Previsão de Preço Big Time - Projeção BIGTIME
$0.02235
1.5649%
Add to portfolio
Add to favorites
Sentiment
Altista 58.82%
Baixista 41.18%
SMA 50
$0.022053
SMA 200
$0.042351
RSI (14)
57.01
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.021954
Previsão de Preço Big Time até $0.023054 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.007723 | $0.023054 |
| 2027 | $0.007435 | $0.019532 |
| 2028 | $0.013418 | $0.032865 |
| 2029 | $0.029476 | $0.096964 |
| 2030 | $0.025068 | $0.07248 |
| 2031 | $0.029638 | $0.066166 |
| 2032 | $0.045241 | $0.122734 |
| 2033 | $0.10513 | $0.326921 |
| 2034 | $0.08452 | $0.189335 |
| 2035 | $0.099928 | $0.223084 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Big Time hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.73, com um retorno de 39.55% nos próximos 90 dias.
$
≈ $3,954.73
(39.55% ROI)
Previsão de preço de longo prazo de Big Time para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Big Time'
'name_with_ticker' => 'Big Time <small>BIGTIME</small>'
'name_lang' => 'Big Time'
'name_lang_with_ticker' => 'Big Time <small>BIGTIME</small>'
'name_with_lang' => 'Big Time'
'name_with_lang_with_ticker' => 'Big Time <small>BIGTIME</small>'
'image' => '/uploads/coins/big-time.jpg?1717126410'
'price_for_sd' => 0.02235
'ticker' => 'BIGTIME'
'marketcap' => '$42.64M'
'low24h' => '$0.02176'
'high24h' => '$0.02252'
'volume24h' => '$9.82M'
'current_supply' => '1.91B'
'max_supply' => '5B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.02235'
'change_24h_pct' => '1.5649%'
'ath_price' => '$0.9773'
'ath_days' => 763
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '5 de dez. de 2023'
'ath_pct' => '-97.72%'
'fdv' => '$111.72M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-80.6%'
'change_30d_pct_is_increased' => false
'max_price' => '$1.10'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.022545'
'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' => '$0.019757'
'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' => '$0.007723'
'current_year_max_price_prediction' => '$0.023054'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.025068'
'grand_prediction_max_price' => '$0.07248'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.022778258858954
107 => 0.022863304609025
108 => 0.02305491702648
109 => 0.021417609898595
110 => 0.022152712730203
111 => 0.022584516773953
112 => 0.020633610395127
113 => 0.022545953627486
114 => 0.021389108024178
115 => 0.020996457251177
116 => 0.021525109789217
117 => 0.021319093381011
118 => 0.021141972570926
119 => 0.021043136115576
120 => 0.021431320194261
121 => 0.02141321094301
122 => 0.020778066446999
123 => 0.019949546343754
124 => 0.020227624885648
125 => 0.020126596344378
126 => 0.019760455877872
127 => 0.020007190344328
128 => 0.018920696623512
129 => 0.017051440647877
130 => 0.01828632840224
131 => 0.018238786566997
201 => 0.018214813817816
202 => 0.01914279783543
203 => 0.01905359358437
204 => 0.018891686995207
205 => 0.019757482336394
206 => 0.01944145539027
207 => 0.020415375972911
208 => 0.021056863057872
209 => 0.020894161183193
210 => 0.021497482887175
211 => 0.020234031253614
212 => 0.020653699205401
213 => 0.02074019218863
214 => 0.019746798556277
215 => 0.019068188503051
216 => 0.019022932949222
217 => 0.017846316635154
218 => 0.018474855572814
219 => 0.019027943827247
220 => 0.018763057474756
221 => 0.018679202368812
222 => 0.019107599919126
223 => 0.019140890077762
224 => 0.018381870932922
225 => 0.018539695048144
226 => 0.019197847844699
227 => 0.018523111286317
228 => 0.017212208370974
301 => 0.016887086323318
302 => 0.016843709048973
303 => 0.015961952269975
304 => 0.016908812533174
305 => 0.01649548265401
306 => 0.017801186789837
307 => 0.017055375590084
308 => 0.017023225159897
309 => 0.016974625069226
310 => 0.016215660584629
311 => 0.016381825572046
312 => 0.016934183297864
313 => 0.017131270757191
314 => 0.017110712920494
315 => 0.01693147644367
316 => 0.017013529984921
317 => 0.016749206939204
318 => 0.016655868970353
319 => 0.016361268666028
320 => 0.015928287604082
321 => 0.015988496276373
322 => 0.015130647496999
323 => 0.014663245952516
324 => 0.014533875365256
325 => 0.014360875609204
326 => 0.014553416148037
327 => 0.01512821731919
328 => 0.014434885155908
329 => 0.013246215793558
330 => 0.01331765684763
331 => 0.013478163685088
401 => 0.013179060255343
402 => 0.012895983960937
403 => 0.013142095832217
404 => 0.012638440953438
405 => 0.013539027970949
406 => 0.013514669615992
407 => 0.013850352764192
408 => 0.014060262325674
409 => 0.013576488745486
410 => 0.013454820998332
411 => 0.013524128476602
412 => 0.012378630245117
413 => 0.01375674112021
414 => 0.013768659080286
415 => 0.013666610270519
416 => 0.014400411767107
417 => 0.015948961803333
418 => 0.015366334989424
419 => 0.015140724277089
420 => 0.014711838148021
421 => 0.015283303450266
422 => 0.015239423831301
423 => 0.01504098355349
424 => 0.014920966254299
425 => 0.01514210180799
426 => 0.014893565111998
427 => 0.014848921092066
428 => 0.014578426904451
429 => 0.014481872786174
430 => 0.014410387960932
501 => 0.014331690192294
502 => 0.014505277859647
503 => 0.014111905368066
504 => 0.013637536706001
505 => 0.01359809808449
506 => 0.01370699158596
507 => 0.013658814317727
508 => 0.013597867430265
509 => 0.013481503224202
510 => 0.013446980449991
511 => 0.013559162718108
512 => 0.013432515478036
513 => 0.013619390379594
514 => 0.01356857074663
515 => 0.013284696408003
516 => 0.012930883878333
517 => 0.012927734204672
518 => 0.012851505875524
519 => 0.012754417637347
520 => 0.012727409910564
521 => 0.01312136897688
522 => 0.013936852453951
523 => 0.013776753534536
524 => 0.01389244141141
525 => 0.014461511265132
526 => 0.014642401459103
527 => 0.014514009884042
528 => 0.01433825957725
529 => 0.014345991698801
530 => 0.014946583700343
531 => 0.014984041886778
601 => 0.015078686639431
602 => 0.015200331893193
603 => 0.014534726596766
604 => 0.014314641749196
605 => 0.014210353338575
606 => 0.013889185398556
607 => 0.014235537487009
608 => 0.014033732957343
609 => 0.014060963283019
610 => 0.0140432294977
611 => 0.014052913343637
612 => 0.013538776238524
613 => 0.013726100777377
614 => 0.013414637399342
615 => 0.012997622899559
616 => 0.012996224920732
617 => 0.01309828862877
618 => 0.013037577141475
619 => 0.012874204090202
620 => 0.012897410461036
621 => 0.012694098233636
622 => 0.012922096246529
623 => 0.012928634413723
624 => 0.012840842759623
625 => 0.013192105156148
626 => 0.013336017646607
627 => 0.013278231299199
628 => 0.013331963202426
629 => 0.013783406367441
630 => 0.013857011301185
701 => 0.013889701750685
702 => 0.013845900879009
703 => 0.013340214754757
704 => 0.013362644084711
705 => 0.013198072543602
706 => 0.013059026933487
707 => 0.013064588028694
708 => 0.013136075546957
709 => 0.013448265731899
710 => 0.014105251571495
711 => 0.014130183703857
712 => 0.014160402175602
713 => 0.014037488464429
714 => 0.014000416513014
715 => 0.014049323986013
716 => 0.014296053324691
717 => 0.014930708170132
718 => 0.014706378760581
719 => 0.014523995458721
720 => 0.014683994784637
721 => 0.014659364142529
722 => 0.014451456735729
723 => 0.014445621467278
724 => 0.014046580681611
725 => 0.01389906438887
726 => 0.013775788733251
727 => 0.013641174935509
728 => 0.013561371363912
729 => 0.01368398591996
730 => 0.013712029319661
731 => 0.013443930449926
801 => 0.013407389564641
802 => 0.013626324888982
803 => 0.013529979615471
804 => 0.013629073118525
805 => 0.013652063661242
806 => 0.013648361654347
807 => 0.013547766123617
808 => 0.013611882715103
809 => 0.013460227862164
810 => 0.013295325987416
811 => 0.013190128865077
812 => 0.013098330423463
813 => 0.013149265534227
814 => 0.012967691164736
815 => 0.012909601869565
816 => 0.013590161456576
817 => 0.01409289814075
818 => 0.014085588150257
819 => 0.014041090463105
820 => 0.013974975926023
821 => 0.014291216634501
