459
1108 => 0.045781373714689
1109 => 0.044282422510115
1110 => 0.044770488580693
1111 => 0.044873331272946
1112 => 0.041268623832207
1113 => 0.039806194472438
1114 => 0.039304343826652
1115 => 0.039015521684876
1116 => 0.039147141561684
1117 => 0.037830783612036
1118 => 0.03871539792475
1119 => 0.037575543209323
1120 => 0.037384442856873
1121 => 0.039422644288961
1122 => 0.039706248111236
1123 => 0.03849630609661
1124 => 0.039273284741819
1125 => 0.038991541484255
1126 => 0.037595082746837
1127 => 0.037541748294723
1128 => 0.036841054388185
1129 => 0.035744604105529
1130 => 0.035243496904667
1201 => 0.034982515923645
1202 => 0.035090201762832
1203 => 0.035035752507298
1204 => 0.034680434284042
1205 => 0.035056118931935
1206 => 0.034096399900183
1207 => 0.033714232048758
1208 => 0.033541615696496
1209 => 0.032689809816451
1210 => 0.034045411771398
1211 => 0.034312482433946
1212 => 0.034580079308201
1213 => 0.03690932740245
1214 => 0.036792964750048
1215 => 0.037844826456851
1216 => 0.037803953045174
1217 => 0.037503945047364
1218 => 0.036238260653524
1219 => 0.036742739894253
1220 => 0.035190031204768
1221 => 0.036353426128858
1222 => 0.035822501270037
1223 => 0.036173919900028
1224 => 0.035542037517163
1225 => 0.035891747317625
1226 => 0.034375814795704
1227 => 0.03296025833648
1228 => 0.033529919578341
1229 => 0.034149206496909
1230 => 0.035491978327736
1231 => 0.034692234502922
]
'min_raw' => 0.032689809816451
'max_raw' => 0.097579878431442
'avg_raw' => 0.065134844123946
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.032689'
'max' => '$0.097579'
'avg' => '$0.065134'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.061926190183549
'max_diff' => 0.0029638784314415
'year' => 2026
]
1 => [
'items' => [
101 => 0.034979852623987
102 => 0.034016380065111
103 => 0.03202846097382
104 => 0.03203971237999
105 => 0.031733914336966
106 => 0.031469660180548
107 => 0.034784094701645
108 => 0.03437189237549
109 => 0.03371510191647
110 => 0.034594242045684
111 => 0.034826700649678
112 => 0.034833318419336
113 => 0.035474716363719
114 => 0.035817030561613
115 => 0.035877364922667
116 => 0.036886618446474
117 => 0.037224906915278
118 => 0.038618269241907
119 => 0.035787987593538
120 => 0.035729699805509
121 => 0.034606613350193
122 => 0.033894334164938
123 => 0.034655383715389
124 => 0.035329569723465
125 => 0.03462756218875
126 => 0.034719229552596
127 => 0.033776841793365
128 => 0.034113701073824
129 => 0.034403849666002
130 => 0.034243646667548
131 => 0.034003815024948
201 => 0.035274294159119
202 => 0.035202608747321
203 => 0.03638570812525
204 => 0.037308018694593
205 => 0.038960964117592
206 => 0.037236029398699
207 => 0.037173165921548
208 => 0.037787666494318
209 => 0.037224812838442
210 => 0.037580516919908
211 => 0.038903654690904
212 => 0.038931610507032
213 => 0.038463314567854
214 => 0.038434818717397
215 => 0.038524760075112
216 => 0.039051549416518
217 => 0.038867473034029
218 => 0.039080490884089
219 => 0.039346872967434
220 => 0.040448742207811
221 => 0.040714399151305
222 => 0.040068990505947
223 => 0.040127263680289
224 => 0.039885863130062
225 => 0.039652673223282
226 => 0.040176850079071
227 => 0.041134793585748
228 => 0.04112883426891
301 => 0.041351058542698
302 => 0.041489502424263
303 => 0.040895199937472
304 => 0.040508330871679
305 => 0.040656681088623
306 => 0.040893896316162
307 => 0.040579755387439
308 => 0.038640732051122
309 => 0.03922890786607
310 => 0.039131006650135
311 => 0.038991583413448
312 => 0.039582998743608
313 => 0.039525955292247
314 => 0.03781728245863
315 => 0.037926666149662
316 => 0.037823934443171
317 => 0.038155881603773
318 => 0.037206886602412
319 => 0.037498791073252
320 => 0.037681870820928
321 => 0.037789706198794
322 => 0.038179281527058
323 => 0.038133569358748
324 => 0.038176439994493
325 => 0.038754077362234
326 => 0.041675568947063
327 => 0.041834579288118
328 => 0.041051554213466
329 => 0.041364357286303
330 => 0.040763843788968
331 => 0.04116697252282
401 => 0.041442782964161
402 => 0.040196448615037
403 => 0.040122648783525
404 => 0.039519656753373
405 => 0.039843670515162
406 => 0.039328141322741
407 => 0.039454634154116
408 => 0.039100949170146
409 => 0.039737511723314
410 => 0.040449287569576
411 => 0.040629110257222
412 => 0.04015607418456
413 => 0.039813564893357
414 => 0.039212231407579
415 => 0.040212262396019
416 => 0.040504701932431
417 => 0.040210726335629
418 => 0.040142605766357
419 => 0.040013517410676
420 => 0.040169992471254
421 => 0.040503109243911
422 => 0.040346017525627
423 => 0.040449779373153
424 => 0.040054346209135
425 => 0.040895396676324
426 => 0.042231187228038
427 => 0.042235482013085
428 => 0.042078389448019
429 => 0.042014110555
430 => 0.042175297059932
501 => 0.042262734126642
502 => 0.042783981727044
503 => 0.043343301169695
504 => 0.045953400958359
505 => 0.045220495382186
506 => 0.04753633119022
507 => 0.049367856640731
508 => 0.049917051040438
509 => 0.049411818034301
510 => 0.047683443212456
511 => 0.047598640898049
512 => 0.050181562582912
513 => 0.049451768901631
514 => 0.049364962265426
515 => 0.04844148631834
516 => 0.048987374977789
517 => 0.048867981120264
518 => 0.048679512075214
519 => 0.049721029610509
520 => 0.051670657459669
521 => 0.051366789675883
522 => 0.051139966471308
523 => 0.050146093216101
524 => 0.050744626905364
525 => 0.050531500522775
526 => 0.051447226715721
527 => 0.050904770804839
528 => 0.049446239996723
529 => 0.049678515835296
530 => 0.04964340780957
531 => 0.050365928491232
601 => 0.050149045716663
602 => 0.049601057966991
603 => 0.051663993843632
604 => 0.051530038262456
605 => 0.051719956650055
606 => 0.051803564597698
607 => 0.053059237312802
608 => 0.053573646247135
609 => 0.053690426081224
610 => 0.054179074783026
611 => 0.053678268056375
612 => 0.055681852032124
613 => 0.057014118463631
614 => 0.05856161448163
615 => 0.060822922091643
616 => 0.061673194671273
617 => 0.061519600540258
618 => 0.063234098162223
619 => 0.066315012277754
620 => 0.062142341369713
621 => 0.066536173967917
622 => 0.065145137296562
623 => 0.061847014372461
624 => 0.061634654138464
625 => 0.06386818127466
626 => 0.068821929493721
627 => 0.067581071749793
628 => 0.068823959092465
629 => 0.06737406498739
630 => 0.067302065524406
701 => 0.068753540972006
702 => 0.07214499247113
703 => 0.070533840990554
704 => 0.068223860272599
705 => 0.069929514087457
706 => 0.068451918902218
707 => 0.065122483397025
708 => 0.067580122889262
709 => 0.065936769350346
710 => 0.066416387278481
711 => 0.069870471986892
712 => 0.069454867376402
713 => 0.069992698226327
714 => 0.069043440853693
715 => 0.068156684783504
716 => 0.066501488727126
717 => 0.066011466775012
718 => 0.066146891213433
719 => 0.066011399665385
720 => 0.065085332683879
721 => 0.064885348607394
722 => 0.06455203305175
723 => 0.064655341479925
724 => 0.064028610720408
725 => 0.065211381152799
726 => 0.065430913767589
727 => 0.066291635453414
728 => 0.066380998434171
729 => 0.068778096077589
730 => 0.067457814977184
731 => 0.068343573526922
801 => 0.06826434294515
802 => 0.06191849469701
803 => 0.06279289659571
804 => 0.064153191547657
805 => 0.063540380515641
806 => 0.062674009092068
807 => 0.061974367715637
808 => 0.060914339488339
809 => 0.062406308862222
810 => 0.064368089935623
811 => 0.066430752439624
812 => 0.068908906287181
813 => 0.068355811197297
814 => 0.066384425077212
815 => 0.066472860018461
816 => 0.067019530027392
817 => 0.066311542695618
818 => 0.066102743409923
819 => 0.066990844211869
820 => 0.066996960074
821 => 0.066182335085667
822 => 0.065277028485933
823 => 0.065273235218225
824 => 0.065112144653026
825 => 0.067402722641074
826 => 0.068662308930945
827 => 0.068806718469154
828 => 0.068652589018429
829 => 0.068711907326834
830 => 0.067978981817848
831 => 0.069654232189081
901 => 0.071191607594815
902 => 0.070779558144844
903 => 0.070161837443055
904 => 0.069669793150621
905 => 0.070663648146939
906 => 0.070619393348425
907 => 0.071178179961823
908 => 0.071152830173332
909 => 0.070964931252274
910 => 0.070779564855306
911 => 0.071514521666415
912 => 0.071302865907861
913 => 0.071090881389453
914 => 0.070665713984579
915 => 0.070723501296184
916 => 0.070105887252584
917 => 0.069820150735919
918 => 0.065523359103042
919 => 0.06437511597702
920 => 0.064736376639111
921 => 0.0648553130292
922 => 0.064355596149242
923 => 0.065072061788368
924 => 0.064960401377435
925 => 0.06539480671722
926 => 0.06512340912061
927 => 0.065134547372642
928 => 0.065932669836203
929 => 0.066164368182831
930 => 0.066046524533701
1001 => 0.066129058186108
1002 => 0.06803101137054
1003 => 0.067760614448753
1004 => 0.067616971473264
1005 => 0.067656761559148
1006 => 0.068142751376106
1007 => 0.068278801990794
1008 => 0.067702345976254
1009 => 0.067974205965164
1010 => 0.069131751293772
1011 => 0.069536826647394
1012 => 0.070829632728954
1013 => 0.070280425727711
1014 => 0.071288518947614
1015 => 0.07438705382129
1016 => 0.076862377880687
1017 => 0.074585967578572
1018 => 0.079131584983037
1019 => 0.082671000162502
1020 => 0.08253515151271
1021 => 0.081917972608022
1022 => 0.077888442526422
1023 => 0.074180408868425
1024 => 0.077282336474765
1025 => 0.077290243926151
1026 => 0.077023785593803
1027 => 0.075368835776159
1028 => 0.076966196927461
1029 => 0.077092989654887
1030 => 0.077022019444436
1031 => 0.075753173299483
1101 => 0.073815879758106
1102 => 0.074194422278866
1103 => 0.074814482649928
1104 => 0.073640579009363
1105 => 0.073265445666872
1106 => 0.073962889922601
1107 => 0.076210200632839
1108 => 0.075785359560853
1109 => 0.075774265243546
1110 => 0.077591915510154
1111 => 0.076290870192741
1112 => 0.074199196912313
1113 => 0.073671021823224
1114 => 0.071796356078331
1115 => 0.073091194385659
1116 => 0.073137793311184
1117 => 0.072428623603187
1118 => 0.07425674212566
1119 => 0.074239895691642
1120 => 0.075975422149196
1121 => 0.079293096902071
1122 => 0.078311897224787
1123 => 0.077170868754326
1124 => 0.077294930186353
1125 => 0.078655577885981
1126 => 0.07783289922622
1127 => 0.078128740208189
1128 => 0.078655130095222
1129 => 0.078972714183595
1130 => 0.077249234723378
1201 => 0.076847409217649
1202 => 0.076025415254516
1203 => 0.075810972372778
1204 => 0.076480469304283
1205 => 0.076304080516507
1206 => 0.073133876851933
1207 => 0.072802572930139
1208 => 0.072812733548427
1209 => 0.071979654084432
1210 => 0.070709007939858
1211 => 0.074048190141459
1212 => 0.073780007078845
1213 => 0.07348395373344
1214 => 0.073520218578996
1215 => 0.074969644397325
1216 => 0.074128904224936
1217 => 0.076364149767838
1218 => 0.075904650481849
1219 => 0.075433366773023
1220 => 0.075368221008811
1221 => 0.075186816988949
1222 => 0.074564715107383
1223 => 0.073813489702863
1224 => 0.073317465620769
1225 => 0.067631486488591
1226 => 0.068686771141704
1227 => 0.069900779942888
1228 => 0.070319850916222
1229 => 0.069603001017506
1230 => 0.074593020710636
1231 => 0.075504745393596
]
'min_raw' => 0.031469660180548
'max_raw' => 0.082671000162502
'avg_raw' => 0.057070330171525
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.031469'
'max' => '$0.082671'
'avg' => '$0.05707'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0012201496359025
'max_diff' => -0.01490887826894
'year' => 2027
]
2 => [
'items' => [
101 => 0.072743071858578
102 => 0.072226475498564
103 => 0.074626888681994
104 => 0.073179146093808
105 => 0.073831064492622
106 => 0.072421973494686
107 => 0.075285137615886
108 => 0.075263325102395
109 => 0.074149489591753
110 => 0.075090895738131
111 => 0.07492730325333
112 => 0.073669785705072
113 => 0.07532500316516
114 => 0.075325824132369
115 => 0.074253781670249
116 => 0.073001870774764
117 => 0.072778058675467
118 => 0.072609446323571
119 => 0.073789596190181
120 => 0.07484771487035
121 => 0.076816611404278
122 => 0.077311638772735
123 => 0.079243763547662
124 => 0.078093277317641
125 => 0.078603272962119
126 => 0.079156945377488
127 => 0.079422396294044
128 => 0.078989858270397
129 => 0.081991243340144
130 => 0.082244652200093
131 => 0.082329617998855
201 => 0.081317567840439
202 => 0.082216505254402
203 => 0.081795922208087
204 => 0.082890162453263
205 => 0.083061753295667
206 => 0.082916421956672
207 => 0.082970887598428
208 => 0.080409734922008
209 => 0.080276925644579
210 => 0.078466061723117
211 => 0.079204002156343
212 => 0.077824457886832
213 => 0.078261925585574
214 => 0.078454757178835
215 => 0.078354032897612
216 => 0.07924572420124
217 => 0.078487604432658
218 => 0.07648680171694
219 => 0.07448545388386
220 => 0.074460328592079
221 => 0.073933409034352
222 => 0.073552542704247
223 => 0.073625911071384
224 => 0.073884470766762
225 => 0.073537514744716
226 => 0.073611555403136
227 => 0.074841123663243
228 => 0.075087704808927
229 => 0.074249725730418
301 => 0.070885118810397
302 => 0.070059435832747
303 => 0.070652920383077
304 => 0.070369272993319
305 => 0.056793495402184
306 => 0.059982922974866
307 => 0.058087873413905
308 => 0.058961199438634
309 => 0.057026844557597
310 => 0.057950020095053
311 => 0.057779543282258
312 => 0.062908048437107
313 => 0.062827973883143
314 => 0.062866301334674
315 => 0.061036832211416
316 => 0.063951226200266
317 => 0.065386961477392
318 => 0.065121245088453
319 => 0.065188120178915
320 => 0.064038984557019
321 => 0.06287742747938
322 => 0.061589081917927
323 => 0.063982668726783
324 => 0.063716542733528
325 => 0.064326940012946
326 => 0.065879352155608
327 => 0.066107950740655
328 => 0.066415189557177
329 => 0.066305066312202
330 => 0.068928648780646
331 => 0.068610915632763
401 => 0.069376561101096
402 => 0.067801570283074
403 => 0.066019318672981
404 => 0.066358066437864
405 => 0.066325442304069
406 => 0.06591009963661
407 => 0.065535146847655
408 => 0.064910956096336
409 => 0.066885987996357
410 => 0.066805805308048
411 => 0.068103869829592
412 => 0.067874424316683
413 => 0.066342131026635
414 => 0.066396857181256
415 => 0.066764916871575
416 => 0.068038775662199
417 => 0.068416943682177
418 => 0.068241761187933
419 => 0.068656405157813
420 => 0.068984122845209
421 => 0.068697561453719
422 => 0.072754666452716
423 => 0.071069873596759
424 => 0.071891029912039
425 => 0.0720868708547
426 => 0.071585228398166
427 => 0.071694016684519
428 => 0.071858801295309
429 => 0.072859341183893
430 => 0.075485047360087
501 => 0.076647954751737
502 => 0.080146619016356
503 => 0.076551391481313
504 => 0.076338065557914
505 => 0.076968280641511
506 => 0.079022366936066
507 => 0.080687010947288
508 => 0.081239269401427
509 => 0.081312259472935
510 => 0.082348333046348
511 => 0.082942191097
512 => 0.082222526463095
513 => 0.081612686037889
514 => 0.07942831333098
515 => 0.079681160419654
516 => 0.081423026124226
517 => 0.083883514027311
518 => 0.085994868618292
519 => 0.085255545828667
520 => 0.090896056832957
521 => 0.091455290459611
522 => 0.091378022454596
523 => 0.092652039881236
524 => 0.090123374738492
525 => 0.08904232139939
526 => 0.081744540459802