822 => 0.0141810446951
823 => 0.014261203986188
824 => 0.014281607890045
825 => 0.014343364361756
826 => 0.014365436992245
827 => 0.01429871817248
828 => 0.014074801664332
829 => 0.01351682301537
830 => 0.013257082448043
831 => 0.013171363734504
901 => 0.013174479446938
902 => 0.013088534188852
903 => 0.013113848919154
904 => 0.01307973075874
905 => 0.013015119216984
906 => 0.013145275953594
907 => 0.013160275304995
908 => 0.013129895167413
909 => 0.01313705078959
910 => 0.012885516225937
911 => 0.012904639852507
912 => 0.012798157069651
913 => 0.012778192831535
914 => 0.012509013628992
915 => 0.012032123653538
916 => 0.012296366992769
917 => 0.011977198197214
918 => 0.01185632413814
919 => 0.012428523134021
920 => 0.012371090225164
921 => 0.012272790050687
922 => 0.012127383605083
923 => 0.012073450939986
924 => 0.011745773139862
925 => 0.011726412187337
926 => 0.011888818153124
927 => 0.011813873387961
928 => 0.011708622553871
929 => 0.011327414701903
930 => 0.010898810862709
1001 => 0.010911747718506
1002 => 0.011048078625296
1003 => 0.011444479123515
1004 => 0.011289598591063
1005 => 0.011177230987719
1006 => 0.011156187913371
1007 => 0.011419586045502
1008 => 0.011792349586083
1009 => 0.01196724189921
1010 => 0.01179392892846
1011 => 0.011594836319496
1012 => 0.011606954164097
1013 => 0.01168756875534
1014 => 0.01169604020905
1015 => 0.011566451387665
1016 => 0.011602929881814
1017 => 0.011547515713539
1018 => 0.011207439065117
1019 => 0.011201288156942
1020 => 0.011117827862942
1021 => 0.011115300718409
1022 => 0.01097331393817
1023 => 0.010953449006107
1024 => 0.01067152563596
1025 => 0.010857088451933
1026 => 0.010732622657464
1027 => 0.010545023346686
1028 => 0.010512681154797
1029 => 0.010511708909454
1030 => 0.010704331455185
1031 => 0.010854837545336
1101 => 0.010734787793247
1102 => 0.010707454791763
1103 => 0.010999299738649
1104 => 0.010962159808932
1105 => 0.010929996869324
1106 => 0.011758972699531
1107 => 0.011102773644131
1108 => 0.010816633401445
1109 => 0.010462480514561
1110 => 0.010577794480324
1111 => 0.010602092827225
1112 => 0.0097504189751274
1113 => 0.0094048949994005
1114 => 0.0092863241917274
1115 => 0.0092180850155663
1116 => 0.0092491824650366
1117 => 0.0089381703609622
1118 => 0.0091471756385656
1119 => 0.0088778654456359
1120 => 0.0088327147153801
1121 => 0.0093142747014693
1122 => 0.009381280960301
1123 => 0.0090954114429122
1124 => 0.0092789859511468
1125 => 0.0092124192825844
1126 => 0.0088824819959266
1127 => 0.0088698808184306
1128 => 0.0087043298858422
1129 => 0.0084452747333185
1130 => 0.0083268795772375
1201 => 0.0082652183519966
1202 => 0.0082906609752843
1203 => 0.008277796406393
1204 => 0.008193846392447
1205 => 0.008282608322924
1206 => 0.0080558582695172
1207 => 0.0079655645712012
1208 => 0.0079247810024698
1209 => 0.0077235272788252
1210 => 0.0080438114510809
1211 => 0.008106911467849
1212 => 0.0081701358111427
1213 => 0.0087204605544219
1214 => 0.0086929678854492
1215 => 0.0089414882234891
1216 => 0.0089318311801525
1217 => 0.0088609491539809
1218 => 0.0085619095450906
1219 => 0.0086811014033258
1220 => 0.0083142473902052
1221 => 0.0085891193604833
1222 => 0.0084636792721763
1223 => 0.0085467079404453
1224 => 0.0083974149085044
1225 => 0.0084800398365387
1226 => 0.008121874822681
1227 => 0.0077874253722584
1228 => 0.0079220175942966
1229 => 0.0080683347321396
1230 => 0.0083855875678967
1231 => 0.0081966343961989
]
'min_raw' => 0.0077235272788252
'max_raw' => 0.02305491702648
'avg_raw' => 0.015389222152653
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.007723'
'max' => '$0.023054'
'avg' => '$0.015389'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.014631122721175
'max_diff' => 0.00070026702647992
'year' => 2026
]
1 => [
'items' => [
101 => 0.0082645891018519
102 => 0.0080369522133946
103 => 0.0075672722912447
104 => 0.007569930628597
105 => 0.0074976806051075
106 => 0.0074352460361365
107 => 0.0082183379409626
108 => 0.0081209480837465
109 => 0.0079657700923419
110 => 0.0081734820003652
111 => 0.0082284043256778
112 => 0.0082299678870677
113 => 0.0083815091333412
114 => 0.0084623867236426
115 => 0.0084766417494768
116 => 0.0087150951747534
117 => 0.0087950216176294
118 => 0.0091242273242221
119 => 0.0084555248251658
120 => 0.0084417533372496
121 => 0.008176404932875
122 => 0.0080081167798283
123 => 0.0081879277666909
124 => 0.0083472157544037
125 => 0.0081813544546668
126 => 0.0082030124388893
127 => 0.0079803571953585
128 => 0.0080599459680178
129 => 0.0081284985407975
130 => 0.0080906478394425
131 => 0.0080339835075195
201 => 0.0083341559559076
202 => 0.0083172190499842
203 => 0.0085967465348579
204 => 0.0088146581985192
205 => 0.0092051948561695
206 => 0.008797649494775
207 => 0.0087827969219597
208 => 0.008927983203657
209 => 0.0087949993903661
210 => 0.0088790405699207
211 => 0.0091916545228717
212 => 0.0091982595630869
213 => 0.009087616629368
214 => 0.009080883996796
215 => 0.0091021341825178
216 => 0.0092265971840277
217 => 0.0091831059869384
218 => 0.0092334351012725
219 => 0.0092963724294141
220 => 0.0095567079034818
221 => 0.009619473904918
222 => 0.0094669850618688
223 => 0.0094807530970509
224 => 0.0094237180838382
225 => 0.0093686229757213
226 => 0.0094924687327737
227 => 0.0097187992879814
228 => 0.009717391297344
301 => 0.0097698955869149
302 => 0.0098026053243485
303 => 0.0096621911862921
304 => 0.0095707867455884
305 => 0.0096058370243699
306 => 0.0096618831834372
307 => 0.0095876620103556
308 => 0.0091295345475037
309 => 0.0092685011544374
310 => 0.0092453703159237
311 => 0.0092124291890742
312 => 0.0093521611869429
313 => 0.00933868369487
314 => 0.0089349804823054
315 => 0.0089608242521619
316 => 0.0089365521275476
317 => 0.0090149803277859
318 => 0.0087907640101739
319 => 0.0088597314393514
320 => 0.008902987164402
321 => 0.008928465118763
322 => 0.0090205089603117
323 => 0.009009708677872
324 => 0.0090198375995909
325 => 0.0091563143179343
326 => 0.0098465667261612
327 => 0.0098841356417849
328 => 0.0096991325610685
329 => 0.0097730376427903
330 => 0.0096311560471492
331 => 0.0097264021128271
401 => 0.0097915670519763
402 => 0.0094970992224586
403 => 0.0094796627486749
404 => 0.0093371955572185
405 => 0.009413749356153
406 => 0.0092919467576352
407 => 0.0093218328548375
408 => 0.0092382687216369
409 => 0.009388667523945
410 => 0.0095568367545365
411 => 0.009599322943388
412 => 0.0094875600719739
413 => 0.0094066363875379
414 => 0.0092645610555871
415 => 0.0095008354989765
416 => 0.0095699293465568
417 => 0.0095004725784093
418 => 0.0094843779275692
419 => 0.0094538785933096
420 => 0.0094908485055121
421 => 0.0095695530466242
422 => 0.0095324374384804
423 => 0.0095569529515522
424 => 0.0094635250960096
425 => 0.0096622376692145
426 => 0.0099778410582487
427 => 0.0099788557747508
428 => 0.00994173996654
429 => 0.0099265529774914
430 => 0.0099646360490913
501 => 0.0099852945531848
502 => 0.010108448223498
503 => 0.010240597018402
504 => 0.010857277783185
505 => 0.010684116292122
506 => 0.011231272153139
507 => 0.011664001399908
508 => 0.011793757980058
509 => 0.011674388031839
510 => 0.011266029887221
511 => 0.011245993888471
512 => 0.011856253360891
513 => 0.011683827108278
514 => 0.011663317554186
515 => 0.011445130550079
516 => 0.011574106092492
517 => 0.011545897249409
518 => 0.011501368210579
519 => 0.011747444560989
520 => 0.012208077521569
521 => 0.012136283554874
522 => 0.012082692689163
523 => 0.011847873115681
524 => 0.011989286947768
525 => 0.011938932190765
526 => 0.012155288182766
527 => 0.012027123685977
528 => 0.011682520809829
529 => 0.011737399953681
530 => 0.011729105081489
531 => 0.011899812963416
601 => 0.011848570694491
602 => 0.011719099206073
603 => 0.012206503128187
604 => 0.012174853828568
605 => 0.012219725299391
606 => 0.012239479108543
607 => 0.012536153286914
608 => 0.012657691205277
609 => 0.012685282440567
610 => 0.012800734062932
611 => 0.012682409899028
612 => 0.013155790918343
613 => 0.013470561673639
614 => 0.01383618410387
615 => 0.014370456744483
616 => 0.014571348199651
617 => 0.014535058956385
618 => 0.014940138374928
619 => 0.01566805708564
620 => 0.014682192139812
621 => 0.015720310321636
622 => 0.015391654090921
623 => 0.01461241608017
624 => 0.01456224233889
625 => 0.01508995136691
626 => 0.016260359200947
627 => 0.015967185313177
628 => 0.016260838728401
629 => 0.015918276421222
630 => 0.015901265315329
701 => 0.016244201241755
702 => 0.017045489726312
703 => 0.016664827603149
704 => 0.016119055107412
705 => 0.016522045025103
706 => 0.016172937863443
707 => 0.015386301719279
708 => 0.01596696112863
709 => 0.015578690717825
710 => 0.015692008665288
711 => 0.016508095317935
712 => 0.016409901612791
713 => 0.01653697335974
714 => 0.016312695052422
715 => 0.016103183747945
716 => 0.015712115339624
717 => 0.015596339263359
718 => 0.015628335605652
719 => 0.015596323407561
720 => 0.01537752422721
721 => 0.015330274565045
722 => 0.015251523058048
723 => 0.015275931443035
724 => 0.015127855570316
725 => 0.015407305336174
726 => 0.01545917367522
727 => 0.015662533910635
728 => 0.015683647444898
729 => 0.016250002805877
730 => 0.015938063790265
731 => 0.016147339413457
801 => 0.01612861983194
802 => 0.014629304530719
803 => 0.014835896950656
804 => 0.015157289923806
805 => 0.01501250282504
806 => 0.014807807742348
807 => 0.014642505488019
808 => 0.014392055669686
809 => 0.014744558979526
810 => 0.015208063347419
811 => 0.015695402680566
812 => 0.016280908957605
813 => 0.016150230772614
814 => 0.015684457047987
815 => 0.015705351317025
816 => 0.015834511466632
817 => 0.015667237337455
818 => 0.015617904931181
819 => 0.015827733951561
820 => 0.015829178928704
821 => 0.015636709827332
822 => 0.01542281564263
823 => 0.015421919418186
824 => 0.015383859013991
825 => 0.015925047282577
826 => 0.016222646109994
827 => 0.016256765335952
828 => 0.016220349614239
829 => 0.016234364580238
830 => 0.016061198379707
831 => 0.016457004963279
901 => 0.01682023622558
902 => 0.016722882487979
903 => 0.016576935395667
904 => 0.016460681506875
905 => 0.016695496766382
906 => 0.016685040812509
907 => 0.016817063717379
908 => 0.016811074395813
909 => 0.016766680058538
910 => 0.016722884073441
911 => 0.016896530203878
912 => 0.016846522906984
913 => 0.016796437934945
914 => 0.016695984855895
915 => 0.016709638097687
916 => 0.016563716205198
917 => 0.016496206060801
918 => 0.015481015468555
919 => 0.015209723369998
920 => 0.015295077386864
921 => 0.015323178145432
922 => 0.01520511147647
923 => 0.015374388750923
924 => 0.015348007067009
925 => 0.015450642766351
926 => 0.015386520437326
927 => 0.015389152040076
928 => 0.015577722137417
929 => 0.01563246483891
930 => 0.015604622259103
1001 => 0.015624122247612
1002 => 0.016073491252372
1003 => 0.016009605349907
1004 => 0.015975667237516
1005 => 0.015985068326585
1006 => 0.016099891741882
1007 => 0.016132036029039
1008 => 0.015995838425616
1009 => 0.016060070002739
1010 => 0.016333559905929
1011 => 0.016429265893857
1012 => 0.016734713465844
1013 => 0.016604953908366
1014 => 0.016843133191979
1015 => 0.017575215108503
1016 => 0.018160052799638
1017 => 0.01762221188943
1018 => 0.018696191830568
1019 => 0.019532439268017
1020 => 0.019500342698525
1021 => 0.019354523615054
1022 => 0.018402478140307
1023 => 0.017526391700247
1024 => 0.018259275207952
1025 => 0.018261143478732
1026 => 0.018198188135458
1027 => 0.017807177905254
1028 => 0.018184581827011
1029 => 0.01821453877979
1030 => 0.018197770852431
1031 => 0.017897984225705
1101 => 0.017440265456525
1102 => 0.017529702608399
1103 => 0.017676202487637
1104 => 0.017398847653163
1105 => 0.017310215978026
1106 => 0.017474999124971
1107 => 0.018005964758359
1108 => 0.017905588781042
1109 => 0.017902967558623
1110 => 0.018332418555626
1111 => 0.018025024323097
1112 => 0.017530830697301
1113 => 0.017406040289175
1114 => 0.016963118409217
1115 => 0.017269046129337
1116 => 0.017280055923352
1117 => 0.017112502437547
1118 => 0.017544426739234
1119 => 0.017540446480755
1120 => 0.017950494321759
1121 => 0.018734351786821
1122 => 0.018502526563119
1123 => 0.018232939050466
1124 => 0.018262250687942
1125 => 0.018583727003771
1126 => 0.018389355084631
1127 => 0.018459252581963
1128 => 0.018583621205538
1129 => 0.01865865588404
1130 => 0.018251454352424
1201 => 0.018156516196704
1202 => 0.017962306048864
1203 => 0.017911640246397
1204 => 0.018069820359485
1205 => 0.018028145488272
1206 => 0.017279130592797
1207 => 0.01720085436874
1208 => 0.017203254988779
1209 => 0.017006425701557
1210 => 0.016706213794102
1211 => 0.017495152762173
1212 => 0.017431789921843
1213 => 0.017361842250013
1214 => 0.017370410440697
1215 => 0.017712862107114
1216 => 0.017514222846368
1217 => 0.018042337877395
1218 => 0.017933773303607
1219 => 0.017822424458153
1220 => 0.017807032655942
1221 => 0.017764172850279
1222 => 0.01761719062923
1223 => 0.017439700765052
1224 => 0.017322506582812
1225 => 0.015979096658411
1226 => 0.016228425726123
1227 => 0.016515256091468
1228 => 0.016614268784184
1229 => 0.016444900721823
1230 => 0.017623878312643
1231 => 0.017839288879396
]
'min_raw' => 0.0074352460361365
'max_raw' => 0.019532439268017
'avg_raw' => 0.013483842652077
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.007435'
'max' => '$0.019532'
'avg' => '$0.013483'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00028828124268864
'max_diff' => -0.0035224777584631
'year' => 2027
]
2 => [
'items' => [
101 => 0.017186796221816
102 => 0.017064741486683
103 => 0.017631880200758
104 => 0.017289826226283
105 => 0.017443853110045
106 => 0.017110931235552
107 => 0.017787402781823
108 => 0.01778224920204
109 => 0.017519086491738
110 => 0.017741509812425
111 => 0.017702858286887
112 => 0.017405748235096
113 => 0.01779682170041
114 => 0.01779701566797
115 => 0.017543727280955
116 => 0.017247941896879
117 => 0.017195062456345
118 => 0.017155224901256
119 => 0.017434055513579
120 => 0.017684054168708
121 => 0.01814923968598
122 => 0.018266198377557
123 => 0.018722695937165
124 => 0.018450873866881
125 => 0.018571369069953
126 => 0.018702183657974
127 => 0.018764900982019
128 => 0.018662706468085
129 => 0.019371835080047
130 => 0.019431707262036
131 => 0.019451781886765
201 => 0.019212667708678
202 => 0.019425057064189
203 => 0.019325687118342
204 => 0.019584220111671
205 => 0.01962476138614
206 => 0.019590424368962
207 => 0.019603292809379
208 => 0.018998176637929
209 => 0.018966798172197
210 => 0.018538950565429
211 => 0.018713301627677
212 => 0.018387360673669
213 => 0.018490719907749
214 => 0.018536279673288
215 => 0.018512481837264
216 => 0.018723159175142
217 => 0.01854404039941
218 => 0.018071316500397
219 => 0.017598463808075
220 => 0.017592527527701
221 => 0.017468033760355
222 => 0.017378047568736
223 => 0.017395382101673
224 => 0.017456471256724
225 => 0.01737449695599
226 => 0.017391990329254
227 => 0.017682496883175
228 => 0.017740755900766
229 => 0.017542768995725
301 => 0.016747823002609
302 => 0.016552741261927
303 => 0.01669296214849
304 => 0.016625945596095
305 => 0.013418435697899
306 => 0.014171992570814
307 => 0.013724254665301
308 => 0.013930592891592
309 => 0.013473568431232
310 => 0.01369168445842
311 => 0.013651406392521
312 => 0.014863103544798
313 => 0.0148441845604
314 => 0.014853240077061
315 => 0.014420996672814
316 => 0.015109572152467
317 => 0.015448789194117
318 => 0.015386009147677
319 => 0.015401809532823
320 => 0.015130306566834
321 => 0.014855868819248
322 => 0.014551475121508
323 => 0.01511700098771
324 => 0.015054124165237
325 => 0.015198340973624
326 => 0.01556512492248
327 => 0.015619135252226
328 => 0.015691725683123
329 => 0.015665707180985
330 => 0.016285573459714
331 => 0.01621050356335
401 => 0.016391400414503
402 => 0.016019281867005
403 => 0.015598194408694
404 => 0.015678229368132
405 => 0.015670521357938