527 => 0.08379491923121
528 => 0.086775265189974
529 => 0.086380805226608
530 => 0.084216398326477
531 => 0.085993226721571
601 => 0.085405751687592
602 => 0.084942385753931
603 => 0.087065154923938
604 => 0.084731083022964
605 => 0.08675198103729
606 => 0.084160158430404
607 => 0.085258922992894
608 => 0.084635211085963
609 => 0.085038829129003
610 => 0.082679286296658
611 => 0.083952438334327
612 => 0.082626318986155
613 => 0.082625690232918
614 => 0.082596416074807
615 => 0.084156589607018
616 => 0.084207466809891
617 => 0.083054496212296
618 => 0.082888335136397
619 => 0.083502719722542
620 => 0.082783436279744
621 => 0.083119984475513
622 => 0.082793629981747
623 => 0.082720160711123
624 => 0.082134745063025
625 => 0.081882531905485
626 => 0.081981431183289
627 => 0.081643836962073
628 => 0.081440424232474
629 => 0.082555952163066
630 => 0.081959970590019
701 => 0.082464609439417
702 => 0.081889509780028
703 => 0.079895963801588
704 => 0.078749454428021
705 => 0.074983830876558
706 => 0.076051757044511
707 => 0.076759793198714
708 => 0.076525787253974
709 => 0.077028522571555
710 => 0.077059386437008
711 => 0.076895942060482
712 => 0.076706694410987
713 => 0.076614579121264
714 => 0.077301131022217
715 => 0.077699697508994
716 => 0.07683085409909
717 => 0.07662729624456
718 => 0.077505744902133
719 => 0.07804159807579
720 => 0.081998036840178
721 => 0.081704931077383
722 => 0.082440569022897
723 => 0.082357747479517
724 => 0.08312881324273
725 => 0.084389179888879
726 => 0.081826502093201
727 => 0.0822712943478
728 => 0.082162241558726
729 => 0.083352851314664
730 => 0.083356568268362
731 => 0.082642738244309
801 => 0.083029717080918
802 => 0.082813716110532
803 => 0.083204059058301
804 => 0.081701016471223
805 => 0.083531560098863
806 => 0.08456936037811
807 => 0.084583770235994
808 => 0.085075679331864
809 => 0.085575487462722
810 => 0.08653482564579
811 => 0.085548732041478
812 => 0.083774845641599
813 => 0.083902914510052
814 => 0.082862885562842
815 => 0.082880368637341
816 => 0.082787042615491
817 => 0.083067121032318
818 => 0.081762477933541
819 => 0.08206867506114
820 => 0.081639997289413
821 => 0.082270362486044
822 => 0.081592193737569
823 => 0.082162188970169
824 => 0.082408180016918
825 => 0.08331589227523
826 => 0.081458123898978
827 => 0.077670008419938
828 => 0.078466316220093
829 => 0.077288514435036
830 => 0.07739752447445
831 => 0.077617742102887
901 => 0.076903944718399
902 => 0.077040114765019
903 => 0.07703524981274
904 => 0.076993326282258
905 => 0.07680764001439
906 => 0.076538358189072
907 => 0.077611094100562
908 => 0.077793372835555
909 => 0.078198555883887
910 => 0.079404105797437
911 => 0.079283642932248
912 => 0.079480122863327
913 => 0.079051208276971
914 => 0.077417420591955
915 => 0.077506143123641
916 => 0.076399771731834
917 => 0.078170263479937
918 => 0.077750987664637
919 => 0.077480677818962
920 => 0.077406921273167
921 => 0.078615459511772
922 => 0.078977073094279
923 => 0.078751739776645
924 => 0.078289574568157
925 => 0.079177068395334
926 => 0.079414524303128
927 => 0.079467681923846
928 => 0.081040150825541
929 => 0.0795555654675
930 => 0.07991291991869
1001 => 0.082700897335547
1002 => 0.080172586533043
1003 => 0.081511889153188
1004 => 0.081446337259327
1005 => 0.082131479160264
1006 => 0.081390135625656
1007 => 0.08139932546726
1008 => 0.082007685059759
1009 => 0.081153353730325
1010 => 0.080941809278668
1011 => 0.080649562133815
1012 => 0.081287673082954
1013 => 0.081670191737688
1014 => 0.084753011165845
1015 => 0.08674465311008
1016 => 0.086658190680699
1017 => 0.087448295434357
1018 => 0.087092346006304
1019 => 0.085942891408405
1020 => 0.087904870245963
1021 => 0.087284018049079
1022 => 0.087335200349854
1023 => 0.087333295342063
1024 => 0.087746107777151
1025 => 0.087453592333187
1026 => 0.086877014367041
1027 => 0.087259773728736
1028 => 0.088396432193994
1029 => 0.091924654947094
1030 => 0.093899095142463
1031 => 0.091805791168153
1101 => 0.093249724219175
1102 => 0.092383878914514
1103 => 0.09222652906599
1104 => 0.093133425727847
1105 => 0.094041909792256
1106 => 0.093984043284838
1107 => 0.093324530505249
1108 => 0.092951988470577
1109 => 0.095773001567853
1110 => 0.097851475963222
1111 => 0.097709737943727
1112 => 0.098335323466104
1113 => 0.10017206190844
1114 => 0.10033999025285
1115 => 0.10031883514124
1116 => 0.099902607218107
1117 => 0.10171111474521
1118 => 0.10321980354198
1119 => 0.099806262479883
1120 => 0.1011060942298
1121 => 0.1016896305803
1122 => 0.10254643507026
1123 => 0.10399200786194
1124 => 0.10556228333295
1125 => 0.10578433750175
1126 => 0.10562677944272
1127 => 0.10459114055832
1128 => 0.10630935471598
1129 => 0.10731584427246
1130 => 0.10791518577024
1201 => 0.10943501608769
1202 => 0.10169323430214
1203 => 0.096213216362803
1204 => 0.095357432429157
1205 => 0.097097702710266
1206 => 0.097556598104999
1207 => 0.097371617946788
1208 => 0.091203359534633
1209 => 0.095324957825168
1210 => 0.099759451031955
1211 => 0.09992979797607
1212 => 0.10214979799627
1213 => 0.10287272100372
1214 => 0.10466011200203
1215 => 0.10454831020843
1216 => 0.10498351147292
1217 => 0.10488346623885
1218 => 0.10819423168365
1219 => 0.11184649762268
1220 => 0.11172003126671
1221 => 0.11119497482632
1222 => 0.11197477317572
1223 => 0.11574430302541
1224 => 0.11539726512234
1225 => 0.11573438288456
1226 => 0.12017887101874
1227 => 0.12595733781423
1228 => 0.12327265983914
1229 => 0.12909763854981
1230 => 0.13276415387932
1231 => 0.13910501301694
]
'min_raw' => 0.056793495402184
'max_raw' => 0.13910501301694
'avg_raw' => 0.097949254209564
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.056793'
'max' => '$0.139105'
'avg' => '$0.097949'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.025323835221636
'max_diff' => 0.056434012854442
'year' => 2028
]
3 => [
'items' => [
101 => 0.13831110622352
102 => 0.14077955615443
103 => 0.13688984736995
104 => 0.12795828976095
105 => 0.1265448365807
106 => 0.1293746056419
107 => 0.13633131675404
108 => 0.12915551405215
109 => 0.13060716959296
110 => 0.13018909269955
111 => 0.13016681515861
112 => 0.13101705828688
113 => 0.12978373628362
114 => 0.12475896057194
115 => 0.12706178566941
116 => 0.12617255430853
117 => 0.12715922280002
118 => 0.13248386571552
119 => 0.13012971415895
120 => 0.12764980672983
121 => 0.13076016098145
122 => 0.13472071077745
123 => 0.13447286668901
124 => 0.13399194556664
125 => 0.13670287275321
126 => 0.1411805302383
127 => 0.14239082306383
128 => 0.14328423648429
129 => 0.14340742310063
130 => 0.14467632180897
131 => 0.13785313365058
201 => 0.14868170848984
202 => 0.15055150423123
203 => 0.15020006012695
204 => 0.15227825940047
205 => 0.15166680045537
206 => 0.1507808923789
207 => 0.1540752802731
208 => 0.15029853039579
209 => 0.14493790942453
210 => 0.14199696673864
211 => 0.1458698373065
212 => 0.14823486421774
213 => 0.1497979965621
214 => 0.15027099946504
215 => 0.13838279832419
216 => 0.13197571725914
217 => 0.13608258276451
218 => 0.14109324212177
219 => 0.13782529918486
220 => 0.13795339636095
221 => 0.13329416853322
222 => 0.14150548039996
223 => 0.14030916132897
224 => 0.14651566678547
225 => 0.14503443444796
226 => 0.15009559871258
227 => 0.14876282454362
228 => 0.15429509560457
301 => 0.15650206831104
302 => 0.16020791897309
303 => 0.16293395780561
304 => 0.16453473994888
305 => 0.16443863499338
306 => 0.17078173135152
307 => 0.16704142904003
308 => 0.16234272781524
309 => 0.16225774313429
310 => 0.16469126707973
311 => 0.16979126566467
312 => 0.17111362109578
313 => 0.17185263738273
314 => 0.17072080821393
315 => 0.16666097812469
316 => 0.16490796407596
317 => 0.16640158283518
318 => 0.16457501544078
319 => 0.16772818320781
320 => 0.17205815603225
321 => 0.17116403376657
322 => 0.17415295044643
323 => 0.17724616476688
324 => 0.18166960017007
325 => 0.1828260499838
326 => 0.18473761755005
327 => 0.18670524849296
328 => 0.18733719852268
329 => 0.18854378721199
330 => 0.18853742789401
331 => 0.19217356412205
401 => 0.19618433498334
402 => 0.19769830813392
403 => 0.20117960591271
404 => 0.19521800546576
405 => 0.1997399478867
406 => 0.20381885314195
407 => 0.19895581414311
408 => 0.20565838046024
409 => 0.20591862592199
410 => 0.20984802341681
411 => 0.20586482627434
412 => 0.20349961652596
413 => 0.21032788844628
414 => 0.21363187413998
415 => 0.21263668676031
416 => 0.20506326166257
417 => 0.2006552034162
418 => 0.18911846473453
419 => 0.202784230053
420 => 0.20944042570378
421 => 0.20504602372386
422 => 0.20726230447543
423 => 0.2193536136246
424 => 0.2239572012943
425 => 0.22299968724051
426 => 0.22316149135358
427 => 0.22564550369913
428 => 0.23666098240988
429 => 0.2300602522296
430 => 0.23510626312778
501 => 0.23778264911343
502 => 0.24026862557351
503 => 0.23416385308848
504 => 0.22622163378237
505 => 0.22370599953644
506 => 0.20460908705115
507 => 0.2036150098226
508 => 0.2030570041506
509 => 0.19953885732007
510 => 0.19677455761279
511 => 0.1945762838537
512 => 0.18880735704972
513 => 0.19075420049744
514 => 0.18155973524051
515 => 0.18744202828005
516 => 0.17276743972186
517 => 0.18498887313088
518 => 0.17833730256674
519 => 0.18280365330714
520 => 0.18278807063016
521 => 0.17456410285929
522 => 0.16982068987888
523 => 0.17284337724639
524 => 0.17608393804559
525 => 0.1766097081327
526 => 0.18081117979615
527 => 0.18198372022709
528 => 0.17843086798067
529 => 0.17246334149138
530 => 0.17384946179005
531 => 0.16979260019527
601 => 0.16268310629534
602 => 0.16778926893412
603 => 0.16953273736113
604 => 0.1703027523417
605 => 0.163311381622
606 => 0.16111454115183
607 => 0.15994496171879
608 => 0.17156084332534
609 => 0.17219718754112
610 => 0.1689415605632
611 => 0.18365730321461
612 => 0.18032667743311
613 => 0.18404780245417
614 => 0.17372368590157
615 => 0.17411808105715
616 => 0.16923047882984
617 => 0.17196720948743
618 => 0.17003297646759
619 => 0.1717461086952
620 => 0.17277295308892
621 => 0.17765975330879
622 => 0.18504467253961
623 => 0.17692982831637
624 => 0.1733940744816
625 => 0.17558763627486
626 => 0.1814293803945
627 => 0.19027992176914
628 => 0.18504022314161
629 => 0.18736551241666
630 => 0.18787348467834
701 => 0.18400992489458
702 => 0.1904223767293
703 => 0.19385886176219
704 => 0.19738398432555
705 => 0.20044474947563
706 => 0.19597597285464
707 => 0.20075820441306
708 => 0.19690456995448
709 => 0.19344746146372
710 => 0.19345270447027
711 => 0.19128400981372
712 => 0.18708189064355
713 => 0.1863069553965
714 => 0.19033826641521
715 => 0.19357099608564
716 => 0.19383725918503
717 => 0.19562706443423
718 => 0.19668625274424
719 => 0.20706773807908
720 => 0.2112432573609
721 => 0.21634900330018
722 => 0.2183379790876
723 => 0.22432408312046
724 => 0.21948981794633
725 => 0.21844389426695
726 => 0.20392356392295
727 => 0.20630126720333
728 => 0.21010819956947
729 => 0.20398633883548
730 => 0.2078692504131
731 => 0.20863581940983
801 => 0.2037783203503
802 => 0.20637292047814
803 => 0.19948243178392
804 => 0.18519486636361
805 => 0.19043828287393
806 => 0.19429920234043
807 => 0.18878919421379
808 => 0.19866567051403
809 => 0.19289603695128
810 => 0.19106734010315
811 => 0.18393294172107
812 => 0.18730010312923
813 => 0.19185423714688
814 => 0.18904031179888
815 => 0.194879629409
816 => 0.20314966043405
817 => 0.20904337703137
818 => 0.20949582340914
819 => 0.20570655848541
820 => 0.21177887970845
821 => 0.21182310993926
822 => 0.20497350679351
823 => 0.20077816300548
824 => 0.19982497206977
825 => 0.20220622991128
826 => 0.20509751653533
827 => 0.20965626969444
828 => 0.21241102875206
829 => 0.21959397936302
830 => 0.22153747984701
831 => 0.22367279764639
901 => 0.22652624073398
902 => 0.22995253076842
903 => 0.22245600323186
904 => 0.22275385424616
905 => 0.2157731916006
906 => 0.20831335243554
907 => 0.21397444047974
908 => 0.22137556003456
909 => 0.21967773503117
910 => 0.21948669503488
911 => 0.21980797131857
912 => 0.2185278667118
913 => 0.21273800101827
914 => 0.20983036671345
915 => 0.21358195678329
916 => 0.21557575994134
917 => 0.21866797476158
918 => 0.21828679401625
919 => 0.22625200731354
920 => 0.22934704834533
921 => 0.22855520440512
922 => 0.22870092274691
923 => 0.23430434669652
924 => 0.24053650656052
925 => 0.24637374667908
926 => 0.25231163804298
927 => 0.24515327824396
928 => 0.24151870460427
929 => 0.24526865684724
930 => 0.24327887940272
1001 => 0.25471273080527
1002 => 0.2555043858687
1003 => 0.26693741047365
1004 => 0.27778871224299
1005 => 0.27097320402294
1006 => 0.27739992129722
1007 => 0.2843509400073
1008 => 0.2977605828612
1009 => 0.29324468690493
1010 => 0.28978558137554
1011 => 0.28651674336454
1012 => 0.29331867635201
1013 => 0.30206925447685
1014 => 0.30395404519294
1015 => 0.30700812619849
1016 => 0.30379713345642
1017 => 0.30766442053499
1018 => 0.32131764329442
1019 => 0.31762842198449
1020 => 0.31238913465247
1021 => 0.32316704275158
1022 => 0.3270675257946
1023 => 0.35444315848928
1024 => 0.38900602559731
1025 => 0.37469677166256
1026 => 0.36581455598853
1027 => 0.3679020873609
1028 => 0.38052327640186
1029 => 0.3845768017453
1030 => 0.37355792252785
1031 => 0.3774499769486
1101 => 0.39889557946529
1102 => 0.41040045715819
1103 => 0.39477528794001
1104 => 0.35166606577027
1105 => 0.31191739415251
1106 => 0.32246053177155
1107 => 0.3212652671572
1108 => 0.34430589166798
1109 => 0.31754043527635
1110 => 0.31799109691815
1111 => 0.34150817714337
1112 => 0.3352342233241
1113 => 0.32507122164419
1114 => 0.31199159531182
1115 => 0.28781269631744
1116 => 0.26639677119964
1117 => 0.30839833214865
1118 => 0.30658714846565
1119 => 0.30396428609028
1120 => 0.30980118248332
1121 => 0.33814349453598
1122 => 0.33749011250805
1123 => 0.33333362940483
1124 => 0.33648628520506
1125 => 0.32451854583954
1126 => 0.3276029047744
1127 => 0.31191109775984
1128 => 0.31900444987817
1129 => 0.32504941640702
1130 => 0.32626303293494
1201 => 0.32899737294116
1202 => 0.30563273696553
1203 => 0.31612277256891
1204 => 0.32228468570249
1205 => 0.29444493799268
1206 => 0.32173438340188
1207 => 0.30522601063482
1208 => 0.29962282097024
1209 => 0.30716677768949
1210 => 0.30422689041926
1211 => 0.30169934798029
1212 => 0.30028893587065
1213 => 0.30582838508915
1214 => 0.30556996316203
1215 => 0.2965063490798
1216 => 0.28468323398972
1217 => 0.28865145949447
1218 => 0.28720976596628
1219 => 0.28198488263795
1220 => 0.28550582314643
1221 => 0.27000138305432
1222 => 0.24332679972651
1223 => 0.26094884653744
1224 => 0.26027041690432
1225 => 0.25992832191896
1226 => 0.27317080305978
1227 => 0.27189784405411
1228 => 0.26958741099397
1229 => 0.28194244972294
1230 => 0.27743269438815
1231 => 0.29133069769799
]
'min_raw' => 0.12475896057194
'max_raw' => 0.41040045715819
'avg_raw' => 0.26757970886506
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.124758'
'max' => '$0.41040045'
'avg' => '$0.267579'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.067965465169755