406 => 0.01557238954132
407 => 0.015483800525048
408 => 0.015336324772755
409 => 0.015802959875315
410 => 0.015784015342326
411 => 0.016090705310794
412 => 0.01603649487984
413 => 0.015674464354386
414 => 0.015687394345428
415 => 0.015774354749124
416 => 0.016075325699216
417 => 0.016164674368868
418 => 0.016123284505156
419 => 0.016221251242508
420 => 0.016298680157285
421 => 0.016230975122087
422 => 0.017189535643202
423 => 0.016791474484229
424 => 0.016985486723421
425 => 0.017031757499282
426 => 0.016913235879884
427 => 0.01693893897519
428 => 0.016977872160905
429 => 0.017214266840667
430 => 0.017834634881713
501 => 0.018109391664105
502 => 0.01893601100019
503 => 0.018086576938126
504 => 0.018036175036191
505 => 0.018185074140132
506 => 0.018670387196957
507 => 0.019063687846377
508 => 0.019194168361848
509 => 0.019211413515966
510 => 0.019456203637171
511 => 0.01959651276958
512 => 0.019426479677837
513 => 0.019282394435792
514 => 0.018766298983305
515 => 0.018826038437212
516 => 0.019237584033862
517 => 0.019818916429046
518 => 0.020317760101441
519 => 0.020143082433825
520 => 0.021475749734515
521 => 0.021607878253921
522 => 0.021589622364765
523 => 0.021890630795331
524 => 0.021293190359959
525 => 0.021037772998974
526 => 0.019313547300559
527 => 0.019797984391561
528 => 0.020502142153326
529 => 0.0204089442331
530 => 0.019897566044316
531 => 0.020317372175228
601 => 0.020178571139797
602 => 0.020069093004292
603 => 0.02057063356642
604 => 0.02001916911621
605 => 0.020496640873587
606 => 0.019884278405938
607 => 0.020143880346697
608 => 0.019996517729589
609 => 0.020091879402941
610 => 0.019534397009085
611 => 0.01983520097669
612 => 0.019521882575081
613 => 0.019521734021363
614 => 0.019514817500282
615 => 0.019883435210308
616 => 0.019895455820598
617 => 0.019623046775939
618 => 0.019583788376774
619 => 0.019728947254645
620 => 0.019559004225829
621 => 0.019638519499403
622 => 0.019561412662462
623 => 0.019544054289348
624 => 0.019405739819091
625 => 0.019346150142269
626 => 0.019369516789988
627 => 0.019289754374992
628 => 0.019241694634824
629 => 0.019505257208317
630 => 0.019364446357383
701 => 0.019483675925899
702 => 0.019347798784604
703 => 0.018876789414023
704 => 0.018605906944168
705 => 0.017716213905731
706 => 0.017968529747771
707 => 0.018135815412083
708 => 0.018080527501026
709 => 0.018199307327558
710 => 0.018206599444217
711 => 0.018167982911795
712 => 0.018123269914333
713 => 0.018101506099953
714 => 0.018263715741585
715 => 0.018357883898278
716 => 0.01815260476649
717 => 0.018104510738073
718 => 0.018312059274081
719 => 0.01843866376115
720 => 0.019373440160748
721 => 0.019304188905777
722 => 0.01947799596588
723 => 0.019458427958199
724 => 0.019640605446823
725 => 0.019938388646772
726 => 0.019332912139784
727 => 0.019438001925595
728 => 0.019412236336991
729 => 0.019693538277261
730 => 0.019694416471214
731 => 0.019525761905948
801 => 0.019617192281886
802 => 0.019566158354299
803 => 0.019658383559099
804 => 0.019303264013047
805 => 0.019735761287352
806 => 0.019980959372374
807 => 0.019984363948022
808 => 0.02010058589431
809 => 0.02021867412286
810 => 0.020445334194245
811 => 0.020212352696489
812 => 0.019793241662319
813 => 0.019823500125266
814 => 0.019577775479278
815 => 0.019581906154971
816 => 0.019559856284396
817 => 0.019626029605829
818 => 0.019317785335853
819 => 0.019390129649906
820 => 0.019288847186583
821 => 0.019437781757299
822 => 0.019277552778976
823 => 0.019412223912044
824 => 0.019470343508658
825 => 0.019684806071388
826 => 0.019245876484086
827 => 0.018350869342656
828 => 0.018539010694698
829 => 0.018260734856844
830 => 0.018286490345108
831 => 0.018338520530358
901 => 0.018169873676748
902 => 0.018202046181743
903 => 0.018200896753471
904 => 0.018190991601586
905 => 0.018147120041512
906 => 0.01808349759968
907 => 0.018336949825982
908 => 0.018380016298072
909 => 0.018475747730719
910 => 0.018760579539028
911 => 0.018732118124581
912 => 0.018778539872397
913 => 0.018677201457563
914 => 0.018291191143527
915 => 0.018312153360731
916 => 0.018050754176303
917 => 0.018469063165868
918 => 0.01837000207573
919 => 0.018306136746488
920 => 0.018288710499696
921 => 0.018574248350964
922 => 0.018659685751321
923 => 0.01860644689691
924 => 0.018497252453285
925 => 0.018706938065483
926 => 0.018763041089382
927 => 0.018775600487432
928 => 0.019147123189019
929 => 0.018796364479349
930 => 0.018880795587008
1001 => 0.019539502987043
1002 => 0.018942146270619
1003 => 0.019258579445953
1004 => 0.01924309168866
1005 => 0.019404968193646
1006 => 0.01922981309043
1007 => 0.019231984347855
1008 => 0.019375719717819
1009 => 0.019173869313516
1010 => 0.019123888314782
1011 => 0.019054839923001
1012 => 0.019205604560369
1013 => 0.019295981141973
1014 => 0.020024350015416
1015 => 0.020494909525316
1016 => 0.020474481295978
1017 => 0.020661157072077
1018 => 0.020577057925191
1019 => 0.020305479595659
1020 => 0.02076903068872
1021 => 0.020622343727074
1022 => 0.020634436421968
1023 => 0.02063398633126
1024 => 0.020731520337157
1025 => 0.020662408555118
1026 => 0.020526182138541
1027 => 0.020616615591286
1028 => 0.020885170615387
1029 => 0.021718773650472
1030 => 0.022185268952677
1031 => 0.021690690047531
1101 => 0.022031843953625
1102 => 0.021827273175534
1103 => 0.021790096579702
1104 => 0.022004366443805
1105 => 0.02221901135894
1106 => 0.022205339405781
1107 => 0.022049518219531
1108 => 0.021961498785235
1109 => 0.022628011430401
1110 => 0.023119086593613
1111 => 0.023085598559691
1112 => 0.023233403850528
1113 => 0.023667364755871
1114 => 0.02370704070248
1115 => 0.023702042445148
1116 => 0.02360370147172
1117 => 0.024030992339974
1118 => 0.02438744589974
1119 => 0.023580938377715
1120 => 0.023888045884144
1121 => 0.024025916338165
1122 => 0.024228351068989
1123 => 0.024569892391889
1124 => 0.024940896857921
1125 => 0.024993360957275
1126 => 0.024956135168145
1127 => 0.024711447749662
1128 => 0.025117405263397
1129 => 0.025355205654068
1130 => 0.025496810344748
1201 => 0.025855896279537
1202 => 0.024026767779152
1203 => 0.022732019712995
1204 => 0.022529826106076
1205 => 0.022940994756617
1206 => 0.023049416650756
1207 => 0.023005711921178
1208 => 0.021548355259374
1209 => 0.022522153424858
1210 => 0.023569878371644
1211 => 0.023610125753845
1212 => 0.024134638769101
1213 => 0.024305441707384
1214 => 0.024727743434158
1215 => 0.024701328346168
1216 => 0.024804152096349
1217 => 0.024780514696841
1218 => 0.02556273971957
1219 => 0.02642565008118
1220 => 0.026395770239245
1221 => 0.026271716665271
1222 => 0.026455957376899
1223 => 0.027346573345175
1224 => 0.027264579698646
1225 => 0.027344229542047
1226 => 0.02839431596156
1227 => 0.029759577679979
1228 => 0.029125276541738
1229 => 0.030501527496486
1230 => 0.031367804520571
1231 => 0.03286594105901
]
'min_raw' => 0.013418435697899
'max_raw' => 0.03286594105901
'avg_raw' => 0.023142188378454
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.013418'
'max' => '$0.032865'
'avg' => '$0.023142'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0059831896617628
'max_diff' => 0.013333501790993
'year' => 2028
]
3 => [
'items' => [
101 => 0.032678366985919
102 => 0.033261580546499
103 => 0.032342570247196
104 => 0.030232336837372
105 => 0.029898384322618
106 => 0.030566965714179
107 => 0.032210607826116
108 => 0.030515201574849
109 => 0.030858180051378
110 => 0.030759402227064
111 => 0.030754138776585
112 => 0.030955023273367
113 => 0.030663629833355
114 => 0.029476440538064
115 => 0.030020522395945
116 => 0.029810426261661
117 => 0.030043543586354
118 => 0.031301581642825
119 => 0.030745373030178
120 => 0.030159452439472
121 => 0.030894326886405
122 => 0.031830074587607
123 => 0.031771517178166
124 => 0.031657891328753
125 => 0.032298394292642
126 => 0.033356317539228
127 => 0.0336422699417
128 => 0.033853354159165
129 => 0.033882459106457
130 => 0.034182258152182
131 => 0.032570163124229
201 => 0.035128599335127
202 => 0.035570370593375
203 => 0.035487335906367
204 => 0.035978346067333
205 => 0.035833878422252
206 => 0.035624567470807
207 => 0.036402923016795
208 => 0.035510601193374
209 => 0.03424406270522
210 => 0.033549214641329
211 => 0.034464246623656
212 => 0.035023024725047
213 => 0.035392341505105
214 => 0.035504096539604
215 => 0.032695305472203
216 => 0.031181522869568
217 => 0.032151840162304
218 => 0.033335694227164
219 => 0.032563586755124
220 => 0.032593851906236
221 => 0.031493029557381
222 => 0.033433092578664
223 => 0.033150441714961
224 => 0.034616834895851
225 => 0.034266868394691
226 => 0.035462655108652
227 => 0.035147764391689
228 => 0.036454858152498
301 => 0.036976293241836
302 => 0.037851863911725
303 => 0.038495937260709
304 => 0.038874149450392
305 => 0.038851443009162
306 => 0.040350108129252
307 => 0.039466397667306
308 => 0.038356249052538
309 => 0.03833616996657
310 => 0.038911131665086
311 => 0.040116093652138
312 => 0.040428522763896
313 => 0.040603128015006
314 => 0.040335713994879
315 => 0.039376509624536
316 => 0.038962330040698
317 => 0.039315223046065
318 => 0.038883665224943
319 => 0.039628655097939
320 => 0.040651685314813
321 => 0.040440433620528
322 => 0.041146616361897
323 => 0.041877441206623
324 => 0.042922553557979
325 => 0.043195784627022
326 => 0.043647425194103
327 => 0.044112311693826
328 => 0.044261620708495
329 => 0.044546697945364
330 => 0.044545195447608
331 => 0.045404294888824
401 => 0.04635190817658
402 => 0.04670961025541
403 => 0.047532126461872
404 => 0.046123596282712
405 => 0.047191982603633
406 => 0.048155693808549
407 => 0.047006717580899
408 => 0.048590313633588
409 => 0.048651801079808
410 => 0.049580188516473
411 => 0.048639089991901
412 => 0.048080268692103
413 => 0.049693564845858
414 => 0.050474188036308
415 => 0.050239057978422
416 => 0.04844970662811
417 => 0.047408227393338
418 => 0.0446824753496
419 => 0.047911246389133
420 => 0.049483886577948
421 => 0.048445633869943
422 => 0.048969268144307
423 => 0.051826046956255
424 => 0.052913723365115
425 => 0.052687494275504
426 => 0.052725723267601
427 => 0.053312613715098
428 => 0.055915209165775
429 => 0.054355673644039
430 => 0.055547880115725
501 => 0.056180222129487
502 => 0.056767576632672
503 => 0.055325219608146
504 => 0.05344873431167
505 => 0.052854372648783
506 => 0.048342400099856
507 => 0.048107532334181
508 => 0.047975693940086
509 => 0.047144471514226
510 => 0.046491358378486
511 => 0.045971978564409
512 => 0.044608970832329
513 => 0.045068945930394
514 => 0.042896596087281
515 => 0.044286388533554
516 => 0.040819265730725
517 => 0.043706788627031
518 => 0.042135241194127
519 => 0.043190493028689
520 => 0.043186811354449
521 => 0.041243758159121
522 => 0.040123045626542
523 => 0.040837207271086
524 => 0.041602845244259
525 => 0.041727067429491
526 => 0.042719737046905
527 => 0.042996769799764
528 => 0.04215734762518
529 => 0.040747417317053
530 => 0.041074911970544
531 => 0.040116408957842
601 => 0.038436669296367
602 => 0.039643087646679
603 => 0.040055011913946
604 => 0.040236941137179
605 => 0.038585110099522
606 => 0.038066068924493
607 => 0.037789735758086
608 => 0.040534186672897
609 => 0.040684533889258
610 => 0.039915336273401
611 => 0.043392182435386
612 => 0.042605265068065
613 => 0.043484444566798
614 => 0.041045195263376
615 => 0.041138377871652
616 => 0.039983598160708
617 => 0.040630197636428
618 => 0.040173201967863
619 => 0.040577958788611
620 => 0.040820568358092
621 => 0.041975158581048
622 => 0.043719972192733
623 => 0.041802701303929
624 => 0.040967318921853
625 => 0.041485585453324
626 => 0.042865797522998
627 => 0.044956889460309
628 => 0.043718920946274
629 => 0.044268310350734
630 => 0.044388327494975
701 => 0.043475495344811
702 => 0.044990546883736
703 => 0.045802475311703
704 => 0.046635345873881
705 => 0.047358504046518
706 => 0.046302679056131
707 => 0.047432563142412
708 => 0.04652207602026
709 => 0.045705274947261
710 => 0.045706513697328
711 => 0.045194122452676
712 => 0.044201299850711
713 => 0.044018208130277
714 => 0.044970674381909
715 => 0.045734462116829
716 => 0.045797371332973
717 => 0.046220243467855
718 => 0.046470494841349
719 => 0.048923298501834
720 => 0.049909836424737
721 => 0.051116156322656
722 => 0.051586085907359
723 => 0.053000405478236
724 => 0.051858227559334
725 => 0.051611110181943
726 => 0.048180433523401
727 => 0.048742206634047
728 => 0.049641659587234
729 => 0.04819526517131
730 => 0.049112669514112
731 => 0.049293784564662
801 => 0.048146117242526
802 => 0.048759135947057
803 => 0.047131140015203
804 => 0.043755458055248
805 => 0.044994304982747
806 => 0.045906513312753
807 => 0.044604679551359
808 => 0.046938166180735
809 => 0.045574991464795
810 => 0.045142930523768
811 => 0.043457306751975
812 => 0.044252856286652
813 => 0.045328848423475
814 => 0.044664010380431
815 => 0.046043649145683
816 => 0.047997585573498
817 => 0.049390077030886
818 => 0.049496975234349
819 => 0.048601696516931
820 => 0.050036386375186
821 => 0.050046836524517
822 => 0.048428500503525
823 => 0.0474372787016
824 => 0.047212071022654
825 => 0.047774683959227
826 => 0.048457799928304
827 => 0.049534883416387
828 => 0.050185742410293
829 => 0.051882837477461
830 => 0.052342022743108
831 => 0.052846528133781
901 => 0.05352070291942
902 => 0.054330222604446
903 => 0.052559039619589
904 => 0.052629412021476
905 => 0.050980110949675
906 => 0.049217596220757
907 => 0.050555125199443
908 => 0.052303766415052
909 => 0.051902626188115
910 => 0.051857489718033
911 => 0.051933396740898
912 => 0.051630950109802
913 => 0.050262995206551
914 => 0.049576016817989
915 => 0.050462394206112
916 => 0.050933464339781
917 => 0.051664053035468
918 => 0.051573992557868
919 => 0.053455910578461
920 => 0.054187167015017
921 => 0.054000080326319
922 => 0.054034508779532
923 => 0.055358413628556
924 => 0.056830868102469
925 => 0.058210016024769
926 => 0.059612944527114
927 => 0.057921659460305
928 => 0.057062929207341
929 => 0.057948919630825
930 => 0.057478800640907
1001 => 0.060180243803331
1002 => 0.060367285866659
1003 => 0.063068533683995
1004 => 0.065632339521253
1005 => 0.064022059010224
1006 => 0.065540481003497
1007 => 0.067182778187984
1008 => 0.070351035909974
1009 => 0.069284078169859
1010 => 0.068466805262289
1011 => 0.06769448631367
1012 => 0.069301559443566
1013 => 0.071369033351557
1014 => 0.071814347429319
1015 => 0.072535926358365
1016 => 0.071777274344947
1017 => 0.072690987132331
1018 => 0.075916794777538
1019 => 0.075045153076811
1020 => 0.073807281738384
1021 => 0.076353747064416
1022 => 0.077275302966773
1023 => 0.083743264912092
1024 => 0.091909334046238
1025 => 0.088528527803401
1026 => 0.086429952270536
1027 => 0.086923167299636
1028 => 0.089905139308541
1029 => 0.090862854074741
1030 => 0.088259455196133
1031 => 0.089179019692168
1101 => 0.094245910474907
1102 => 0.096964134814528
1103 => 0.093272421055089
1104 => 0.083087129208288
1105 => 0.073695824968202
1106 => 0.076186821748614
1107 => 0.075904420018345
1108 => 0.0813481620569
1109 => 0.07502436471052
1110 => 0.075130841239551
1111 => 0.08068715409844
1112 => 0.079204825087006
1113 => 0.076803641930839
1114 => 0.07371335626255
1115 => 0.068000677387892
1116 => 0.062940798398771
1117 => 0.072864386316975
1118 => 0.072436463161068
1119 => 0.071816767016657
1120 => 0.073195833727918
1121 => 0.079892190222888
1122 => 0.079737817531688
1123 => 0.078755777231914
1124 => 0.079500646143986
1125 => 0.076673062809165
1126 => 0.077401795417424
1127 => 0.073694337337629
1128 => 0.075370263226822
1129 => 0.076798490070212
1130 => 0.077085227754282
1201 => 0.077731262397682
1202 => 0.072210967102884
1203 => 0.074689417622893
1204 => 0.07614527510399
1205 => 0.069567658039846
1206 => 0.076015256763284
1207 => 0.07211487104335
1208 => 0.070791021548177
1209 => 0.072573410489519