'max_diff' => 0.27129544414125
'year' => 2029
]
4 => [
'items' => [
101 => 0.30048482154435
102 => 0.29816303963203
103 => 0.30677253735525
104 => 0.28874287939541
105 => 0.29473160854535
106 => 0.29596587732313
107 => 0.28178999046285
108 => 0.27210611589039
109 => 0.27146031186066
110 => 0.25466980787214
111 => 0.26363915957459
112 => 0.27153181789576
113 => 0.26775184705495
114 => 0.26655522121016
115 => 0.27266852313469
116 => 0.27314357905111
117 => 0.26231225381244
118 => 0.26456442931302
119 => 0.27395637554347
120 => 0.26432777636527
121 => 0.24562098098476
122 => 0.24098143708872
123 => 0.24036243640922
124 => 0.22777962539628
125 => 0.24129147359669
126 => 0.23539318976219
127 => 0.25402579772308
128 => 0.2433829519845
129 => 0.2429241601763
130 => 0.24223062906807
131 => 0.23140008383986
201 => 0.23377128492778
202 => 0.24165351848816
203 => 0.24446598822222
204 => 0.24417262458707
205 => 0.24161489124358
206 => 0.24278580847051
207 => 0.23901387610794
208 => 0.23768192828473
209 => 0.23347793457358
210 => 0.22729922520108
211 => 0.22815841263555
212 => 0.21591677262139
213 => 0.20924687742866
214 => 0.20740073834712
215 => 0.20493200401182
216 => 0.20767958845934
217 => 0.21588209359331
218 => 0.20598813214321
219 => 0.18902562921771
220 => 0.19004510454623
221 => 0.19233556292447
222 => 0.18806730888951
223 => 0.18402776465283
224 => 0.18753982062804
225 => 0.18035258452578
226 => 0.19320410607
227 => 0.19285650842821
228 => 0.19764676092713
301 => 0.20064220412059
302 => 0.19373867734592
303 => 0.19200245903122
304 => 0.19299148789
305 => 0.17664504394338
306 => 0.1963109077158
307 => 0.19648097892235
308 => 0.19502472599867
309 => 0.20549619134207
310 => 0.22759424934857
311 => 0.2192800710342
312 => 0.21606056989351
313 => 0.20994029587161
314 => 0.21809519761988
315 => 0.21746902840189
316 => 0.21463725373055
317 => 0.21292458757365
318 => 0.21608022748095
319 => 0.21253356886722
320 => 0.21189649152453
321 => 0.20803649597482
322 => 0.20665865318218
323 => 0.20563855323202
324 => 0.20451552341983
325 => 0.20699264734392
326 => 0.20137915863915
327 => 0.19460984155829
328 => 0.19404704608805
329 => 0.19560097386288
330 => 0.19491347649884
331 => 0.19404375461517
401 => 0.19238321868458
402 => 0.19189057314571
403 => 0.1934914321494
404 => 0.19168415567012
405 => 0.19435089056274
406 => 0.19362568622912
407 => 0.18957475377309
408 => 0.18452579208559
409 => 0.18448084573602
410 => 0.1833930552224
411 => 0.18200759045291
412 => 0.18162218584918
413 => 0.18724404506973
414 => 0.19888112540817
415 => 0.196596488086
416 => 0.19824737269032
417 => 0.20636809100301
418 => 0.2089494231561
419 => 0.20711725473604
420 => 0.20460926959944
421 => 0.20471960821721
422 => 0.2132901526477
423 => 0.21382468699099
424 => 0.21517528282916
425 => 0.21691118015954
426 => 0.20741288555764
427 => 0.20427223939563
428 => 0.20278402700765
429 => 0.19820090886336
430 => 0.20314340885512
501 => 0.20026362576888
502 => 0.20065220689461
503 => 0.20039914292671
504 => 0.20053733296529
505 => 0.19320051380782
506 => 0.19587366509694
507 => 0.19142903261255
508 => 0.18547816864937
509 => 0.18545821926673
510 => 0.18691468479113
511 => 0.18604832210572
512 => 0.18371696239548
513 => 0.18404812103861
514 => 0.18114682286328
515 => 0.18440039116679
516 => 0.18449369186391
517 => 0.18324089084399
518 => 0.18825346172147
519 => 0.19030711609984
520 => 0.18948249563093
521 => 0.19024925852947
522 => 0.19669142508126
523 => 0.19774177932063
524 => 0.19820827729125
525 => 0.19758323180976
526 => 0.19036700950799
527 => 0.19068707965282
528 => 0.18833861729993
529 => 0.18635441408661
530 => 0.18643377180937
531 => 0.18745391018938
601 => 0.19190891432521
602 => 0.20128420789222
603 => 0.20163999342984
604 => 0.20207121588043
605 => 0.20031721745884
606 => 0.19978819475139
607 => 0.20048611225487
608 => 0.20400697958912
609 => 0.21306360627898
610 => 0.20986238953502
611 => 0.20725975049228
612 => 0.20954296659921
613 => 0.20919148337599
614 => 0.20622461125178
615 => 0.20614134103272
616 => 0.20044696485996
617 => 0.19834188364356
618 => 0.19658272021654
619 => 0.19466175967836
620 => 0.19352294988015
621 => 0.19527267931
622 => 0.1956728631328
623 => 0.19184704915438
624 => 0.191325604846
625 => 0.1944498471267
626 => 0.19307498458245
627 => 0.19448906480416
628 => 0.19481714354535
629 => 0.19476431531173
630 => 0.19332880091358
701 => 0.1942437549833
702 => 0.19207961584747
703 => 0.18972643958043
704 => 0.18822525973013
705 => 0.18691528120812
706 => 0.18764213342853
707 => 0.18505103798075
708 => 0.18422209439856
709 => 0.1939337891316
710 => 0.2011079224492
711 => 0.2010036077095
712 => 0.2003686185591
713 => 0.19942515348447
714 => 0.20393795924243
715 => 0.20236578795276
716 => 0.2035096739253
717 => 0.20380084091406
718 => 0.20468211569513
719 => 0.20499709568124
720 => 0.20404500739556
721 => 0.20084968282101
722 => 0.19288723778357
723 => 0.18918069812444
724 => 0.18795747829962
725 => 0.18800194001703
726 => 0.1867754873651
727 => 0.18713673263685
728 => 0.18664986100191
729 => 0.18572784391223
730 => 0.18758520147142
731 => 0.18779924462763
801 => 0.18736571517955
802 => 0.18746782705857
803 => 0.18387838839128
804 => 0.18415128561731
805 => 0.18263175918471
806 => 0.18234686629676
807 => 0.17850563579546
808 => 0.17170033916715
809 => 0.17547113410536
810 => 0.170916544074
811 => 0.16919165181583
812 => 0.17735702349025
813 => 0.17653744664629
814 => 0.17513468735093
815 => 0.17305971399244
816 => 0.17229008618973
817 => 0.16761407129502
818 => 0.16733778738948
819 => 0.16965534663431
820 => 0.16858587278517
821 => 0.16708392645954
822 => 0.16164402911799
823 => 0.15552778341797
824 => 0.1557123944303
825 => 0.15765785839068
826 => 0.16331455723705
827 => 0.16110438713589
828 => 0.15950088336872
829 => 0.15920059531427
830 => 0.16295932901127
831 => 0.16827872467158
901 => 0.17077446610063
902 => 0.16830126214124
903 => 0.16546017859945
904 => 0.16563310219032
905 => 0.16678348536928
906 => 0.16690437437585
907 => 0.16505512105825
908 => 0.16557567503509
909 => 0.16478490594381
910 => 0.15993195749031
911 => 0.15984418304165
912 => 0.1586531912268
913 => 0.15861712846797
914 => 0.15659095428407
915 => 0.15630747850946
916 => 0.15228438668735
917 => 0.15493239790771
918 => 0.15315625100792
919 => 0.15047917867924
920 => 0.15001765040073
921 => 0.15000377630336
922 => 0.1527525310025
923 => 0.15490027710865
924 => 0.15318714784368
925 => 0.15279710151766
926 => 0.15696177583513
927 => 0.15643178306638
928 => 0.15597281274673
929 => 0.16780243113384
930 => 0.15843836510381
1001 => 0.15435509783252
1002 => 0.14930127919286
1003 => 0.1509468280255
1004 => 0.15129356934268
1005 => 0.13914004653359
1006 => 0.13420936384357
1007 => 0.13251733935321
1008 => 0.1315435553373
1009 => 0.13198732094136
1010 => 0.12754912820895
1011 => 0.13053166712606
1012 => 0.12668856737088
1013 => 0.1260442591904
1014 => 0.13291619762136
1015 => 0.13387238770875
1016 => 0.12979298373098
1017 => 0.13241262148022
1018 => 0.13146270441666
1019 => 0.12675444628582
1020 => 0.12657462545682
1021 => 0.12421218703004
1022 => 0.12051542835036
1023 => 0.11882591043646
1024 => 0.11794599483784
1025 => 0.11830906516304
1026 => 0.11812548569648
1027 => 0.11692750549925
1028 => 0.11819415251908
1029 => 0.11495839279809
1030 => 0.1136698872049
1031 => 0.11308789912156
1101 => 0.1102159761258
1102 => 0.11478648276201
1103 => 0.11568693014707
1104 => 0.11658915169164
1105 => 0.12444237426431
1106 => 0.12405004945755
1107 => 0.12759647464068
1108 => 0.12745866707952
1109 => 0.12644716916901
1110 => 0.12217982586792
1111 => 0.12388071284965
1112 => 0.11864564709639
1113 => 0.12256811430861
1114 => 0.1207780640791
1115 => 0.12196289652538
1116 => 0.11983246095493
1117 => 0.12101153196315
1118 => 0.11590045962646
1119 => 0.11112781219319
1120 => 0.11304846484261
1121 => 0.11513643392579
1122 => 0.11966368290276
1123 => 0.11696729076107
1124 => 0.11793701533709
1125 => 0.11468860033734
1126 => 0.10798619232897
1127 => 0.10802412723042
1128 => 0.10699310777823
1129 => 0.10610215644023
1130 => 0.11727700383453
1201 => 0.11588723491286
1202 => 0.11367282002462
1203 => 0.11663690234987
1204 => 0.11742065276298
1205 => 0.11744296503542
1206 => 0.11960548298588
1207 => 0.1207596192037
1208 => 0.1209630407144
1209 => 0.12436580943375
1210 => 0.12550637262487
1211 => 0.13020419099055
1212 => 0.12066169880912
1213 => 0.12046517746225
1214 => 0.11667861306676
1215 => 0.11427711406393
1216 => 0.11684304575806
1217 => 0.11911611095445
1218 => 0.11674924353856
1219 => 0.11705830645578
1220 => 0.11388098033012
1221 => 0.11501672491295
1222 => 0.115994981149
1223 => 0.1154548455547
1224 => 0.11464623642717
1225 => 0.11892974553004
1226 => 0.11868805315925
1227 => 0.1226769553133
1228 => 0.12578658979151
1229 => 0.13135961069011
1230 => 0.12554387285427
1231 => 0.12533192425206
]
'min_raw' => 0.10610215644023
'max_raw' => 0.30677253735525
'avg_raw' => 0.20643734689774
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.1061021'
'max' => '$0.306772'
'avg' => '$0.206437'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.01865680413171
'max_diff' => -0.10362791980294
'year' => 2030
]
5 => [
'items' => [
101 => 0.12740375583622
102 => 0.12550605543825
103 => 0.12670533658337
104 => 0.13116638795682
105 => 0.1312606429427
106 => 0.12968175048839
107 => 0.12958567473905
108 => 0.1298889183061
109 => 0.1316650253499
110 => 0.13104439897454
111 => 0.13176260352845
112 => 0.13266072932065
113 => 0.13637575839463
114 => 0.1372714393272
115 => 0.13509539901838
116 => 0.13529187109418
117 => 0.13447797228504
118 => 0.13369175623353
119 => 0.13545905509969
120 => 0.13868882851393
121 => 0.13866873626114
122 => 0.13941798091542
123 => 0.13988475412796
124 => 0.13788102180087
125 => 0.13657666573521
126 => 0.13707683884912
127 => 0.13787662655061
128 => 0.1368174784768
129 => 0.13027992592012
130 => 0.13226300174534
131 => 0.13193292096057
201 => 0.13146284578386
202 => 0.13345684386079
203 => 0.13326451788188
204 => 0.12750360812762
205 => 0.12787240287886
206 => 0.12752603575792
207 => 0.1286452187857
208 => 0.1254456158819
209 => 0.12642979218546
210 => 0.12704705833697
211 => 0.12741063284227
212 => 0.12872411326079
213 => 0.12856999149381
214 => 0.12871453283536
215 => 0.13066207755005
216 => 0.14051209040033
217 => 0.14104820486694
218 => 0.13840818115869
219 => 0.13946281855797
220 => 0.13743814537519
221 => 0.13879732204692
222 => 0.13972723620638
223 => 0.13552513293202
224 => 0.13527631164754
225 => 0.13324328191832
226 => 0.13433571693811
227 => 0.13259757427276
228 => 0.13302405368519
301 => 0.13183158006824
302 => 0.13397779515962
303 => 0.1363775971199
304 => 0.13698388186612
305 => 0.13538900772081
306 => 0.13423421373229
307 => 0.13220677590122
308 => 0.13557845019868
309 => 0.13656443051317
310 => 0.13557327126383
311 => 0.13534359800851
312 => 0.13490836760467
313 => 0.13543593419615
314 => 0.13655906065263
315 => 0.13602941495664
316 => 0.13637925527
317 => 0.13504602474925
318 => 0.13788168511964
319 => 0.14238539622667
320 => 0.14239987639431
321 => 0.14187022784333
322 => 0.14165350706771
323 => 0.14219695862277
324 => 0.14249175879784
325 => 0.14424918147494
326 => 0.14613496602628
327 => 0.15493509969511
328 => 0.1524640573752
329 => 0.16027205948848
330 => 0.16644717541791
331 => 0.16829882268005
401 => 0.16659539432561
402 => 0.16076805794249
403 => 0.16048214101876
404 => 0.1691906418131
405 => 0.1667300914641
406 => 0.16643741682949
407 => 0.16332385319886
408 => 0.16516435492692
409 => 0.16476181020046
410 => 0.16412637365658
411 => 0.16763792274326
412 => 0.17421122915538
413 => 0.17318671770697
414 => 0.17242196743645
415 => 0.16907105436651
416 => 0.17108905248815
417 => 0.17037048200924
418 => 0.17345791680272
419 => 0.17162898882612
420 => 0.16671145037518
421 => 0.16749458458191
422 => 0.16737621542201
423 => 0.16981224434502
424 => 0.16908100892829
425 => 0.16723342997099
426 => 0.17418876230867
427 => 0.17373712171425
428 => 0.17437744481772
429 => 0.17465933485052
430 => 0.17889292307776
501 => 0.18062728871475
502 => 0.18102102007869
503 => 0.18266853329318
504 => 0.18098002844906
505 => 0.18773525170907
506 => 0.19222708099877
507 => 0.19744457186617
508 => 0.20506872835279
509 => 0.20793548171915
510 => 0.20741762838283
511 => 0.21319817681769
512 => 0.22358569386075
513 => 0.20951724256771
514 => 0.22433135594015
515 => 0.2196413786836
516 => 0.2085215269774
517 => 0.20780553962197
518 => 0.21533603230153
519 => 0.23203794028176
520 => 0.22785430176418
521 => 0.23204478321562
522 => 0.22715636401199
523 => 0.2269136127957
524 => 0.23180736360606
525 => 0.24324187911894
526 => 0.23780976941517
527 => 0.23002150814688
528 => 0.23577223906862
529 => 0.23079042373919
530 => 0.21956499947967
531 => 0.22785110261465
601 => 0.22231042142292
602 => 0.22392748675348
603 => 0.23557317450438
604 => 0.23417193454352
605 => 0.2359852688042
606 => 0.23278478129733
607 => 0.22979502129535
608 => 0.22421441222918
609 => 0.22256226900539
610 => 0.22301886195456
611 => 0.2225620427406
612 => 0.21943974325651
613 => 0.2187654829802
614 => 0.217641686313
615 => 0.21798999789136
616 => 0.2158769313787
617 => 0.2198647244699
618 => 0.22060489400794
619 => 0.22350687726537
620 => 0.22380817079412
621 => 0.23189015285891
622 => 0.22743873294982
623 => 0.23042512974194
624 => 0.2301579983038
625 => 0.20876252788222
626 => 0.21171063493248
627 => 0.21629696433573
628 => 0.21423082915619
629 => 0.21130979741349
630 => 0.20895090766545
701 => 0.2053769484883
702 => 0.21040722739833
703 => 0.21702150925448
704 => 0.22397591989722
705 => 0.23233118861343
706 => 0.23046638990202
707 => 0.22381972396037
708 => 0.22411788853912
709 => 0.22596102464152
710 => 0.22357399592234
711 => 0.22287001455272
712 => 0.2258643084117
713 => 0.22588492846787
714 => 0.2231383634444
715 => 0.22008605903691
716 => 0.22007326977
717 => 0.21953014168245
718 => 0.2272529852922
719 => 0.23149976841
720 => 0.23198665525043
721 => 0.23146699704633
722 => 0.23166699286459
723 => 0.22919588333982
724 => 0.23484410692868
725 => 0.24002747544524
726 => 0.23863822195628
727 => 0.23655553348232
728 => 0.23489657179694
729 => 0.23824742330577
730 => 0.23809821516281
731 => 0.23998220324312
801 => 0.23989673466135
802 => 0.23926322033032
803 => 0.23863824458107
804 => 0.24111620278278
805 => 0.24040259061548
806 => 0.23968787001138
807 => 0.23825438842161
808 => 0.23844922237726
809 => 0.23636689350883
810 => 0.23540351289341
811 => 0.22091657991075
812 => 0.21704519804359
813 => 0.21826321358825
814 => 0.21866421593131
815 => 0.21697938558141
816 => 0.21939499950576
817 => 0.21901852863441
818 => 0.22048315656671
819 => 0.21956812062136
820 => 0.21960567401574
821 => 0.22229659962477
822 => 0.22307778677708
823 => 0.22268046868646
824 => 0.22295873665787
825 => 0.22937130460931
826 => 0.22845964250899