1210 => 0.071878811785648
1211 => 0.071281636608264
1212 => 0.070948402598512
1213 => 0.072257192321944
1214 => 0.072196135717004
1215 => 0.07005470170433
1216 => 0.067261288330813
1217 => 0.068198849549634
1218 => 0.067858224769153
1219 => 0.066623756623219
1220 => 0.067455639103326
1221 => 0.063792449667024
1222 => 0.057490122637885
1223 => 0.061653632918832
1224 => 0.061493342302043
1225 => 0.061412516504458
1226 => 0.064541279409617
1227 => 0.064240521049128
1228 => 0.063694641679805
1229 => 0.066613731120518
1230 => 0.065548224207364
1231 => 0.068831865448702
]
'min_raw' => 0.029476440538064
'max_raw' => 0.096964134814528
'avg_raw' => 0.063220287676296
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.029476'
'max' => '$0.096964'
'avg' => '$0.06322'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.016058004840165
'max_diff' => 0.064098193755518
'year' => 2029
]
4 => [
'items' => [
101 => 0.070994683942847
102 => 0.070446123212883
103 => 0.072480264460436
104 => 0.068220449066508
105 => 0.069635388866241
106 => 0.069927005997944
107 => 0.066577710009938
108 => 0.064289728836445
109 => 0.064137146577068
110 => 0.060170102525459
111 => 0.062289265436968
112 => 0.064154041102176
113 => 0.063260958270979
114 => 0.062978234926713
115 => 0.064422607177357
116 => 0.064534847271444
117 => 0.061975761231592
118 => 0.062507876254992
119 => 0.064726884359335
120 => 0.062451962944151
121 => 0.058032162240752
122 => 0.056935990557784
123 => 0.056789741048823
124 => 0.05381683650614
125 => 0.057009241991189
126 => 0.055615671445817
127 => 0.060017944101107
128 => 0.057503389570267
129 => 0.057394992150219
130 => 0.057231133551372
131 => 0.054672231802345
201 => 0.055232468658692
202 => 0.057094781295672
203 => 0.057759275425
204 => 0.057689963243272
205 => 0.05708565494777
206 => 0.057362304190891
207 => 0.056471120587811
208 => 0.056156425109181
209 => 0.055163159614814
210 => 0.053703333734689
211 => 0.053906331476953
212 => 0.051014034424206
213 => 0.049438157484047
214 => 0.049001975516735
215 => 0.048418694760747
216 => 0.049067858630175
217 => 0.051005840910054
218 => 0.048668223114644
219 => 0.044660541369236
220 => 0.044901409870892
221 => 0.045442569879614
222 => 0.044434121783492
223 => 0.043479710293146
224 => 0.04430949365015
225 => 0.042611386062286
226 => 0.045647778068803
227 => 0.045565652174416
228 => 0.046697431345224
301 => 0.047405156087176
302 => 0.045774079685582
303 => 0.045363868381481
304 => 0.045597543383361
305 => 0.041735416119777
306 => 0.046381813151783
307 => 0.046421995386262
308 => 0.046077930699314
309 => 0.048551993677443
310 => 0.05377303824089
311 => 0.05180867126009
312 => 0.051048008991819
313 => 0.049601989463793
314 => 0.051528724628743
315 => 0.051380781429826
316 => 0.050711726178529
317 => 0.050307079474965
318 => 0.051052653433427
319 => 0.05021469461061
320 => 0.050064174180464
321 => 0.04915218414162
322 => 0.048826645190656
323 => 0.048585629111441
324 => 0.048320294089976
325 => 0.04890555702996
326 => 0.047579274210205
327 => 0.045979907146689
328 => 0.045846937080749
329 => 0.046214079123657
330 => 0.046051646100181
331 => 0.045846159413925
401 => 0.045453829368894
402 => 0.045337433425338
403 => 0.04571566377461
404 => 0.045288663762482
405 => 0.045918725540272
406 => 0.045747383599621
407 => 0.044790281447467
408 => 0.043597377801282
409 => 0.043586758456631
410 => 0.043329749322815
411 => 0.043002409549318
412 => 0.04291135111285
413 => 0.044239611610277
414 => 0.04698907108846
415 => 0.046449286403904
416 => 0.046839336157856
417 => 0.048757994900867
418 => 0.049367878819189
419 => 0.048934997659857
420 => 0.048342443230015
421 => 0.048368512617663
422 => 0.050393450482857
423 => 0.050519743373669
424 => 0.050838844765123
425 => 0.051248980231182
426 => 0.049004845503202
427 => 0.048262814073787
428 => 0.047911198416194
429 => 0.046828358283191
430 => 0.047996108530938
501 => 0.047315710469627
502 => 0.047407519413805
503 => 0.047347728718468
504 => 0.047380378481151
505 => 0.045646929335355
506 => 0.046278507096678
507 => 0.045228386571957
508 => 0.043822393070916
509 => 0.043817679687695
510 => 0.044161794605205
511 => 0.043957101587052
512 => 0.043406277938341
513 => 0.043484519837826
514 => 0.042799038468341
515 => 0.043567749687122
516 => 0.043589793574296
517 => 0.043293797883082
518 => 0.044478103577322
519 => 0.044963314586553
520 => 0.044768483881754
521 => 0.044949644744926
522 => 0.046471716894529
523 => 0.046719881067578
524 => 0.046830099200441
525 => 0.046682421503509
526 => 0.044977465429713
527 => 0.045053087481619
528 => 0.044498223040754
529 => 0.044029421058397
530 => 0.044048170679148
531 => 0.044289195838072
601 => 0.045341766843029
602 => 0.047556840470511
603 => 0.047640900895476
604 => 0.047742784582749
605 => 0.04732837242397
606 => 0.047203381751492
607 => 0.04736827671132
608 => 0.048200141902764
609 => 0.050339925024354
610 => 0.049583582757875
611 => 0.048968664722058
612 => 0.049508113620182
613 => 0.049425069690656
614 => 0.048724095353001
615 => 0.04870442133801
616 => 0.047359027468998
617 => 0.046861665988761
618 => 0.046446033509013
619 => 0.045992173691489
620 => 0.045723110378141
621 => 0.046136513914532
622 => 0.046231064194551
623 => 0.045327150137176
624 => 0.045203949991233
625 => 0.045942105722826
626 => 0.045617270906571
627 => 0.045951371570605
628 => 0.046028885790523
629 => 0.046016404215812
630 => 0.045677239360602
701 => 0.045893412925271
702 => 0.045382098000386
703 => 0.044826119816592
704 => 0.044471440373997
705 => 0.044161935518931
706 => 0.044333666801049
707 => 0.043721476137191
708 => 0.043525624022859
709 => 0.04582017818562
710 => 0.047515190016266
711 => 0.04749054387295
712 => 0.047340516813988
713 => 0.047117607036248
714 => 0.048183834664103
715 => 0.047812382278453
716 => 0.048082644924899
717 => 0.048151438111307
718 => 0.048359654367382
719 => 0.048434073782137
720 => 0.048209126623141
721 => 0.047454176482568
722 => 0.045572912510765
723 => 0.044697179053516
724 => 0.044408172426129
725 => 0.044418677268133
726 => 0.044128906829989
727 => 0.044214257210623
728 => 0.04409922545073
729 => 0.043881383126666
730 => 0.044320215651402
731 => 0.04437078701187
801 => 0.044268358256938
802 => 0.0442924839367
803 => 0.04344441759376
804 => 0.043508894235911
805 => 0.043149880099122
806 => 0.043082569276454
807 => 0.042175012801588
808 => 0.040567144953949
809 => 0.04145805982105
810 => 0.04038195994318
811 => 0.039974424613857
812 => 0.041903633478126
813 => 0.041709994416078
814 => 0.041378568514728
815 => 0.040888320531422
816 => 0.040706482785588
817 => 0.039601694204736
818 => 0.039536417401562
819 => 0.040083980454033
820 => 0.039831298945812
821 => 0.039476438410299
822 => 0.038191169522306
823 => 0.036746101754297
824 => 0.036789719266841
825 => 0.037249368437403
826 => 0.038585860392948
827 => 0.038063669864371
828 => 0.037684814644442
829 => 0.037613866450096
830 => 0.038501931642448
831 => 0.039758729945036
901 => 0.040348391589334
902 => 0.039764054808125
903 => 0.0390928001768
904 => 0.039133656335914
905 => 0.03940545405862
906 => 0.039434016156264
907 => 0.038997098397362
908 => 0.039120088187232
909 => 0.038933255449997
910 => 0.03778666328645
911 => 0.037765925070094
912 => 0.037484532861864
913 => 0.037476012417631
914 => 0.036997294074855
915 => 0.036930318069477
916 => 0.035979793743768
917 => 0.036605431733402
918 => 0.036185786617424
919 => 0.03555328244337
920 => 0.035444238485357
921 => 0.035440960492305
922 => 0.036090400853714
923 => 0.036597842644656
924 => 0.036193086523882
925 => 0.03610093140105
926 => 0.037084907015439
927 => 0.036959687149371
928 => 0.036851247552938
929 => 0.039646197441724
930 => 0.03743377651209
1001 => 0.036469034706198
1002 => 0.035274983521907
1003 => 0.035663772608441
1004 => 0.035745696181474
1005 => 0.032874218327156
1006 => 0.031709260119279
1007 => 0.03130949036286
1008 => 0.031079417216126
1009 => 0.031184264438169
1010 => 0.030135665415111
1011 => 0.030840341300833
1012 => 0.029932343182733
1013 => 0.029780114343352
1014 => 0.031403727457897
1015 => 0.031629643737776
1016 => 0.030665814701127
1017 => 0.031284748972402
1018 => 0.031060314801808
1019 => 0.029947908204355
1020 => 0.029905422454642
1021 => 0.029347255927023
1022 => 0.028473833393636
1023 => 0.028074655858823
1024 => 0.027866760732874
1025 => 0.027952542313636
1026 => 0.027909168521443
1027 => 0.027626125188221
1028 => 0.027925392233985
1029 => 0.027160888597741
1030 => 0.026856457089764
1031 => 0.026718952440368
1101 => 0.026040411460014
1102 => 0.027120271908301
1103 => 0.027333018020337
1104 => 0.027546183307934
1105 => 0.029401641602347
1106 => 0.029308948149428
1107 => 0.030146851820266
1108 => 0.030114292424423
1109 => 0.029875308724361
1110 => 0.028867075804708
1111 => 0.029268939476458
1112 => 0.028032065558293
1113 => 0.028958815597033
1114 => 0.028535885581359
1115 => 0.028815822533304
1116 => 0.028312470652809
1117 => 0.028591046366365
1118 => 0.027383468015861
1119 => 0.026255848343246
1120 => 0.026709635416777
1121 => 0.027202953862551
1122 => 0.028272593948192
1123 => 0.027635525137523
1124 => 0.027864639172078
1125 => 0.027097145509545
1126 => 0.025513586860011
1127 => 0.025522549629994
1128 => 0.025278953631464
1129 => 0.025068451123135
1130 => 0.027708700153987
1201 => 0.02738034345084
1202 => 0.026857150018638
1203 => 0.027557465218521
1204 => 0.027742639672867
1205 => 0.027747911329258
1206 => 0.028258843221341
1207 => 0.028531527663735
1208 => 0.028579589478589
1209 => 0.029383551850196
1210 => 0.029653029432638
1211 => 0.030762969456824
1212 => 0.028508392293938
1213 => 0.028461960760934
1214 => 0.027567320089551
1215 => 0.02699992483205
1216 => 0.02760617012826
1217 => 0.028143220699966
1218 => 0.027584007747836
1219 => 0.027657029153755
1220 => 0.026906331454898
1221 => 0.027174670558629
1222 => 0.027405800343944
1223 => 0.027278184061674
1224 => 0.027087136310418
1225 => 0.02809918867753
1226 => 0.028042084716712
1227 => 0.02898453114795
1228 => 0.02971923553609
1229 => 0.031035957143757
1230 => 0.029661889503907
1231 => 0.029611813017687
]
'min_raw' => 0.025068451123135
'max_raw' => 0.072480264460436
'avg_raw' => 0.048774357791786
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.025068'
'max' => '$0.07248'
'avg' => '$0.048774'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0044079894149291
'max_diff' => -0.024483870354092
'year' => 2030
]
5 => [
'items' => [
101 => 0.030101318703011
102 => 0.029652954491868
103 => 0.029936305196304
104 => 0.030990304964687
105 => 0.031012574318922
106 => 0.030639533943046
107 => 0.030616834402272
108 => 0.030688480887074
109 => 0.031108116586394
110 => 0.030961482978949
111 => 0.031131171101793
112 => 0.031343368697766
113 => 0.032221107924628
114 => 0.032432727880652
115 => 0.03191860109988
116 => 0.031965020991751
117 => 0.031772723462646
118 => 0.031586966459013
119 => 0.03200452107555
120 => 0.032767610344327
121 => 0.03276286320559
122 => 0.032939885083611
123 => 0.033050168247089
124 => 0.03257675217723
125 => 0.032268575723743
126 => 0.032386750185787
127 => 0.032575713724101
128 => 0.032325471857099
129 => 0.030780863130656
130 => 0.031249398748272
131 => 0.031171411511279
201 => 0.03106034820223
202 => 0.031531464388821
203 => 0.031486024083329
204 => 0.030124910516509
205 => 0.030212044590935
206 => 0.030130209428172
207 => 0.030394635580957
208 => 0.029638674611845
209 => 0.029871203114469
210 => 0.030017042811496
211 => 0.030102943513438
212 => 0.030413275751515
213 => 0.030376861845218
214 => 0.030411012211972
215 => 0.030871152996367
216 => 0.033198387182588
217 => 0.033325053404591
218 => 0.032701302601453
219 => 0.032950478744366
220 => 0.032472115038805
221 => 0.032793243799107
222 => 0.033012951941119
223 => 0.032020133094812
224 => 0.031961344806075
225 => 0.031481006723338
226 => 0.031739113201261
227 => 0.031328447236373
228 => 0.031429210299671
301 => 0.031147467990324
302 => 0.031654548052814
303 => 0.032221542354954
304 => 0.032364787506959
305 => 0.031987971182951
306 => 0.031715131330964
307 => 0.031236114429909
308 => 0.032032730211951
309 => 0.032265684943047
310 => 0.032031506599921
311 => 0.031977242360921
312 => 0.031874411726069
313 => 0.031999058366216
314 => 0.032264416221551
315 => 0.032139278357366
316 => 0.032221934121306
317 => 0.031906935583419
318 => 0.032576908897648
319 => 0.033640987758502
320 => 0.033644408946034
321 => 0.033519270407309
322 => 0.033468066413409
323 => 0.033596466148183
324 => 0.033666117737065
325 => 0.03408133893484
326 => 0.034526887823194
327 => 0.036606070076935
328 => 0.036022244020067
329 => 0.037867018206691
330 => 0.039325995074363
331 => 0.039763478443651
401 => 0.039361014329089
402 => 0.037984206333856
403 => 0.0379166535652
404 => 0.039974185983421
405 => 0.039392838834318
406 => 0.039323689440764
407 => 0.038588056723089
408 => 0.03902290676912
409 => 0.038927798685188
410 => 0.038777665921854
411 => 0.039607329517763
412 => 0.041160385704725
413 => 0.040918327333518
414 => 0.040737641988177
415 => 0.039945931401606
416 => 0.040422718009683
417 => 0.040252943430793
418 => 0.040982402763316
419 => 0.040550287214232
420 => 0.039388434557893
421 => 0.039573463422932
422 => 0.039545496682207
423 => 0.040121050224566
424 => 0.039948283337267
425 => 0.039511761174653
426 => 0.041155077527517
427 => 0.041048369704167
428 => 0.041199657000872
429 => 0.041266258347596
430 => 0.042266516053102
501 => 0.042676289630371
502 => 0.042769315406508
503 => 0.043158568611888
504 => 0.042759630432156
505 => 0.044355667589183
506 => 0.045416939167256
507 => 0.046649660717724
508 => 0.048450998227273
509 => 0.049128317794167
510 => 0.04900596607686
511 => 0.05037171961822
512 => 0.052825948373048
513 => 0.049502035877296
514 => 0.053002123806412
515 => 0.051894036378513
516 => 0.049266781020604
517 => 0.049097616748861
518 => 0.050876824580298
519 => 0.054822936308019
520 => 0.053834480076654
521 => 0.054824553068309
522 => 0.05366958033272
523 => 0.053612226201524
524 => 0.054768458620489
525 => 0.05747005869035
526 => 0.056186629765123
527 => 0.054346519691128
528 => 0.055705228334482
529 => 0.05452818916506
530 => 0.051875990483831
531 => 0.053833724222803
601 => 0.052524643424599
602 => 0.052906702796078
603 => 0.055658195922829
604 => 0.05532712899027
605 => 0.055755560256974
606 => 0.054999390285241
607 => 0.054293008294583
608 => 0.052974493852404
609 => 0.052584146728051
610 => 0.052692024630004
611 => 0.05258409326912
612 => 0.051846396556494
613 => 0.051687091021639
614 => 0.051421574817546
615 => 0.051503869391668
616 => 0.051004621248467
617 => 0.051946805644618
618 => 0.052121683371044
619 => 0.052807326602904
620 => 0.05287851235777
621 => 0.054788018998981
622 => 0.053736294828957
623 => 0.054441882203705
624 => 0.054378767827662
625 => 0.049323721610745
626 => 0.050020262378386
627 => 0.051103861226301
628 => 0.050615701414098
629 => 0.049925557651449
630 => 0.049368229559941
701 => 0.048523820511585
702 => 0.049712310031707
703 => 0.051275047368899
704 => 0.05291814595555
705 => 0.054892221247328
706 => 0.054451630622973
707 => 0.052881241991109
708 => 0.052951688477965
709 => 0.053387160940036
710 => 0.052823184534808
711 => 0.052656856882779
712 => 0.053364310074782
713 => 0.053369181916106
714 => 0.052720258903066
715 => 0.051999099725729
716 => 0.051996078042444
717 => 0.051867754732408
718 => 0.053692408764504
719 => 0.054695783988826
720 => 0.054810819341274
721 => 0.054688041193052
722 => 0.054735293629412
723 => 0.054151451694244
724 => 0.055485941225092
725 => 0.056710600785933
726 => 0.056382365862592
727 => 0.05589029505116
728 => 0.055498336948513
729 => 0.056290032990216
730 => 0.056254780011725
731 => 0.056699904453039
801 => 0.056679711037218
802 => 0.056530032429581
803 => 0.056382371208087