827 => 0.2279753401883
828 => 0.22810949524091
829 => 0.22974804383951
830 => 0.23020674798569
831 => 0.22826318628579
901 => 0.22917978121906
902 => 0.2330825261117
903 => 0.23444826594789
904 => 0.23880705191271
905 => 0.23695536216361
906 => 0.24035421883733
907 => 0.25080114549673
908 => 0.25914687338459
909 => 0.25147179711712
910 => 0.26679766356114
911 => 0.27873104895279
912 => 0.27827302574536
913 => 0.27619216397815
914 => 0.26260632197523
915 => 0.25010442761065
916 => 0.2605627931051
917 => 0.26058945362953
918 => 0.25969107075849
919 => 0.25411129190339
920 => 0.2594969065492
921 => 0.25992439708211
922 => 0.25968511606259
923 => 0.25540711269687
924 => 0.2488753922646
925 => 0.25015167480234
926 => 0.25224225163461
927 => 0.24828435355111
928 => 0.24701956529593
929 => 0.24937104729812
930 => 0.25694801225991
1001 => 0.25551563092425
1002 => 0.25547822565887
1003 => 0.26160656043703
1004 => 0.25721999531329
1005 => 0.25016777281236
1006 => 0.24838699362349
1007 => 0.2420664271796
1008 => 0.24643206493548
1009 => 0.24658917646632
1010 => 0.24419816128316
1011 => 0.25036179051684
1012 => 0.25030499158836
1013 => 0.2561564402106
1014 => 0.26734221227257
1015 => 0.26403402905543
1016 => 0.26018697190321
1017 => 0.26060525368298
1018 => 0.26519277239966
1019 => 0.26241905386069
1020 => 0.26341650238636
1021 => 0.26519126264186
1022 => 0.26626201956882
1023 => 0.2604511882392
1024 => 0.25909640549208
1025 => 0.25632499545559
1026 => 0.25560198630789
1027 => 0.25785924195524
1028 => 0.25726453484218
1029 => 0.24657597185052
1030 => 0.24545895754729
1031 => 0.24549321478124
1101 => 0.24268442920463
1102 => 0.23840035701451
1103 => 0.24965864294147
1104 => 0.24875444502192
1105 => 0.24775628049811
1106 => 0.24787854995683
1107 => 0.252765390299
1108 => 0.24993077610919
1109 => 0.25746706251694
1110 => 0.25591782859302
1111 => 0.25432886266473
1112 => 0.25410921917236
1113 => 0.25349760285417
1114 => 0.2514001429267
1115 => 0.24886733402648
1116 => 0.24719495420241
1117 => 0.22802427857588
1118 => 0.23158224446147
1119 => 0.23567535989406
1120 => 0.23708828693925
1121 => 0.23467137745687
1122 => 0.2514955772443
1123 => 0.25456952066749
1124 => 0.24525834553029
1125 => 0.24351660483489
1126 => 0.25160976547433
1127 => 0.2467286002601
1128 => 0.24892658865719
1129 => 0.24417573997805
1130 => 0.25382909771242
1201 => 0.25375555530028
1202 => 0.25000018111064
1203 => 0.25317419766003
1204 => 0.25262263417586
1205 => 0.24838282596484
1206 => 0.25396350719512
1207 => 0.25396627514338
1208 => 0.25035180913473
1209 => 0.24613090414497
1210 => 0.24537630602613
1211 => 0.24480781770958
1212 => 0.24878677538028
1213 => 0.25235429638596
1214 => 0.25899256851406
1215 => 0.26066158784853
1216 => 0.26717588142384
1217 => 0.26329693677494
1218 => 0.26501642269705
1219 => 0.26688316790164
1220 => 0.2677781542
1221 => 0.26631982205443
1222 => 0.2764392013671
1223 => 0.27729358703086
1224 => 0.27758005515351
1225 => 0.27416785738533
1226 => 0.27719868763831
1227 => 0.27578066253348
1228 => 0.27946996991751
1229 => 0.28004850042277
1230 => 0.27955850566663
1231 => 0.27974214038049
]
'min_raw' => 0.1254456158819
'max_raw' => 0.28004850042277
'avg_raw' => 0.20274705815233
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.125445'
'max' => '$0.280048'
'avg' => '$0.202747'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.019343459441671
'max_diff' => -0.026724036932485
'year' => 2031
]
6 => [
'items' => [
101 => 0.27110703531796
102 => 0.27065925956666
103 => 0.26455380542497
104 => 0.26704182311695
105 => 0.26239059329559
106 => 0.26386554618492
107 => 0.26451569136467
108 => 0.26417609241818
109 => 0.26718249190426
110 => 0.26462643817426
111 => 0.25788059212663
112 => 0.25113290817776
113 => 0.25104819650232
114 => 0.2492716504251
115 => 0.24798753300191
116 => 0.24823489957413
117 => 0.24910665163916
118 => 0.24793686518713
119 => 0.24818649843635
120 => 0.25233207367101
121 => 0.25316343921944
122 => 0.25033813425041
123 => 0.23899412711021
124 => 0.23621027930371
125 => 0.23821125390092
126 => 0.23725491692272
127 => 0.19148323494369
128 => 0.20223661268371
129 => 0.19584732078079
130 => 0.19879180044684
131 => 0.19226998791308
201 => 0.19538253869167
202 => 0.19480776421502
203 => 0.21209887740539
204 => 0.21182890045607
205 => 0.21195812413485
206 => 0.20578994125633
207 => 0.21561602406623
208 => 0.2204567057929
209 => 0.21956082443586
210 => 0.21978629847242
211 => 0.21591190749311
212 => 0.21199563670853
213 => 0.20765188969867
214 => 0.21572203473963
215 => 0.21482477237304
216 => 0.21688276941718
217 => 0.22211683534212
218 => 0.22288757143185
219 => 0.22392344855248
220 => 0.22355216034349
221 => 0.23239775180853
222 => 0.23132649231702
223 => 0.23390791946916
224 => 0.22859772796385
225 => 0.22258874222759
226 => 0.22373085396751
227 => 0.22362085942267
228 => 0.22222050262104
229 => 0.22095632311471
301 => 0.21885182041703
302 => 0.22551077836027
303 => 0.22524043682846
304 => 0.22961695199082
305 => 0.22884336042467
306 => 0.22367712661598
307 => 0.22386163966714
308 => 0.22510257861015
309 => 0.22939748246073
310 => 0.23067250234293
311 => 0.23008186233273
312 => 0.2314798634267
313 => 0.23258478649027
314 => 0.23161862475179
315 => 0.24529743751393
316 => 0.23961704077159
317 => 0.24238562661986
318 => 0.24304591803122
319 => 0.24135459546546
320 => 0.24172138276825
321 => 0.24227696558843
322 => 0.24565035567825
323 => 0.25450310737224
324 => 0.25842393083479
325 => 0.27021992167189
326 => 0.25809836102672
327 => 0.25737911778204
328 => 0.2595039319366
329 => 0.26642942729042
330 => 0.27204189079599
331 => 0.27390386873157
401 => 0.27414995985367
402 => 0.27764315424278
403 => 0.27964538812239
404 => 0.2772189885638
405 => 0.27516286899252
406 => 0.26779810390315
407 => 0.26865059551583
408 => 0.27452341735197
409 => 0.282819124103
410 => 0.28993770351657
411 => 0.28744502511348
412 => 0.30646240177235
413 => 0.30834789698906
414 => 0.30808738251547
415 => 0.31238282121844
416 => 0.30385725014392
417 => 0.3002124033344
418 => 0.27560742538178
419 => 0.28252042056246
420 => 0.29256886504354
421 => 0.29123891573674
422 => 0.28394146675888
423 => 0.28993216774714
424 => 0.28795145465388
425 => 0.28638918405737
426 => 0.29354624852106
427 => 0.28567676214723
428 => 0.29249036089712
429 => 0.28375185002273
430 => 0.28745641145846
501 => 0.28535352321806
502 => 0.28671434962989
503 => 0.27875898623261
504 => 0.28305150721625
505 => 0.2785804032472
506 => 0.27857828336176
507 => 0.27847958349383
508 => 0.28373981748552
509 => 0.28391135352714
510 => 0.28002403265951
511 => 0.27946380899112
512 => 0.28153524951827
513 => 0.27911013517211
514 => 0.28024483091119
515 => 0.27914450395011
516 => 0.27889679717474
517 => 0.27692302744476
518 => 0.27607267317516
519 => 0.2764061189952
520 => 0.2752678965083
521 => 0.27458207628863
522 => 0.27834315659029
523 => 0.27633376310666
524 => 0.27803518822017
525 => 0.27609619956636
526 => 0.26937482011511
527 => 0.2655092837154
528 => 0.25281322100421
529 => 0.25641380863969
530 => 0.25880100196709
531 => 0.25801203458662
601 => 0.2597070418097
602 => 0.25981110148692
603 => 0.25926003736015
604 => 0.25862197569702
605 => 0.25831140256644
606 => 0.26062616023403
607 => 0.26196995497122
608 => 0.25904058875402
609 => 0.25835427923552
610 => 0.26131603021585
611 => 0.2631226966029
612 => 0.27646210612677
613 => 0.27547387958352
614 => 0.27795413427742
615 => 0.2776748956615
616 => 0.28027459771627
617 => 0.28452401185975
618 => 0.27588376475117
619 => 0.27738341289195
620 => 0.27701573379976
621 => 0.28102995771763
622 => 0.28104248968653
623 => 0.27863576192242
624 => 0.27994048808804
625 => 0.27921222573568
626 => 0.28052829423696
627 => 0.27546068121554
628 => 0.28163248686061
629 => 0.28513150295899
630 => 0.28518008680091
701 => 0.28683859266163
702 => 0.28852373067031
703 => 0.29175820633337
704 => 0.28843352289958
705 => 0.28245274105359
706 => 0.28288453418506
707 => 0.27937800397705
708 => 0.27943694938335
709 => 0.27912229418487
710 => 0.28006659812165
711 => 0.27566790282685
712 => 0.27670026782055
713 => 0.27525495078385
714 => 0.27738027105498
715 => 0.27509377777127
716 => 0.27701555649377
717 => 0.27784493248243
718 => 0.28090534773578
719 => 0.27464175195
720 => 0.26186985613464
721 => 0.2645546634793
722 => 0.26058362252948
723 => 0.26095115748821
724 => 0.26169363659758
725 => 0.25928701888004
726 => 0.25974612569931
727 => 0.25972972317304
728 => 0.25958837506301
729 => 0.25896232084669
730 => 0.25805441837198
731 => 0.2616712223936
801 => 0.26228578787492
802 => 0.26365189081135
803 => 0.26771648651369
804 => 0.26731033755326
805 => 0.26797278335868
806 => 0.26652666788492
807 => 0.26101823863747
808 => 0.26131737284746
809 => 0.2575871644556
810 => 0.26355650099612
811 => 0.26214288331193
812 => 0.26123151479481
813 => 0.26098283945114
814 => 0.26505751050005
815 => 0.26627671594052
816 => 0.26551698892785
817 => 0.26395876666009
818 => 0.26695101406125
819 => 0.26775161323302
820 => 0.26793083786262
821 => 0.27323252655096
822 => 0.26822714336588
823 => 0.26943198884776
824 => 0.27883184935906
825 => 0.2703074729674
826 => 0.27482302525834
827 => 0.2746020124715
828 => 0.27691201622559
829 => 0.27441252473971
830 => 0.27444350893229
831 => 0.27649463577271
901 => 0.27361419804801
902 => 0.27290096115969
903 => 0.27191562950677
904 => 0.27406706512328
905 => 0.27535675347431
906 => 0.28575069441192
907 => 0.29246565427891
908 => 0.29217414016164
909 => 0.29483803350195
910 => 0.29363792515368
911 => 0.2897624587245
912 => 0.29637740735632
913 => 0.29428416082801
914 => 0.2944567255285
915 => 0.29445030266173
916 => 0.29584212860827
917 => 0.29485589236618
918 => 0.29291191949793
919 => 0.29420241940928
920 => 0.29803474278386
921 => 0.30993039212859
922 => 0.31658735509828
923 => 0.30952963459908
924 => 0.31439795569279
925 => 0.31147869779673
926 => 0.31094818179662
927 => 0.31400584720957
928 => 0.31706886466106
929 => 0.31687376369119
930 => 0.3146501703091
1001 => 0.31339411882915
1002 => 0.32290536144346
1003 => 0.32991308298189
1004 => 0.32943520335333
1005 => 0.33154440861901
1006 => 0.33773710051432
1007 => 0.33830328265188
1008 => 0.3382319567161
1009 => 0.33682861521315
1010 => 0.34292612460674
1011 => 0.34801277421834
1012 => 0.33650378220165
1013 => 0.34088625569784
1014 => 0.34285368924475
1015 => 0.34574246540286
1016 => 0.35061631499668
1017 => 0.35591060838032
1018 => 0.35665927951374
1019 => 0.35612806151737
1020 => 0.35263633271261
1021 => 0.35842941170705
1022 => 0.36182286151758
1023 => 0.36384358322202
1024 => 0.36896779724848
1025 => 0.34286583944454
1026 => 0.32438957635944
1027 => 0.32150424107823
1028 => 0.32737168383278
1029 => 0.32891888169518
1030 => 0.32829520817687
1031 => 0.30749849428624
1101 => 0.32139475068358
1102 => 0.33634595413669
1103 => 0.33692029075202
1104 => 0.34440517581556
1105 => 0.34684256120806
1106 => 0.35286887475053
1107 => 0.35249192719766
1108 => 0.35395923864566
1109 => 0.35362192915406
1110 => 0.36478440600145
1111 => 0.37709827560798
1112 => 0.37667188545921
1113 => 0.37490162101218
1114 => 0.37753076559096
1115 => 0.39023999865936
1116 => 0.38906993613974
1117 => 0.39020655221187
1118 => 0.4051914542605
1119 => 0.42467395850118
1120 => 0.41562237926994
1121 => 0.43526170167997
1122 => 0.44762361410134
1123 => 0.46900226338849
1124 => 0.46632555120568
1125 => 0.47464810248939
1126 => 0.46153367775174
1127 => 0.43142030769156
1128 => 0.42665475161019
1129 => 0.4361955155682
1130 => 0.45965055278483
1201 => 0.43545683297685
1202 => 0.44035119098404
1203 => 0.43894161554871
1204 => 0.43886650526407
1205 => 0.44173315933313
1206 => 0.43757492809134
1207 => 0.42063354596076
1208 => 0.42839768155501
1209 => 0.42539957593766
1210 => 0.42872619764369
1211 => 0.44667860298801
1212 => 0.4387414166534
1213 => 0.43038023561454
1214 => 0.44086701213188
1215 => 0.45422028228582
1216 => 0.45338465863772
1217 => 0.45176319949682
1218 => 0.46090327977725
1219 => 0.47600001460827
1220 => 0.4800806013695
1221 => 0.48309280709272
1222 => 0.48350813937032
1223 => 0.48778631995716
1224 => 0.46478146470139
1225 => 0.50129076079888
1226 => 0.50759490768597
1227 => 0.50640998935132
1228 => 0.51341678329726
1229 => 0.51135520677316
1230 => 0.50836830584118
1231 => 0.51947556463331
]
'min_raw' => 0.19148323494369
'max_raw' => 0.51947556463331
'avg_raw' => 0.3554793997885
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.191483'
'max' => '$0.519475'
'avg' => '$0.355479'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.066037619061789
'max_diff' => 0.23942706421054
'year' => 2032
]
7 => [
'items' => [
101 => 0.5067419887377
102 => 0.4886682808665
103 => 0.47875268727095
104 => 0.49181034078569
105 => 0.49978419413783
106 => 0.50505440397127
107 => 0.50664916628252
108 => 0.46656726612847
109 => 0.44496534498953
110 => 0.45881192877306
111 => 0.47570571662913
112 => 0.46468761885686
113 => 0.46511950742951
114 => 0.44941059551141
115 => 0.4770956067656
116 => 0.47306213349346
117 => 0.49398779996441
118 => 0.48899372172215
119 => 0.50605779039952
120 => 0.50156424923755
121 => 0.52021668737038
122 => 0.52765764993617
123 => 0.54015218417747
124 => 0.54934321442728
125 => 0.55474036318636
126 => 0.55441633861906
127 => 0.57580253085137
128 => 0.56319184046862
129 => 0.54734984123637
130 => 0.54706330945113
131 => 0.55526810533638
201 => 0.57246310663603
202 => 0.57692152029594
203 => 0.57941316530385
204 => 0.57559712423945
205 => 0.5619091236453
206 => 0.55599871438848
207 => 0.56103455431633
208 => 0.55487615481923
209 => 0.56550728009294
210 => 0.58010608577956
211 => 0.57709149013521
212 => 0.58716883140085
213 => 0.59759781944357
214 => 0.61251174073982
215 => 0.61641079202756
216 => 0.62285577553857
217 => 0.62948978063818
218 => 0.63162044428473
219 => 0.63568854229209
220 => 0.63566710140752
221 => 0.64792658856727
222 => 0.66144918254919
223 => 0.6665536487286
224 => 0.67829108724623
225 => 0.65819113511369
226 => 0.67343717969783
227 => 0.68718949354598
228 => 0.67079341803487
301 => 0.6933915883313
302 => 0.69426902407536
303 => 0.7075172620709
304 => 0.69408763480712
305 => 0.68611316500678
306 => 0.70913516052088
307 => 0.72027477896409
308 => 0.71691943523177
309 => 0.69138510375509
310 => 0.67652302761667
311 => 0.63762610768202
312 => 0.6837011895665
313 => 0.70614301792387
314 => 0.69132698484119
315 => 0.69879933013092
316 => 0.73956602311556
317 => 0.75508734035622
318 => 0.75185901487236
319 => 0.75240454873637
320 => 0.76077956978759
321 => 0.79791902533704
322 => 0.77566420268597
323 => 0.79267718073042
324 => 0.80170080294034
325 => 0.81008244614084
326 => 0.78949977948594
327 => 0.76272203258735
328 => 0.75424039609122
329 => 0.68985382234322
330 => 0.68650222156292
331 => 0.68462086648104
401 => 0.67275918881274
402 => 0.66343915935242
403 => 0.65602752589506
404 => 0.63657718640186
405 => 0.64314110501011
406 => 0.61214132345929
407 => 0.6319738851307
408 => 0.58249748525969
409 => 0.62370290127143
410 => 0.60127666671661
411 => 0.61633528006853
412 => 0.61628274198515
413 => 0.58855506046656
414 => 0.57256231242858
415 => 0.58275351392545
416 => 0.59367929090866
417 => 0.59545196146546
418 => 0.60961751651616
419 => 0.61357081844323
420 => 0.60159212904221
421 => 0.58147219684417
422 => 0.58614559820698
423 => 0.57246760609913
424 => 0.54849745104649
425 => 0.56571323488405
426 => 0.57159146041078
427 => 0.5741876196785
428 => 0.55061572517514
429 => 0.54320892415146
430 => 0.53926560543553
501 => 0.57842936126696
502 => 0.58057484021858
503 => 0.56959826656191
504 => 0.61921342033149
505 => 0.60798398297229
506 => 0.62053001578146
507 => 0.58572153601758
508 => 0.58705126682039
509 => 0.57057237466953
510 => 0.57979945315404
511 => 0.57327805148381
512 => 0.57905399639626
513 => 0.58251607396167
514 => 0.59899226208847
515 => 0.62389103287377
516 => 0.59653126901478
517 => 0.58461022810239
518 => 0.59200597483796
519 => 0.61170182299489
520 => 0.64154204116457
521 => 0.62387603141776
522 => 0.6317159065551
523 => 0.63342857050083
524 => 0.62040230894477
525 => 0.64202233800861
526 => 0.65360868722472
527 => 0.6654938840633
528 => 0.67581346746258
529 => 0.66074667508489
530 => 0.67687030266887
531 => 0.66387750503959
601 => 0.6522216223954
602 => 0.65223929955803
603 => 0.64492739411006
604 => 0.63075965594523
605 => 0.62814690765553
606 => 0.64173875421226
607 => 0.6526381279981
608 => 0.65353585262759
609 => 0.65957030598547
610 => 0.66314143332286
611 => 0.69814333594142
612 => 0.71222139072553
613 => 0.72943576963161
614 => 0.73614174036476
615 => 0.75632430804797
616 => 0.74002524549577
617 => 0.73649884078669
618 => 0.68754253325479
619 => 0.69555912587055
620 => 0.70839446413453
621 => 0.68775418325521
622 => 0.70084569073537
623 => 0.703430231628
624 => 0.68705283440903
625 => 0.69580070988924
626 => 0.67256894617812
627 => 0.62439742183759
628 => 0.64207596668576
629 => 0.65509332622786
630 => 0.63651594913242
701 => 0.66981517853222
702 => 0.65036245615248
703 => 0.64419687705345
704 => 0.62014275480048
705 => 0.63149537457581
706 => 0.6468499553758
707 => 0.63736260960301
708 => 0.65705027661367
709 => 0.68493326360977
710 => 0.70480434060377
711 => 0.70632979515522
712 => 0.69355402390684
713 => 0.71402727886625
714 => 0.71417640417747
715 => 0.69108248894755
716 => 0.67693759445669
717 => 0.67372384466725
718 => 0.68175242173402
719 => 0.69150059645018
720 => 0.70687075100812
721 => 0.71615861350201
722 => 0.74037643298445
723 => 0.7469290805571
724 => 0.75412845360083
725 => 0.76374903619168
726 => 0.77530101225873
727 => 0.75002594627838
728 => 0.75103017176839
729 => 0.7274943802846
730 => 0.70234301171024
731 => 0.72142976529582
801 => 0.74638315660455
802 => 0.74065882106728
803 => 0.74001471638177
804 => 0.74109792180305
805 => 0.73678195974727
806 => 0.717261023326
807 => 0.70745773126277
808 => 0.72010647911088
809 => 0.72682872566115
810 => 0.73725434381912
811 => 0.73596916632305
812 => 0.76282443906832
813 => 0.77325958599584
814 => 0.77058982886666
815 => 0.77108112842973
816 => 0.78997346349441
817 => 0.81098562559139
818 => 0.83066628819421
819 => 0.85068630349792
820 => 0.8265513936548
821 => 0.81429717487076
822 => 0.82694040067125
823 => 0.82023172709522
824 => 0.85878175538492
825 => 0.86145087570289
826 => 0.89999811638677
827 => 0.9365840379158
828 => 0.91360507610828
829 => 0.9352732020976
830 => 0.95870904698328
831 => 1.0039205940966
901 => 0.98869493559021
902 => 0.97703231979084
903 => 0.96601120421378
904 => 0.98894439617681
905 => 1.0184475812706
906 => 1.0248022847618
907 => 1.0350993321011
908 => 1.0242732458868
909 => 1.0373120742776
910 => 1.0833448680486
911 => 1.070906400829
912 => 1.0532417777937
913 => 1.0895802474394
914 => 1.1027309983419
915 => 1.1950298552777
916 => 1.3115609748347
917 => 1.2633163261535
918 => 1.233369315872
919 => 1.2404075736408
920 => 1.2829607936756
921 => 1.2966275373792
922 => 1.2594766167839
923 => 1.2725989499981
924 => 1.3449042961672
925 => 1.3836937945537
926 => 1.3310124456202
927 => 1.1856666932851
928 => 1.0516512717622
929 => 1.0871981963432
930 => 1.0831682782452
1001 => 1.1608513524283
1002 => 1.0706097474994
1003 => 1.0721291846889
1004 => 1.1514186625784
1005 => 1.1302655892433
1006 => 1.0960003195213
1007 => 1.0519014461514
1008 => 0.97038060007502
1009 => 0.89817531332821
1010 => 1.0397865085231
1011 => 1.0336799762831
1012 => 1.0248368126621
1013 => 1.0445163163703
1014 => 1.1400744002529
1015 => 1.1378714771281
1016 => 1.1238576041492
1017 => 1.1344870032911
1018 => 1.0941369344593
1019 => 1.1045360659513
1020 => 1.0516300430347
1021 => 1.0755457749437
1022 => 1.0959268016418
1023 => 1.1000185944977
1024 => 1.1092376127342
1025 => 1.0304621112755
1026 => 1.0658299987033
1027 => 1.0866053190441
1028 => 0.9927416659314
1029 => 1.0847499364168
1030 => 1.0290908050548
1031 => 1.0101992598985
1101 => 1.0356342366797
1102 => 1.0257222014917
1103 => 1.0172004156914
1104 => 1.0124451127919
1105 => 1.031121752584
1106 => 1.0302504650143
1107 => 0.99969185733478
1108 => 0.95982939934501
1109 => 0.97320854868695
1110 => 0.96834777830083
1111 => 0.95073171936966
1112 => 0.9626028161182
1113 => 0.91032851386221
1114 => 0.82039329381256
1115 => 0.87980725496765
1116 => 0.87751988209313
1117 => 0.8763664849657
1118 => 0.92101443469247
1119 => 0.9167225645297
1120 => 0.90893277815815
1121 => 0.95058865383412
1122 => 0.9353836988618
1123 => 0.98224178734855
1124 => 1.0131055550171
1125 => 1.005277505198
1126 => 1.0343050278678
1127 => 0.97351677726571
1128 => 0.99370819571442
1129 => 0.99786961907261
1130 => 0.95007462679436
1201 => 0.91742476756678
1202 => 0.91524739419195
1203 => 0.85863703771909
1204 => 0.88887783320406
1205 => 0.91548848178169
1206 => 0.90274404618275
1207 => 0.89870953860132
1208 => 0.91932096285695
1209 => 0.92092264704653
1210 => 0.88440407778536
1211 => 0.89199744472744
1212 => 0.92366304716815
1213 => 0.89119955279151
1214 => 0.82812828609939
1215 => 0.81248573993126
1216 => 0.81039873592311
1217 => 0.76797491008916
1218 => 0.81353104966396
1219 => 0.79364457391092
1220 => 0.85646571253821
1221 => 0.82058261507083
1222 => 0.81903576645765
1223 => 0.81669747790547
1224 => 0.78018153850401
1225 => 0.78817620852392
1226 => 0.81475170929271
1227 => 0.82423414736146
1228 => 0.82324505138356
1229 => 0.81462147484073
1230 => 0.81856930402218
1231 => 0.80585197071385
]
'min_raw' => 0.44496534498953
'max_raw' => 1.3836937945537
'avg_raw' => 0.91432956977164
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.444965'
'max' => '$1.38'
'avg' => '$0.914329'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.25348211004584
'max_diff' => 0.86421822992044
'year' => 2033
]
8 => [
'items' => [
101 => 0.80136121563428
102 => 0.78718715732365
103 => 0.76635520729057
104 => 0.76925201771244
105 => 0.72797847372067
106 => 0.70549045640118
107 => 0.69926606959445
108 => 0.69094255942146
109 => 0.7002062322165
110 => 0.72786155095629
111 => 0.69450336915294
112 => 0.63731310625548
113 => 0.64075033850309
114 => 0.64847277884004
115 => 0.63408206236118
116 => 0.62046245693523
117 => 0.63230359885958
118 => 0.60807133054401
119 => 0.65140113269494
120 => 0.65022918297713
121 => 0.666379853722
122 => 0.6764791995839
123 => 0.65320347707428
124 => 0.64734969580735
125 => 0.65068427565652
126 => 0.59557109861822
127 => 0.66187593135373
128 => 0.66244933830059
129 => 0.65753947989608
130 => 0.69284475639569
131 => 0.76734990180177
201 => 0.73931806913747
202 => 0.72846329626323
203 => 0.7078283650945
204 => 0.73532318569585
205 => 0.73321201245969
206 => 0.72366448644707
207 => 0.71789011292454
208 => 0.72852957319175
209 => 0.71657176605574
210 => 0.71442381531555
211 => 0.70140957082343
212 => 0.69676407765014
213 => 0.69332473944705
214 => 0.68953836602783
215 => 0.69789016228515
216 => 0.67896389319578
217 => 0.65614066803903
218 => 0.65424316381796
219 => 0.6594823398026
220 => 0.65716439444018
221 => 0.65423206638735
222 => 0.64863345356246
223 => 0.64697246473276
224 => 0.65236987263208
225 => 0.64627651380217
226 => 0.65526759667814
227 => 0.65282251963518
228 => 0.63916451803261
301 => 0.62214159119596
302 => 0.62199005144031
303 => 0.61832248977655
304 => 0.61365129857617
305 => 0.6123518800466
306 => 0.63130637091434
307 => 0.67054159975041
308 => 0.66283878551043
309 => 0.66840485821497
310 => 0.69578442697665
311 => 0.70448756855363
312 => 0.6983102848075
313 => 0.68985443781752
314 => 0.69022645217093
315 => 0.71912264109464
316 => 0.72092486095303
317 => 0.72547848911701
318 => 0.73133118816288
319 => 0.6993070247628
320 => 0.68871811695467
321 => 0.68370050498494
322 => 0.66824820217839
323 => 0.68491218597494
324 => 0.67520279623962
325 => 0.6765129246349
326 => 0.67565970179876
327 => 0.67612561916196
328 => 0.65138902113218
329 => 0.66040173733691
330 => 0.64541634860148
331 => 0.62535259527357
401 => 0.62528533453715
402 => 0.63019590973986
403 => 0.62727490745846
404 => 0.61941456542506
405 => 0.62053108991114
406 => 0.61074916055083
407 => 0.62171879324302
408 => 0.6220333630574
409 => 0.61780945695098
410 => 0.63470968963091
411 => 0.64163372874916
412 => 0.63885346326507
413 => 0.64143865791118
414 => 0.66315887221822
415 => 0.66670021486966
416 => 0.66827304534747
417 => 0.66616566086732
418 => 0.64183566355635
419 => 0.64291480239623
420 => 0.63499679760907
421 => 0.62830691794271
422 => 0.62857447804557
423 => 0.63201394581756
424 => 0.64703430329996
425 => 0.67864376012324
426 => 0.67984331590347
427 => 0.68129721250263
428 => 0.67538348436399
429 => 0.67359984737063
430 => 0.67595292496065
501 => 0.68782377499719
502 => 0.71835882419552
503 => 0.70756569844146
504 => 0.69879071919841
505 => 0.70648874171198
506 => 0.70530369148511
507 => 0.69530067497793
508 => 0.69501992362066
509 => 0.67582093678554
510 => 0.66872350849238
511 => 0.66279236617731
512 => 0.65631571360564
513 => 0.6524761368618
514 => 0.65837547179677
515 => 0.65972471949527
516 => 0.64682572055725
517 => 0.64506763466543
518 => 0.65560123564245
519 => 0.65096579058469
520 => 0.65573346078011
521 => 0.65683960116176
522 => 0.65666148708374
523 => 0.65182155006596
524 => 0.65490638159209
525 => 0.64760983540025
526 => 0.63967593732243
527 => 0.6346146046481
528 => 0.63019792060138
529 => 0.63264855360968
530 => 0.623912494403
531 => 0.62111765324065
601 => 0.65386131008195
602 => 0.67804940144425
603 => 0.6776976970163
604 => 0.67555678676223
605 => 0.67237582839247
606 => 0.68759106807947
607 => 0.68229038281084
608 => 0.68614707423085
609 => 0.68712876406207
610 => 0.69010004351511
611 => 0.69116202052947
612 => 0.6879519884016
613 => 0.67717872850807
614 => 0.6503327891442
615 => 0.63783593190109
616 => 0.63371176085925
617 => 0.6338616666437
618 => 0.62972659589954
619 => 0.63094455955457
620 => 0.62930303784508
621 => 0.62619439285407
622 => 0.63245660354142
623 => 0.63317826498661
624 => 0.63171659018433
625 => 0.63206086751367
626 => 0.61995882444032
627 => 0.62087891649093
628 => 0.61575572703349
629 => 0.61479519077119
630 => 0.60184421394991
701 => 0.5788996812369
702 => 0.59161317963958
703 => 0.57625706135754
704 => 0.57044146668096
705 => 0.59797158736933
706 => 0.5952083268189
707 => 0.59047882591706
708 => 0.58348290836889
709 => 0.58088805449836
710 => 0.56512254381193
711 => 0.56419103333485
712 => 0.57200484613564
713 => 0.56839904038495
714 => 0.56333512348557
715 => 0.54499412979702
716 => 0.52437278039677
717 => 0.52499520931398
718 => 0.53155447688435
719 => 0.55062643198297
720 => 0.54317468917777
721 => 0.5377683642737
722 => 0.53675592213269
723 => 0.54942875521853
724 => 0.5673634690756
725 => 0.57577803555074
726 => 0.56743945572806
727 => 0.5578605442088
728 => 0.55844356816857
729 => 0.56232216537362
730 => 0.56272975109946
731 => 0.55649486442844
801 => 0.55824994850527
802 => 0.55558381530431
803 => 0.53922176077127
804 => 0.5389258230894
805 => 0.53491031103323
806 => 0.53478872292403
807 => 0.52795733520005
808 => 0.52700157683431
809 => 0.51343744187274
810 => 0.52236539658043
811 => 0.51637699330117
812 => 0.50735105703781
813 => 0.50579498222392
814 => 0.505748204736
815 => 0.51501582311606
816 => 0.52225709906379
817 => 0.51648116414007
818 => 0.51516609571974
819 => 0.52920758594937
820 => 0.52742067832663
821 => 0.52587322784965
822 => 0.56575761215937
823 => 0.53418600976091
824 => 0.52041898907111
825 => 0.50337968668117
826 => 0.50892776945896
827 => 0.51009683201853
828 => 0.46912038133583
829 => 0.45249624039716
830 => 0.44679146169454
831 => 0.44350828089745
901 => 0.44500446761427
902 => 0.43004079095221
903 => 0.44009662914548
904 => 0.42713935000424
905 => 0.42496701998958
906 => 0.44813624019299
907 => 0.45136010183168
908 => 0.43760610650575
909 => 0.44643839807457
910 => 0.44323568637368
911 => 0.42736146536547
912 => 0.42675518688582
913 => 0.41879006078975
914 => 0.40632618080173
915 => 0.40062985319666
916 => 0.39766315632215
917 => 0.39888727327235
918 => 0.39826832228373
919 => 0.39422924840845
920 => 0.39849983727029
921 => 0.38759024745744
922 => 0.38324596088942
923 => 0.38128374743333
924 => 0.37160085854186
925 => 0.38701064076842
926 => 0.39004656199438
927 => 0.39308846492299
928 => 0.41956615312123
929 => 0.41824340264402
930 => 0.43020042275243
1001 => 0.42973579493856
1002 => 0.42632545911276
1003 => 0.41193781323672
1004 => 0.41767247244778
1005 => 0.40002208276005
1006 => 0.41324695482393
1007 => 0.40721167549784
1008 => 0.41120642081284
1009 => 0.4040235085448
1010 => 0.40799882876911
1011 => 0.3907664915423
1012 => 0.37467517750544
1013 => 0.38115079200861
1014 => 0.38819052554991
1015 => 0.40345446155819
1016 => 0.39436338719639
1017 => 0.39763288130847
1018 => 0.38668062333971
1019 => 0.36408298679231
1020 => 0.36421088696107
1021 => 0.36073473289453
1022 => 0.35773082825423
1023 => 0.39540760644706
1024 => 0.39072190349706
1025 => 0.38325584909588
1026 => 0.39324945960107
1027 => 0.39589192883857
1028 => 0.39596715622289
1029 => 0.40325823647506
1030 => 0.40714948731264
1031 => 0.40783533713841
1101 => 0.41930800944941
1102 => 0.42315349787985
1103 => 0.43899252049094
1104 => 0.40681934186572
1105 => 0.40615675642409
1106 => 0.39339009019522
1107 => 0.38529326863986
1108 => 0.39394448649424
1109 => 0.40160828450423
1110 => 0.39362822576214
1111 => 0.39467025296562
1112 => 0.38395767609913
1113 => 0.38778691825531
1114 => 0.39108517745483
1115 => 0.38926407258757
1116 => 0.3865377904588
1117 => 0.40097994046421
1118 => 0.40016505776166
1119 => 0.41361391987029
1120 => 0.42409826962131
1121 => 0.44288809867685
1122 => 0.42327993252146
1123 => 0.42256533301135
1124 => 0.42955065784799
1125 => 0.42315242846301
1126 => 0.42719588857495
1127 => 0.44223663474117
1128 => 0.44255442200677
1129 => 0.43723107586229
1130 => 0.43690714976561
1201 => 0.43792955662368
1202 => 0.44391782552571
1203 => 0.44182534037043
1204 => 0.44424681716737
1205 => 0.44727491098091
1206 => 0.4598003908789
1207 => 0.46282024167749
1208 => 0.45548356985003
1209 => 0.45614598917082
1210 => 0.45340187251121
1211 => 0.4507510902017
1212 => 0.4567096617178
1213 => 0.46759906827949
1214 => 0.46753132584643
1215 => 0.47005745650893
1216 => 0.47163121498407
1217 => 0.46487549154716
1218 => 0.46047776400457
1219 => 0.46216413257907
1220 => 0.46486067265403
1221 => 0.46128968097582
1222 => 0.43924786609364
1223 => 0.44593394469231
1224 => 0.44482105428095
1225 => 0.44323616300307
1226 => 0.44995906673595
1227 => 0.44931062627028
1228 => 0.4298873168199
1229 => 0.43113073407214
1230 => 0.42996293314133
1231 => 0.43373633685835
]
'min_raw' => 0.35773082825423
'max_raw' => 0.80136121563428
'avg_raw' => 0.57954602194426
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.35773'
'max' => '$0.801361'
'avg' => '$0.579546'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.087234516735294
'max_diff' => -0.58233257891946
'year' => 2034
]
9 => [
'items' => [
101 => 0.42294865227904
102 => 0.42626687139947
103 => 0.42834802732543
104 => 0.42957384415402
105 => 0.43400233508934
106 => 0.43348270279153
107 => 0.43397003401611
108 => 0.44053631699493
109 => 0.47374632302558
110 => 0.47555387038008
111 => 0.46665284612714
112 => 0.47020862975125
113 => 0.46338230275735
114 => 0.46796486180077
115 => 0.4711001323139
116 => 0.45693244774292
117 => 0.45609352941014
118 => 0.44923902773648
119 => 0.45292224867709
120 => 0.44706197932763
121 => 0.44849988444246
122 => 0.44447937638706
123 => 0.45171549041162
124 => 0.45980659026951
125 => 0.46185072162083
126 => 0.45647349208939
127 => 0.45258002353193
128 => 0.4457443753333
129 => 0.45711221062997
130 => 0.46043651209922
131 => 0.45709474948955
201 => 0.45632039007394
202 => 0.45485298038058
203 => 0.45663170797727
204 => 0.46041840723949
205 => 0.45863266979678
206 => 0.45981218083833
207 => 0.45531710105445
208 => 0.46487772797272
209 => 0.48006230440911
210 => 0.48011112530528
211 => 0.47832537823679
212 => 0.47759468901082
213 => 0.47942697387128
214 => 0.48042091324383
215 => 0.48634618649901
216 => 0.49270424077511
217 => 0.52237450584528
218 => 0.51404321414106
219 => 0.54036843840328
220 => 0.56118827289215
221 => 0.56743123091434
222 => 0.5616880032878
223 => 0.54204073182047
224 => 0.54107674295002
225 => 0.57043806138627
226 => 0.56214214409445
227 => 0.56115537112998
228 => 0.55065777396723
301 => 0.55686315404312
302 => 0.55550594639309
303 => 0.55336352772065
304 => 0.56520296063491
305 => 0.58736532213696
306 => 0.58391111025955
307 => 0.58133270132935
308 => 0.57003486396075
309 => 0.57683868551998
310 => 0.57441597498136
311 => 0.58482547694538
312 => 0.57865911858059
313 => 0.56207929436171
314 => 0.56471968601638
315 => 0.56432059612951
316 => 0.57253383772154
317 => 0.5700684264608
318 => 0.56383918501241
319 => 0.5872895735947
320 => 0.58576683579808
321 => 0.58792572984736
322 => 0.58887614177387
323 => 0.60314998006171
324 => 0.60899751489636
325 => 0.61032500767933
326 => 0.61587971350767
327 => 0.6101868015381
328 => 0.63296250839383
329 => 0.64810702445356
330 => 0.66569815918659
331 => 0.69140353508283
401 => 0.70106899420783
402 => 0.69932301552907
403 => 0.71881253816219
404 => 0.75383477710617
405 => 0.70640201134378
406 => 0.75634882886733
407 => 0.74053624310311
408 => 0.70304488671242
409 => 0.70063088535492
410 => 0.72602046718629
411 => 0.78233211603159
412 => 0.76822668667728
413 => 0.78235518746088
414 => 0.7658735408173
415 => 0.76505508814322
416 => 0.78155471067113
417 => 0.82010697805517
418 => 0.80179224093115
419 => 0.77553357430607
420 => 0.79492256511192
421 => 0.7781260269095
422 => 0.74027872528442
423 => 0.76821590052128
424 => 0.74953510704534
425 => 0.75498715570722
426 => 0.79425140503534
427 => 0.78952702667586
428 => 0.79564080973868
429 => 0.78485014265837
430 => 0.77476995807333
501 => 0.75595454498104
502 => 0.75038422875306
503 => 0.75192366375949
504 => 0.75038346588553
505 => 0.73985641518296
506 => 0.73758309958603
507 => 0.73379414066157
508 => 0.73496849746634
509 => 0.72784414618933
510 => 0.74128926901514
511 => 0.74378480228962
512 => 0.75356904145205
513 => 0.75458487361986
514 => 0.78183384041729
515 => 0.76682556740555
516 => 0.77689441269378
517 => 0.77599376039955
518 => 0.70385743808915
519 => 0.71379718683936
520 => 0.7292603166297
521 => 0.72229419761893
522 => 0.7124457351585
523 => 0.70449257368056
524 => 0.69244272078896
525 => 0.70940265733696
526 => 0.7317031704094
527 => 0.75515045143283
528 => 0.78332082325577
529 => 0.77703352420417
530 => 0.7546238259265
531 => 0.75562910862094
601 => 0.76184337067382
602 => 0.7537953366901
603 => 0.75142181435201
604 => 0.76151728515248
605 => 0.76158680711151
606 => 0.75232657137584
607 => 0.7420355139609
608 => 0.74199239405457
609 => 0.74016119978741
610 => 0.76619930620941
611 => 0.78051763199202
612 => 0.78215920496786
613 => 0.78040714105138
614 => 0.7810814409159
615 => 0.77274992262578
616 => 0.791793302802
617 => 0.8092693916468
618 => 0.80458542651421
619 => 0.79756349691558
620 => 0.79197019176832
621 => 0.80326782157931
622 => 0.80276475590794
623 => 0.80911675325654
624 => 0.8088285899659
625 => 0.80669265216827
626 => 0.80458550279527
627 => 0.81294011187782
628 => 0.81053411863297
629 => 0.80812438821605
630 => 0.80329130495364
701 => 0.80394820123802
702 => 0.79692748407454
703 => 0.79367937906855
704 => 0.74483567307216
705 => 0.73178303881579
706 => 0.73588966326371
707 => 0.73724167066043
708 => 0.73156114750465
709 => 0.73970555850337
710 => 0.73843626067628
711 => 0.74337435600707
712 => 0.74028924843157
713 => 0.7404158623226
714 => 0.74948850588786
715 => 0.75212233291265
716 => 0.75078274723025
717 => 0.75172094712389
718 => 0.77334136768338
719 => 0.77026763526195
720 => 0.76863477617482
721 => 0.76908708930112
722 => 0.77461157030111
723 => 0.77615812335563
724 => 0.76960526938928
725 => 0.77269563320141
726 => 0.78585401008789
727 => 0.79045869729852
728 => 0.80515464849962
729 => 0.79891154722969
730 => 0.81037102980574
731 => 0.84559357241902
801 => 0.87373177667307
802 => 0.84785472118057
803 => 0.89952694991443
804 => 0.93976119192471
805 => 0.93821693470272
806 => 0.93120116397344
807 => 0.8853955491274
808 => 0.84324453942283
809 => 0.87850564886712
810 => 0.8785955366866
811 => 0.87556657611381
812 => 0.85675396213614
813 => 0.87491193792609
814 => 0.87635325210421
815 => 0.87554649944084
816 => 0.86112291241267
817 => 0.83910076094511
818 => 0.84340383662829
819 => 0.8504523623777
820 => 0.83710803265756
821 => 0.83284371075052
822 => 0.84077189649614
823 => 0.86631816287162
824 => 0.86148878919278
825 => 0.861362674729
826 => 0.88202478330023
827 => 0.86723517272534
828 => 0.84345811219301
829 => 0.8374540908277
830 => 0.81614385977427
831 => 0.83086291226731
901 => 0.83139262476272
902 => 0.82333115013734
903 => 0.84411225642954
904 => 0.84392075487662
905 => 0.86364932244157
906 => 0.90136293391418
907 => 0.89020916322762
908 => 0.87723854144595
909 => 0.87864880766995
910 => 0.89411594731358
911 => 0.88476416160458
912 => 0.8881271289485
913 => 0.89411085705973
914 => 0.89772098879684
915 => 0.87812936526975
916 => 0.87356162064991
917 => 0.86421761821821
918 => 0.86177994239785
919 => 0.86939043740946
920 => 0.86738534085665
921 => 0.83134810447863
922 => 0.82758201276783
923 => 0.82769751342386
924 => 0.81822749674917
925 => 0.80378344825584
926 => 0.84174154528699
927 => 0.83869297887216
928 => 0.83532759749049
929 => 0.83573983750714
930 => 0.85221616090909
1001 => 0.84265906126168
1002 => 0.86806817705214
1003 => 0.86284482671356
1004 => 0.8574875171483
1005 => 0.85674697377874
1006 => 0.85468486666028
1007 => 0.84761313407485
1008 => 0.83907359203269
1009 => 0.83343504669399
1010 => 0.76879977536532
1011 => 0.78079570575785
1012 => 0.79459593021098
1013 => 0.79935971239128
1014 => 0.79121093332819
1015 => 0.84793489753965
1016 => 0.8582989124068
1017 => 0.82690563534624
1018 => 0.82103323498726
1019 => 0.84831989112954
1020 => 0.83186270181769
1021 => 0.83927337315713
1022 => 0.82325555514177
1023 => 0.85580252471909
1024 => 0.855554571342
1025 => 0.84289306506977
1026 => 0.8535944834688
1027 => 0.851734848673
1028 => 0.83744003927557
1029 => 0.85625569567418
1030 => 0.856265028005
1031 => 0.84407860350287
1101 => 0.82984752763574
1102 => 0.8273033473937
1103 => 0.82538664934386
1104 => 0.83880198293259
1105 => 0.8508301290796
1106 => 0.87321152702887
1107 => 0.87883874224221
1108 => 0.90080213784482
1109 => 0.88772400514179
1110 => 0.89352137197887
1111 => 0.89981523376813
1112 => 0.90283274255901
1113 => 0.89791587391273
1114 => 0.93203406777788
1115 => 0.93491468869455
1116 => 0.93588053597063
1117 => 0.92437607296316
1118 => 0.93459472876689
1119 => 0.92981375812263
1120 => 0.94225251554709
1121 => 0.94420307153727
1122 => 0.94255102000663
1123 => 0.94317015726535
1124 => 0.91405629766327
1125 => 0.91254659045506
1126 => 0.89196162554715
1127 => 0.9003501509035
1128 => 0.88466820482229
1129 => 0.88964111146659
1130 => 0.8918331213318
1201 => 0.89068813977368
1202 => 0.90082442554111
1203 => 0.89220651193242
1204 => 0.86946242100291
1205 => 0.84671213346104
1206 => 0.84642652213293
1207 => 0.84043677299909
1208 => 0.83610728145259
1209 => 0.83694129512141
1210 => 0.83988046807244
1211 => 0.83593645137755
1212 => 0.83677810730613
1213 => 0.85075520364462
1214 => 0.85355821063521
1215 => 0.84403249767565
1216 => 0.80578538558917
1217 => 0.79639944834753
1218 => 0.80314587390559
1219 => 0.79992151701429
1220 => 0.64559909554519
1221 => 0.68185485937252
1222 => 0.66031291563572
1223 => 0.67024043440681
1224 => 0.64825168811083
1225 => 0.65874587037221
1226 => 0.65680797809471
1227 => 0.71510617344301
1228 => 0.7141959273092
1229 => 0.7146316139643
1230 => 0.69383515474059
1231 => 0.72696447896936
]
'min_raw' => 0.42294865227904
'max_raw' => 0.94420307153727
'avg_raw' => 0.68357586190816
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.422948'
'max' => '$0.944203'
'avg' => '$0.683575'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.065217824024805
'max_diff' => 0.14284185590299
'year' => 2035
]
10 => [
'items' => [
101 => 0.74328517537642
102 => 0.74026464883275
103 => 0.7410248502891
104 => 0.72796207060102
105 => 0.7147580902255
106 => 0.70011284391105
107 => 0.72732190135616
108 => 0.72429671864236
109 => 0.73123539936142
110 => 0.74888241805817
111 => 0.75148100859577
112 => 0.75497354063061
113 => 0.75372171651148
114 => 0.78354524571534
115 => 0.77993341954677
116 => 0.78863688141971
117 => 0.77073320001383
118 => 0.75047348507003
119 => 0.75432419454086
120 => 0.75395334025337
121 => 0.74923193952687
122 => 0.74496967005908
123 => 0.73787419228218
124 => 0.76032533390142
125 => 0.75941385855227
126 => 0.7741695849807
127 => 0.77156136700499
128 => 0.75414304902404
129 => 0.75476514765833
130 => 0.7589490599443
131 => 0.77342962813711
201 => 0.777728446689
202 => 0.77573706265746
203 => 0.78045052095109
204 => 0.78417584620319
205 => 0.78091836444663
206 => 0.82703743669841
207 => 0.80788558248897
208 => 0.81722006297291
209 => 0.81944628156638
210 => 0.81374386945155
211 => 0.81498051845118
212 => 0.81685370471895
213 => 0.82822732492937
214 => 0.85807499534504
215 => 0.87129432539218
216 => 0.91106533206924
217 => 0.87019664405372
218 => 0.86777166523833
219 => 0.8749356245102
220 => 0.89828541561825
221 => 0.91720822817696
222 => 0.92348601678593
223 => 0.9243157301856
224 => 0.93609327895553
225 => 0.94284395027216
226 => 0.93466317475457
227 => 0.92773082406631
228 => 0.90290000437601
229 => 0.90577423936724
301 => 0.92557486821511
302 => 0.95354442271396
303 => 0.97754521021014
304 => 0.96914097094087
305 => 1.0332593840971
306 => 1.0396164628613
307 => 1.038738120125
308 => 1.0532204916101
309 => 1.024475933496
310 => 1.0121870780026
311 => 0.92922967697064
312 => 0.9525373228722
313 => 0.98641635500017
314 => 0.98193233805818
315 => 0.95732847933772
316 => 0.97752654597702
317 => 0.97084843349412
318 => 0.96558112910373
319 => 0.98971167163333
320 => 0.96317914889398
321 => 0.98615167278952
322 => 0.95668917327316
323 => 0.96917936079793
324 => 0.96208932627648
325 => 0.96667744753381
326 => 0.93985538441417
327 => 0.95432791860475
328 => 0.93925327941056
329 => 0.93924613206881
330 => 0.93891335857308
331 => 0.95664860473386
401 => 0.95722695047445
402 => 0.94412057676516
403 => 0.94223174355362
404 => 0.94921574991426
405 => 0.94103930758011
406 => 0.94486501348635
407 => 0.9411551843147
408 => 0.94032002362721
409 => 0.93366532117838
410 => 0.93079829238857
411 => 0.93192252825129
412 => 0.92808493166853
413 => 0.92577264091548
414 => 0.93845338574279
415 => 0.93167857532135
416 => 0.93741504888124
417 => 0.93087761325906
418 => 0.90821601316746
419 => 0.89518308731271
420 => 0.85237742547111
421 => 0.86451705806913
422 => 0.87256564704098
423 => 0.86990558843379
424 => 0.87562042362805
425 => 0.87597126809501
426 => 0.87411331691751
427 => 0.87196204747225
428 => 0.87091492847896
429 => 0.87871929556644
430 => 0.88324999334365
501 => 0.87337343062053
502 => 0.8710594901623
503 => 0.88104524037534
504 => 0.88713654223672
505 => 0.93211129277428
506 => 0.92877941798793
507 => 0.93714176985427
508 => 0.93620029736487
509 => 0.94496537434791
510 => 0.95929257081728
511 => 0.93016137444792
512 => 0.93521754285666
513 => 0.93397788712682
514 => 0.94751212333006
515 => 0.94755437573817
516 => 0.93943992504909
517 => 0.94383890040957
518 => 0.94138351304293
519 => 0.94582072987996
520 => 0.92873491876881
521 => 0.94954359240285
522 => 0.96134076947204
523 => 0.96150457328709
524 => 0.9670963415897
525 => 0.97277790203854
526 => 0.98368316256044
527 => 0.97247376024142
528 => 0.95230913668282
529 => 0.95376495737241
530 => 0.94194244595796
531 => 0.94214118451074
601 => 0.94108030254054
602 => 0.94426408919259
603 => 0.92943358089908
604 => 0.93291427155277
605 => 0.9280412842547
606 => 0.93520694993395
607 => 0.92749787819005
608 => 0.93397728932729
609 => 0.93677358837824
610 => 0.94709199207626
611 => 0.92597384157422
612 => 0.88291250312744
613 => 0.89196451853721
614 => 0.87857587672569
615 => 0.8798150464995
616 => 0.882318366655
617 => 0.87420428699563
618 => 0.8757521976906
619 => 0.87569689542809
620 => 0.87522033040653
621 => 0.8731095449065
622 => 0.87004848832528
623 => 0.88224279560135
624 => 0.88431484602923
625 => 0.88892075745766
626 => 0.9026248256491
627 => 0.90125546607259
628 => 0.90348894835606
629 => 0.89861326907172
630 => 0.88004121527771
701 => 0.88104976715158
702 => 0.86847310912358
703 => 0.8885991440357
704 => 0.88383303331783
705 => 0.88076029073263
706 => 0.8799218644495
707 => 0.89365990237533
708 => 0.89777053864009
709 => 0.89520906597443
710 => 0.88995541080706
711 => 0.90004398183214
712 => 0.90274325783581
713 => 0.90334752618756
714 => 0.92122253975238
715 => 0.9043465408792
716 => 0.90840876154098
717 => 0.94010104753213
718 => 0.91136051737468
719 => 0.92658501718939
720 => 0.92583985714793
721 => 0.93362819608415
722 => 0.92520098603058
723 => 0.92530545139911
724 => 0.9322209687467
725 => 0.92250937185214
726 => 0.92010464388655
727 => 0.91678252942508
728 => 0.92403624481458
729 => 0.92838451913325
730 => 0.96342841668619
731 => 0.98606837270127
801 => 0.98508551250202
802 => 0.99406701488597
803 => 0.99002076580087
804 => 0.97695436015849
805 => 0.99925712131162
806 => 0.9921995944956
807 => 0.99278140843142
808 => 0.99275975328767
809 => 0.99745239164062
810 => 0.99412722729357
811 => 0.98757298704441
812 => 0.99192399759538
813 => 1.004844943417
814 => 1.0449519557105
815 => 1.0673963711372
816 => 1.0436007737198
817 => 1.0600146581825
818 => 1.0501721763699
819 => 1.0483835046361
820 => 1.0586926370552
821 => 1.069019814246
822 => 1.0683620177045
823 => 1.0608650173705
824 => 1.0566301521111
825 => 1.088697970639
826 => 1.1123249930693
827 => 1.1107137885372
828 => 1.1178251213504
829 => 1.1387042144354
830 => 1.1406131370418
831 => 1.1403726566694
901 => 1.1356411928141
902 => 1.1561993714491
903 => 1.1733493657531
904 => 1.1345459956367
905 => 1.1493218110036
906 => 1.1559551505689
907 => 1.1656948610738
908 => 1.1821273852607
909 => 1.1999774650394
910 => 1.2025016620363
911 => 1.2007106234731
912 => 1.1889380160231
913 => 1.2084697863127
914 => 1.219911039272
915 => 1.2267240435808
916 => 1.2440006889322
917 => 1.1559961158158
918 => 1.0937021048528
919 => 1.0839739955046
920 => 1.1037564884033
921 => 1.1089729740183
922 => 1.1068702152078
923 => 1.0367526423453
924 => 1.0836048409946
925 => 1.1340138672965
926 => 1.1359502832939
927 => 1.1611860958637
928 => 1.1694039108873
929 => 1.1897220477395
930 => 1.1884511427474
1001 => 1.1933982857387
1002 => 1.1922610232376
1003 => 1.2298960932678
1004 => 1.2714131643731
1005 => 1.269975560217
1006 => 1.2640069900379
1007 => 1.2728713345463
1008 => 1.3157214011667
1009 => 1.3117764536906
1010 => 1.3156086341338
1011 => 1.3661312776032
1012 => 1.4318179008757
1013 => 1.4012998695365
1014 => 1.4675152162156
1015 => 1.5091942670254
1016 => 1.5812738757067
1017 => 1.5722491537002
1018 => 1.6003092164152
1019 => 1.5560930177923
1020 => 1.4545636881861
1021 => 1.4384962831373
1022 => 1.4706636349365
1023 => 1.5497439304908
1024 => 1.4681731150067
1025 => 1.4846747847411
1026 => 1.4799223027474
1027 => 1.4796690631787
1028 => 1.489334187516
1029 => 1.4753144205658
1030 => 1.4181953679031
1031 => 1.4443726931337
1101 => 1.4342643707238
1102 => 1.445480308063
1103 => 1.5060080960783
1104 => 1.4792473181944
1105 => 1.4510570125629
1106 => 1.4864139117545
1107 => 1.531435394374
1108 => 1.5286180309031
1109 => 1.5231511682029
1110 => 1.5539675870084
1111 => 1.6048672825115
1112 => 1.6186252656745
1113 => 1.6287811275758
1114 => 1.6301814493473
1115 => 1.6446056338889
1116 => 1.5670431582463
1117 => 1.6901367990367
1118 => 1.711391670408
1119 => 1.7073966355143
1120 => 1.7310205305018
1121 => 1.7240697813161
1122 => 1.7139992362852
1123 => 1.7514481347869
1124 => 1.708515994625
1125 => 1.6475792266713
1126 => 1.6141481105792
1127 => 1.6581729010604
1128 => 1.6850573043538
1129 => 1.7028261847616
1130 => 1.7082030372367
1201 => 1.5730641124384
1202 => 1.5002317271205
1203 => 1.5469164510843
1204 => 1.6038750363276
1205 => 1.5667267504294
1206 => 1.5681828929056
1207 => 1.5152191996125
1208 => 1.6085611479618
1209 => 1.5949620112166
1210 => 1.6655143567068
1211 => 1.6486764732376
1212 => 1.7062091721586
1213 => 1.691058884402
1214 => 1.7539468818385
1215 => 1.7790346066405
1216 => 1.8211608011755
1217 => 1.85214900136
1218 => 1.8703458652181
1219 => 1.8692533937668
1220 => 1.9413584340143
1221 => 1.8988406109386
1222 => 1.845428204474
1223 => 1.844462142555
1224 => 1.8721251847227
1225 => 1.9300993321211
1226 => 1.945131185052
1227 => 1.9535319401573
1228 => 1.9406658912812
1229 => 1.8945158416123
1230 => 1.8745884841514
1231 => 1.8915671700592
]
'min_raw' => 0.70011284391105
'max_raw' => 1.9535319401573
'avg_raw' => 1.3268223920342
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.700112'
'max' => '$1.95'
'avg' => '$1.32'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.27716419163201
'max_diff' => 1.00932886862
'year' => 2036
]
11 => [
'items' => [
101 => 1.870803696189
102 => 1.9066472772908
103 => 1.9558681699193
104 => 1.945704250232
105 => 1.9796807098866
106 => 2.0148427712014
107 => 2.0651260981084
108 => 2.0782720217481
109 => 2.1000017336298
110 => 2.1223687449946
111 => 2.1295524262371
112 => 2.1432683026945
113 => 2.1431960132552
114 => 2.1845297301444
115 => 2.2301220998718
116 => 2.2473321639781
117 => 2.2869057574221
118 => 2.2191373654734
119 => 2.2705404692337
120 => 2.3169073555286
121 => 2.2616268422054
122 => 2.3378181511137
123 => 2.3407764869854
124 => 2.3854438463498
125 => 2.3401649204034
126 => 2.3132784387118
127 => 2.390898703932
128 => 2.4284567052566
129 => 2.4171439296005
130 => 2.3310531482767
131 => 2.280944620939
201 => 2.1498009396831
202 => 2.3051462951162
203 => 2.3808104862614
204 => 2.3308571963008
205 => 2.3560507301476
206 => 2.493498481785
207 => 2.5458296865256
208 => 2.5349451617623
209 => 2.5367844672727
210 => 2.5650214354722
211 => 2.6902397028512
212 => 2.615206014501
213 => 2.672566457786
214 => 2.702990230076
215 => 2.7312495253141
216 => 2.6618536276512
217 => 2.57157058442
218 => 2.5429741548044
219 => 2.325890326086
220 => 2.3145901700539
221 => 2.3082470500433
222 => 2.2682545756288
223 => 2.2368314455996
224 => 2.2118426059344
225 => 2.1462644283537
226 => 2.1683951382196
227 => 2.0638772103854
228 => 2.1307440767258
301 => 1.9639309402288
302 => 2.1028578771826
303 => 2.0272462616313
304 => 2.0780174279061
305 => 2.0778402920899
306 => 1.9843544779651
307 => 1.9304338113771
308 => 1.9647941587507
309 => 2.001631178663
310 => 2.0076078612092
311 => 2.0553680190701
312 => 2.0686968525279
313 => 2.028309864887
314 => 1.9604741087525
315 => 1.9762308077336
316 => 1.9301145023751
317 => 1.8492974510724
318 => 1.9073416682484
319 => 1.9271605160163
320 => 1.9359136482455
321 => 1.8564393601903
322 => 1.8314668134126
323 => 1.8181716390481
324 => 1.9502149761599
325 => 1.9574486082379
326 => 1.9204403237945
327 => 2.087721278748
328 => 2.0498604466772
329 => 2.0921602722294
330 => 1.974801052455
331 => 1.9792843326955
401 => 1.9237245972894
402 => 1.954834336614
403 => 1.9328469755731
404 => 1.952320977109
405 => 1.9639936133353
406 => 2.0195442319355
407 => 2.1034921760148
408 => 2.0112468219665
409 => 1.9710542002299
410 => 1.9959894767034
411 => 2.0623954038847
412 => 2.1630037828213
413 => 2.1034415975585
414 => 2.1298742839467
415 => 2.1356486500141
416 => 2.0917296997133
417 => 2.1646231371642
418 => 2.2036873224794
419 => 2.2437590934186
420 => 2.2785522893396
421 => 2.2277535469084
422 => 2.2821154830235
423 => 2.2383093586882
424 => 2.1990107365656
425 => 2.1990703363536
426 => 2.1744177366348
427 => 2.1266502182522
428 => 2.1178411549772
429 => 2.1636670145957
430 => 2.2004150142846
501 => 2.20344175555
502 => 2.2237873363582
503 => 2.2358276415044
504 => 2.3538389999377
505 => 2.4013041445407
506 => 2.4593436248921
507 => 2.4819532734148
508 => 2.5500002094607
509 => 2.4950467821017
510 => 2.4831572624193
511 => 2.3180976535553
512 => 2.34512615526
513 => 2.3884013943516
514 => 2.3188112463086
515 => 2.3629501777979
516 => 2.3716641378642
517 => 2.3164465997071
518 => 2.3459406726458
519 => 2.2676131593038
520 => 2.1051995017613
521 => 2.1648039499935
522 => 2.2086928865327
523 => 2.1460579626244
524 => 2.2583286394237
525 => 2.1927424277747
526 => 2.1719547473754
527 => 2.0908545947943
528 => 2.1291307449814
529 => 2.1808997861712
530 => 2.1489125375129
531 => 2.2152908813884
601 => 2.3093003187737
602 => 2.3762970422133
603 => 2.3814402187373
604 => 2.3383658139976
605 => 2.4073928224902
606 => 2.4078956088886
607 => 2.3300328613253
608 => 2.2823423619843
609 => 2.2715069801924
610 => 2.2985758883103
611 => 2.3314425399617
612 => 2.3832640891637
613 => 2.4145787660197
614 => 2.4962308352389
615 => 2.5183235440214
616 => 2.5425967328825
617 => 2.5750331987751
618 => 2.6139814926184
619 => 2.5287648430169
620 => 2.5321506593693
621 => 2.4527980951652
622 => 2.3679985000042
623 => 2.4323508223126
624 => 2.5164829233001
625 => 2.4971829263759
626 => 2.4950112824587
627 => 2.4986633851636
628 => 2.4841118177617
629 => 2.4182956177091
630 => 2.3852431340739
701 => 2.4278892705512
702 => 2.4505537941277
703 => 2.4857044936407
704 => 2.4813714279845
705 => 2.5719158550204
706 => 2.6070986814452
707 => 2.5980974088877
708 => 2.599753859666
709 => 2.6634506863574
710 => 2.7342946578896
711 => 2.800649385915
712 => 2.8681482652643
713 => 2.7867757316826
714 => 2.74545977749
715 => 2.7880872959982
716 => 2.765468534652
717 => 2.8954426465077
718 => 2.9044417720118
719 => 3.0344064852599
720 => 3.1577584740425
721 => 3.0802832999685
722 => 3.1533388995618
723 => 3.2323544868323
724 => 3.3847883744941
725 => 3.3334540038184
726 => 3.294132680393
727 => 3.2569742197552
728 => 3.3342950776029
729 => 3.4337671259931
730 => 3.455192452485
731 => 3.4899096665063
801 => 3.4534087609818
802 => 3.4973700812433
803 => 3.6525728593491
804 => 3.6106356986921
805 => 3.5510781888241
806 => 3.6735958763054
807 => 3.7179345511295
808 => 4.0291265913888
809 => 4.4220193969183
810 => 4.2593591955559
811 => 4.1583907595583
812 => 4.182120737021
813 => 4.3255918893396
814 => 4.3716702699176
815 => 4.2464133473364
816 => 4.2906562099398
817 => 4.5344387327472
818 => 4.6652202347537
819 => 4.4876013887299
820 => 3.9975580370158
821 => 3.5457156866933
822 => 3.6655646247251
823 => 3.6519774744978
824 => 3.9138913827653
825 => 3.60963551128
826 => 3.6147583998481
827 => 3.8820884103669
828 => 3.8107693467571
829 => 3.6952415975648
830 => 3.5465591671131
831 => 3.2717059429629
901 => 3.0282607774839
902 => 3.5057128090615
903 => 3.4851242092697
904 => 3.4553088657116
905 => 3.521659686443
906 => 3.8438404379055
907 => 3.836413128787
908 => 3.7891643776213
909 => 3.8250021389491
910 => 3.688959064731
911 => 3.7240204626002
912 => 3.5456441125565
913 => 3.6262776724307
914 => 3.6949937269012
915 => 3.7087894921947
916 => 3.7398720558303
917 => 3.4742749527326
918 => 3.5935202545022
919 => 3.6635656975181
920 => 3.3470978376975
921 => 3.6573101454511
922 => 3.4696514980679
923 => 3.4059573346078
924 => 3.4917131346389
925 => 3.4582940159665
926 => 3.4295622201685
927 => 3.4135293844383
928 => 3.4764989794589
929 => 3.4735613725863
930 => 3.3705308932608
1001 => 3.2361318330404
1002 => 3.2812405691491
1003 => 3.2648521424241
1004 => 3.2054583698237
1005 => 3.245482601325
1006 => 3.0692361415936
1007 => 2.7660132681197
1008 => 2.9663315863044
1009 => 2.9586195489587
1010 => 2.9547307900159
1011 => 3.10526446974
1012 => 3.0907941298375
1013 => 3.0645303212203
1014 => 3.2049760143822
1015 => 3.1537114471169
1016 => 3.3116967639773
1017 => 3.4157561115111
1018 => 3.3893632950093
1019 => 3.4872316143274
1020 => 3.2822797833222
1021 => 3.3503565603419
1022 => 3.3643870897353
1023 => 3.2032429363294
1024 => 3.0931616564032
1025 => 3.0858204900506
1026 => 2.8949547207935
1027 => 2.996913674116
1028 => 3.0866333336916
1029 => 3.0436645792817
1030 => 3.0300619552906
1031 => 3.0995548112122
1101 => 3.1049550012833
1102 => 2.9818300953742
1103 => 3.0074316621714
1104 => 3.114194451622
1105 => 3.0047415138024
1106 => 2.7920923346547
1107 => 2.7393523981211
1108 => 2.7323159183977
1109 => 2.5892810276616
1110 => 2.7428767328661
1111 => 2.6758280914354
1112 => 2.8876339463491
1113 => 2.7666515779599
1114 => 2.7614362698631
1115 => 2.7535525667553
1116 => 2.6304365276018
1117 => 2.657391115744
1118 => 2.7469922720282
1119 => 2.7789629740196
1120 => 2.7756281678737
1121 => 2.7465531774806
1122 => 2.7598635591945
1123 => 2.7169861820497
1124 => 2.7018452877644
1125 => 2.6540564605689
1126 => 2.5838200865921
1127 => 2.5935868851783
1128 => 2.4544302499832
1129 => 2.3786103295273
1130 => 2.3576243748356
1201 => 2.3295610791585
1202 => 2.3607941987559
1203 => 2.4540360367198
1204 => 2.3415665977759
1205 => 2.1487456335205
1206 => 2.1603345020232
1207 => 2.1863712487828
1208 => 2.1378519434466
1209 => 2.0919324928625
1210 => 2.1318557295826
1211 => 2.0501549451137
1212 => 2.1962443982558
1213 => 2.1922930879592
1214 => 2.2467462019794
1215 => 2.2807968516666
1216 => 2.2023211281663
1217 => 2.1825846959269
1218 => 2.1938274647013
1219 => 2.0080095404376
1220 => 2.2315609132609
1221 => 2.2334941948163
1222 => 2.2169402644101
1223 => 2.3359744690642
1224 => 2.5871737685839
1225 => 2.4926624876362
1226 => 2.4560648630347
1227 => 2.3864927519144
1228 => 2.479193459199
1229 => 2.4720754912358
1230 => 2.4398853406973
1231 => 2.4204166372122
]
'min_raw' => 1.8181716390481
'max_raw' => 4.6652202347537
'avg_raw' => 3.2416959369009
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.81'
'max' => '$4.66'
'avg' => '$3.24'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.1180587951371
'max_diff' => 2.7116882945964
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.057070330171525
]
1 => [
'year' => 2028
'avg' => 0.097949254209564
]
2 => [
'year' => 2029
'avg' => 0.26757970886506
]
3 => [
'year' => 2030
'avg' => 0.20643734689774
]
4 => [
'year' => 2031
'avg' => 0.20274705815233
]
5 => [
'year' => 2032
'avg' => 0.3554793997885
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.057070330171525
'min' => '$0.05707'
'max_raw' => 0.3554793997885
'max' => '$0.355479'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.3554793997885
]
1 => [
'year' => 2033
'avg' => 0.91432956977164
]
2 => [
'year' => 2034
'avg' => 0.57954602194426
]
3 => [
'year' => 2035
'avg' => 0.68357586190816
]
4 => [
'year' => 2036
'avg' => 1.3268223920342
]
5 => [
'year' => 2037
'avg' => 3.2416959369009
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.3554793997885
'min' => '$0.355479'
'max_raw' => 3.2416959369009
'max' => '$3.24'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 3.2416959369009
]
]
]
]
'prediction_2025_max_price' => '$0.097579'
'last_price' => 0.094616
'sma_50day_nextmonth' => '$0.085344'
'sma_200day_nextmonth' => '$0.1208052'
'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' => '$0.090343'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.0879014'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.084416'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.08339'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.115485'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.124711'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.126065'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.091089'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.08883'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.086338'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.089119'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.104049'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.116723'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.142458'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.1226049'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.1437018'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.49328'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.091921'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.095947'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.10653'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.121085'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.22588'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.49328'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.24664'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '52.30'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 119.17
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.085748'
'vwma_10_action' => 'BUY'
'hma_9' => '0.092029'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 232.43
'cci_20_action' => 'SELL'
'adx_14' => 23.86
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.005786'
'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' => 80.06
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.027818'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 16
'buy_signals' => 17
'sell_pct' => 48.48
'buy_pct' => 51.52
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767705467
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Starknet para 2026
A previsão de preço para Starknet em 2026 sugere que o preço médio poderia variar entre $0.032689 na extremidade inferior e $0.097579 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Starknet poderia potencialmente ganhar 3.13% até 2026 se STRK atingir a meta de preço prevista.
Previsão de preço de Starknet 2027-2032
A previsão de preço de STRK para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.05707 na extremidade inferior e $0.355479 na extremidade superior. Considerando a volatilidade de preços no mercado, se Starknet atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Starknet | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.031469 | $0.05707 | $0.082671 |
| 2028 | $0.056793 | $0.097949 | $0.139105 |
| 2029 | $0.124758 | $0.267579 | $0.41040045 |
| 2030 | $0.1061021 | $0.206437 | $0.306772 |
| 2031 | $0.125445 | $0.202747 | $0.280048 |
| 2032 | $0.191483 | $0.355479 | $0.519475 |
Previsão de preço de Starknet 2032-2037
A previsão de preço de Starknet para 2032-2037 é atualmente estimada entre $0.355479 na extremidade inferior e $3.24 na extremidade superior. Comparado ao preço atual, Starknet poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Starknet | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.191483 | $0.355479 | $0.519475 |
| 2033 | $0.444965 | $0.914329 | $1.38 |
| 2034 | $0.35773 | $0.579546 | $0.801361 |
| 2035 | $0.422948 | $0.683575 | $0.944203 |
| 2036 | $0.700112 | $1.32 | $1.95 |
| 2037 | $1.81 | $3.24 | $4.66 |
Starknet Histograma de preços potenciais
Previsão de preço de Starknet baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 51.52%
Baixista 48.48%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Starknet é Altista, com 17 indicadores técnicos mostrando sinais de alta e 16 indicando sinais de baixa. A previsão de preço de STRK 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 Starknet
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Starknet está projetado para aumentar no próximo mês, alcançando $0.1208052 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Starknet é esperado para alcançar $0.085344 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 52.30, sugerindo que o mercado de STRK está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de STRK 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 | $0.090343 | BUY |
| SMA 5 | $0.0879014 | BUY |
| SMA 10 | $0.084416 | BUY |
| SMA 21 | $0.08339 | BUY |
| SMA 50 | $0.115485 | SELL |
| SMA 100 | $0.124711 | SELL |
| SMA 200 | $0.126065 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.091089 | BUY |
| EMA 5 | $0.08883 | BUY |
| EMA 10 | $0.086338 | BUY |
| EMA 21 | $0.089119 | BUY |
| EMA 50 | $0.104049 | SELL |
| EMA 100 | $0.116723 | SELL |
| EMA 200 | $0.142458 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.1226049 | SELL |
| SMA 50 | $0.1437018 | SELL |
| SMA 100 | $0.49328 | SELL |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.121085 | SELL |
| EMA 50 | $0.22588 | SELL |
| EMA 100 | $0.49328 | SELL |
| EMA 200 | $0.24664 | SELL |
Osciladores de Starknet
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 52.30 | NEUTRAL |
| Stoch RSI (14) | 119.17 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 232.43 | SELL |
| Índice Direcional Médio (14) | 23.86 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.005786 | NEUTRAL |
| Momentum (10) | 0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 80.06 | SELL |
| VWMA (10) | 0.085748 | BUY |
| Média Móvel de Hull (9) | 0.092029 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.027818 | SELL |
Previsão do preço de Starknet com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Starknet
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Starknet por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.132951 | $0.186818 | $0.262511 | $0.368872 | $0.518327 | $0.728336 |
| Amazon.com stock | $0.197421 | $0.411932 | $0.859521 | $1.79 | $3.74 | $7.80 |
| Apple stock | $0.1342055 | $0.19036 | $0.270011 | $0.38299 | $0.543243 | $0.770549 |
| Netflix stock | $0.149289 | $0.235554 | $0.371668 | $0.586435 | $0.9253028 | $1.45 |
| Google stock | $0.122527 | $0.158672 | $0.205479 | $0.266095 | $0.344592 | $0.446245 |
| Tesla stock | $0.214487 | $0.486226 | $1.10 | $2.49 | $5.66 | $12.84 |
| Kodak stock | $0.070951 | $0.0532064 | $0.039899 | $0.02992 | $0.022436 | $0.016825 |
| Nokia stock | $0.062679 | $0.041522 | $0.0275068 | $0.018222 | $0.012071 | $0.007996 |
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 Starknet
Você pode fazer perguntas como: 'Devo investir em Starknet agora?', 'Devo comprar STRK hoje?', 'Starknet será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Starknet regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Starknet, 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 Starknet para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Starknet é de $0.09461 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão de curto prazo para Starknet
com base no histórico de preços de 4 horas
Previsão de longo prazo para Starknet
com base no histórico de preços de 1 mês
Previsão do preço de Starknet com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Starknet tiver 1% da média anterior do crescimento anual do Bitcoin | $0.097075 | $0.099598 | $0.102187 | $0.104843 |
| Se Starknet tiver 2% da média anterior do crescimento anual do Bitcoin | $0.099534 | $0.1047092 | $0.110152 | $0.115879 |
| Se Starknet tiver 5% da média anterior do crescimento anual do Bitcoin | $0.106912 | $0.1208079 | $0.1365088 | $0.15425 |
| Se Starknet tiver 10% da média anterior do crescimento anual do Bitcoin | $0.1192097 | $0.150196 | $0.189236 | $0.238425 |
| Se Starknet tiver 20% da média anterior do crescimento anual do Bitcoin | $0.1438034 | $0.218561 | $0.332184 | $0.504874 |
| Se Starknet tiver 50% da média anterior do crescimento anual do Bitcoin | $0.217584 | $0.50037 | $1.15 | $2.64 |
| Se Starknet tiver 100% da média anterior do crescimento anual do Bitcoin | $0.340553 | $1.22 | $4.41 | $15.87 |
Perguntas Frequentes sobre Starknet
STRK é um bom investimento?
A decisão de adquirir Starknet depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Starknet experimentou uma escalada de 6.2414% nas últimas 24 horas, e Starknet registrou um declínio de -74.99% durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Starknet dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Starknet pode subir?
Parece que o valor médio de Starknet pode potencialmente subir para $0.097579 até o final deste ano. Observando as perspectivas de Starknet em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.306772. 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 Starknet na próxima semana?
Com base na nossa nova previsão experimental de Starknet, o preço de Starknet aumentará 0.86% na próxima semana e atingirá $0.095425 até 13 de janeiro de 2026.
Qual será o preço de Starknet no próximo mês?
Com base na nossa nova previsão experimental de Starknet, o preço de Starknet diminuirá -11.62% no próximo mês e atingirá $0.083623 até 5 de fevereiro de 2026.
Até onde o preço de Starknet pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Starknet em 2026, espera-se que STRK fluctue dentro do intervalo de $0.032689 e $0.097579. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Starknet não considera flutuações repentinas e extremas de preço.
Onde estará Starknet em 5 anos?
O futuro de Starknet parece seguir uma tendência de alta, com um preço máximo de $0.306772 projetada após um período de cinco anos. Com base na previsão de Starknet para 2030, o valor de Starknet pode potencialmente atingir seu pico mais alto de aproximadamente $0.306772, enquanto seu pico mais baixo está previsto para cerca de $0.1061021.
Quanto será Starknet em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Starknet, espera-se que o valor de STRK em 2026 aumente 3.13% para $0.097579 se o melhor cenário ocorrer. O preço ficará entre $0.097579 e $0.032689 durante 2026.
Quanto será Starknet em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Starknet, o valor de STRK pode diminuir -12.62% para $0.082671 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.082671 e $0.031469 ao longo do ano.
Quanto será Starknet em 2028?
Nosso novo modelo experimental de previsão de preços de Starknet sugere que o valor de STRK em 2028 pode aumentar 47.02%, alcançando $0.139105 no melhor cenário. O preço é esperado para variar entre $0.139105 e $0.056793 durante o ano.
Quanto será Starknet em 2029?
Com base no nosso modelo de previsão experimental, o valor de Starknet pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.41040045 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.41040045 e $0.124758.
Quanto será Starknet em 2030?
Usando nossa nova simulação experimental para previsões de preços de Starknet, espera-se que o valor de STRK em 2030 aumente 224.23%, alcançando $0.306772 no melhor cenário. O preço está previsto para variar entre $0.306772 e $0.1061021 ao longo de 2030.
Quanto será Starknet em 2031?
Nossa simulação experimental indica que o preço de Starknet poderia aumentar 195.98% em 2031, potencialmente atingindo $0.280048 sob condições ideais. O preço provavelmente oscilará entre $0.280048 e $0.125445 durante o ano.
Quanto será Starknet em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Starknet, STRK poderia ver um 449.04% aumento em valor, atingindo $0.519475 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.519475 e $0.191483 ao longo do ano.
Quanto será Starknet em 2033?
De acordo com nossa previsão experimental de preços de Starknet, espera-se que o valor de STRK seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $1.38. Ao longo do ano, o preço de STRK poderia variar entre $1.38 e $0.444965.
Quanto será Starknet em 2034?
Os resultados da nossa nova simulação de previsão de preços de Starknet sugerem que STRK pode aumentar 746.96% em 2034, atingindo potencialmente $0.801361 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.801361 e $0.35773.
Quanto será Starknet em 2035?
Com base em nossa previsão experimental para o preço de Starknet, STRK poderia aumentar 897.93%, com o valor potencialmente atingindo $0.944203 em 2035. A faixa de preço esperada para o ano está entre $0.944203 e $0.422948.
Quanto será Starknet em 2036?
Nossa recente simulação de previsão de preços de Starknet sugere que o valor de STRK pode aumentar 1964.7% em 2036, possivelmente atingindo $1.95 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $1.95 e $0.700112.
Quanto será Starknet em 2037?
De acordo com a simulação experimental, o valor de Starknet poderia aumentar 4830.69% em 2037, com um pico de $4.66 sob condições favoráveis. O preço é esperado para cair entre $4.66 e $1.81 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Conflux Token- Previsão de Preço do SingularityNET
- Previsão de Preço do Chiliz
- Previsão de Preço do Synthetix Network Token
- Previsão de Preço do WhiteBIT Coin
- Previsão de Preço do Tokenize Xchange
- Previsão de Preço do Tezos
- Previsão de Preço do EOS
- Previsão de Preço do Worldcoin
- Previsão de Preço do Ronin
- Previsão de Preço do Pyth Network
- Previsão de Preço do Decentraland
- Previsão de Preço do Mina Protocol
- Previsão de Preço do Ondo
- Previsão de Preço do Marinade staked SOL
- Previsão de Preço do Gatechain Token
- Previsão de Preço do APEcoin
- Previsão de Preço do KuCoin Shares
- Previsão de Preço do Kava
- Previsão de Preço do Cheelee
- Previsão de Preço do JasmyCoin
- Previsão de Preço do SATS (Ordinals)
- Previsão de Preço do IOTA
- Previsão de Preço do PancakeSwap Token
- Previsão de Preço do Akash Network
Previsão de Preço do Conflux Token
Previsão de Preço do SingularityNET
Previsão de Preço do Chiliz
Previsão de Preço do Synthetix Network Token
Previsão de Preço do WhiteBIT Coin
Previsão de Preço do Tokenize Xchange
Previsão de Preço do Tezos
Previsão de Preço do EOS
Previsão de Preço do Worldcoin
Previsão de Preço do Ronin
Previsão de Preço do Pyth Network
Previsão de Preço do Decentraland
Previsão de Preço do Mina Protocol
Previsão de Preço do Ondo
Previsão de Preço do Marinade staked SOL
Previsão de Preço do Gatechain Token
Previsão de Preço do APEcoin
Previsão de Preço do KuCoin Shares
Previsão de Preço do Kava
Previsão de Preço do Cheelee
Previsão de Preço do JasmyCoin
Previsão de Preço do SATS (Ordinals)
Previsão de Preço do IOTA
Previsão de Preço do PancakeSwap Token
Previsão de Preço do Akash NetworkComo ler e prever os movimentos de preço de Starknet?
Traders de Starknet 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 Starknet
Médias móveis são ferramentas populares para a previsão de preço de Starknet. Uma média móvel simples (SMA) calcula o preço médio de fechamento de STRK 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 STRK 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 STRK.
Como ler gráficos de Starknet 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 Starknet 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 STRK 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 Starknet?
A ação de preço de Starknet 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 STRK. A capitalização de mercado de Starknet pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de STRK, grandes detentores de Starknet, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Starknet.
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