804 => 0.056967831260442
805 => 0.056799228167565
806 => 0.056630363187514
807 => 0.056291678618089
808 => 0.056337711476029
809 => 0.05584572562756
810 => 0.055618110462318
811 => 0.052195324502218
812 => 0.051280644250922
813 => 0.051568421278013
814 => 0.051663164947459
815 => 0.0512650949299
816 => 0.051835825079282
817 => 0.051746877390054
818 => 0.052092920816183
819 => 0.051876727906997
820 => 0.051885600539401
821 => 0.052521377788131
822 => 0.052705946628227
823 => 0.052612073426501
824 => 0.052677818999205
825 => 0.054192897972695
826 => 0.053977502192163
827 => 0.053863077476753
828 => 0.053894773904914
829 => 0.0542819090663
830 => 0.054390285774692
831 => 0.053931086045739
901 => 0.054147647292515
902 => 0.055069737595574
903 => 0.055392417015854
904 => 0.056422254830477
905 => 0.055984761422917
906 => 0.056787799506764
907 => 0.059256064800651
908 => 0.061227885908376
909 => 0.059414517728759
910 => 0.063035516083191
911 => 0.06585498270348
912 => 0.065746766878526
913 => 0.06525512765784
914 => 0.06204523987004
915 => 0.059091453270974
916 => 0.061562421185496
917 => 0.06156872019087
918 => 0.061356461855619
919 => 0.060038143565023
920 => 0.061310587236727
921 => 0.06141158919455
922 => 0.061355054956758
923 => 0.060344303414318
924 => 0.058801072627124
925 => 0.059102616228969
926 => 0.059596550800114
927 => 0.05866142961139
928 => 0.058362601730602
929 => 0.058918179615318
930 => 0.060708367319122
1001 => 0.060369942703569
1002 => 0.060361105069175
1003 => 0.061809029088882
1004 => 0.060772627972333
1005 => 0.059106419659464
1006 => 0.058685680085878
1007 => 0.057192338043782
1008 => 0.058223794711359
1009 => 0.058260915000559
1010 => 0.057695996724958
1011 => 0.059152259664087
1012 => 0.059138839944733
1013 => 0.060521344869302
1014 => 0.063164175039941
1015 => 0.062382560112709
1016 => 0.0614736269918
1017 => 0.061572453224024
1018 => 0.062656333067602
1019 => 0.062000994571605
1020 => 0.062236658863947
1021 => 0.06265597636147
1022 => 0.062908961018793
1023 => 0.061536052625048
1024 => 0.061215962004667
1025 => 0.060561168931907
1026 => 0.060390345641516
1027 => 0.060923660936573
1028 => 0.060783151198633
1029 => 0.058257795183988
1030 => 0.05799388142951
1031 => 0.058001975287577
1101 => 0.057338351603526
1102 => 0.056326166197414
1103 => 0.058986129010226
1104 => 0.058772496770202
1105 => 0.058536663311037
1106 => 0.058565551564137
1107 => 0.059720151266674
1108 => 0.05905042513052
1109 => 0.060831001829441
1110 => 0.060464968789178
1111 => 0.060089548382601
1112 => 0.060037653846827
1113 => 0.059893149019659
1114 => 0.059397588199421
1115 => 0.058799168730396
1116 => 0.058404040362739
1117 => 0.053874640008734
1118 => 0.054715270368127
1119 => 0.055682338970741
1120 => 0.05601616717708
1121 => 0.055445130929929
1122 => 0.059420136190966
1123 => 0.060146407956261
1124 => 0.057946483405647
1125 => 0.057534967344555
1126 => 0.059447115115421
1127 => 0.05829385625903
1128 => 0.058813168651448
1129 => 0.057690699307733
1130 => 0.059971470355721
1201 => 0.059954094701672
1202 => 0.059066823250454
1203 => 0.059816739005251
1204 => 0.059686422688334
1205 => 0.058684695405162
1206 => 0.060003226897346
1207 => 0.060003880872516
1208 => 0.059149901391664
1209 => 0.058152640318175
1210 => 0.05797435359249
1211 => 0.057840038494138
1212 => 0.058780135370919
1213 => 0.059623023291033
1214 => 0.061191428740731
1215 => 0.061585763135179
1216 => 0.063124876529037
1217 => 0.062208409441066
1218 => 0.062614667430928
1219 => 0.063055717947625
1220 => 0.063267173784425
1221 => 0.062922617845705
1222 => 0.065313494470714
1223 => 0.065515357712432
1224 => 0.065583040711269
1225 => 0.064776850565432
1226 => 0.065492936106089
1227 => 0.065157903395876
1228 => 0.066029565433082
1229 => 0.066166253170456
1230 => 0.066050483519708
1231 => 0.066093870365019
]
'min_raw' => 0.029638674611845
'max_raw' => 0.066166253170456
'avg_raw' => 0.04790246389115
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.029638'
'max' => '$0.066166'
'avg' => '$0.0479024'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0045702234887097
'max_diff' => -0.0063140112899803
'year' => 2031
]
6 => [
'items' => [
101 => 0.064053678945112
102 => 0.063947884257123
103 => 0.06250536617954
104 => 0.063093202958711
105 => 0.061994270275802
106 => 0.062342753149813
107 => 0.062496361080211
108 => 0.062416125014544
109 => 0.063126438368222
110 => 0.062522526910165
111 => 0.060928705280117
112 => 0.059334449414432
113 => 0.059314434830691
114 => 0.05889469540221
115 => 0.058591300674528
116 => 0.058649745262586
117 => 0.058855711613948
118 => 0.058579329535761
119 => 0.058638309665069
120 => 0.059617772794134
121 => 0.059814197139456
122 => 0.059146670466105
123 => 0.056466454548958
124 => 0.055808722840078
125 => 0.056281487349034
126 => 0.056055536363687
127 => 0.045241192800731
128 => 0.047781862409422
129 => 0.046272282800925
130 => 0.046967966536939
131 => 0.045427076660408
201 => 0.046162470074446
202 => 0.046026669763141
203 => 0.050111991310037
204 => 0.050048204633258
205 => 0.050078735939916
206 => 0.048621397124226
207 => 0.050942977428682
208 => 0.052086671367984
209 => 0.051875004058248
210 => 0.051928276159915
211 => 0.051012884954351
212 => 0.050087598927732
213 => 0.049061314323714
214 => 0.05096802426537
215 => 0.050756030668482
216 => 0.051242267706854
217 => 0.05247890539846
218 => 0.052661004996079
219 => 0.05290574870195
220 => 0.052818025505438
221 => 0.054907947941855
222 => 0.054654844545052
223 => 0.055264750908529
224 => 0.054010127245151
225 => 0.052590401480067
226 => 0.052860244933677
227 => 0.052834256839151
228 => 0.05250339856808
229 => 0.052204714514629
301 => 0.051707489719345
302 => 0.053280782547048
303 => 0.053216909731413
304 => 0.054250936372512
305 => 0.054068162119699
306 => 0.052847550926966
307 => 0.052891145294506
308 => 0.053184338366952
309 => 0.054199082938305
310 => 0.054500328216162
311 => 0.05436077940091
312 => 0.05469108109571
313 => 0.054952138087795
314 => 0.054723865834612
315 => 0.05795571955611
316 => 0.056613628566888
317 => 0.057267754376826
318 => 0.057423759528163
319 => 0.057024155613448
320 => 0.057110815393806
321 => 0.057242081347672
322 => 0.058039102515039
323 => 0.06013071667814
324 => 0.061057078352879
325 => 0.06384408315721
326 => 0.060980156911369
327 => 0.060810223380046
328 => 0.061312247104788
329 => 0.06294851395935
330 => 0.064274554558242
331 => 0.064714478726011
401 => 0.064772621967139
402 => 0.065597948951481
403 => 0.066071010987468
404 => 0.065497732547327
405 => 0.065011939094061
406 => 0.063271887243368
407 => 0.06347330298309
408 => 0.064860857695393
409 => 0.066820860453087
410 => 0.068502746722718
411 => 0.067913808770747
412 => 0.072406989618883
413 => 0.072852470146977
414 => 0.072790919142105
415 => 0.073805790081496
416 => 0.071791477941677
417 => 0.070930320476445
418 => 0.065116973152647
419 => 0.066750286627279
420 => 0.069124403683792
421 => 0.068810180388881
422 => 0.06708603312211
423 => 0.068501438802408
424 => 0.068033461420673
425 => 0.0676643482433
426 => 0.069355327264958
427 => 0.067496026369055
428 => 0.069105855735065
429 => 0.067041232921605
430 => 0.067916498989704
501 => 0.067419655637595
502 => 0.06774117417724
503 => 0.065861583364176
504 => 0.066875764942418
505 => 0.065819390076202
506 => 0.065818889216971
507 => 0.06579556968325
508 => 0.06703839002867
509 => 0.067078918355515
510 => 0.066160472242453
511 => 0.066028109808736
512 => 0.066517523100147
513 => 0.065944548313448
514 => 0.066212639609885
515 => 0.065952668525708
516 => 0.065894143558832
517 => 0.065427806665555
518 => 0.065226895909731
519 => 0.065305678193922
520 => 0.065036753642927
521 => 0.064874716873527
522 => 0.06576333649141
523 => 0.065288582876388
524 => 0.065690573690983
525 => 0.065232454422467
526 => 0.063644413444728
527 => 0.062731114285201
528 => 0.059731452089728
529 => 0.060582152567295
530 => 0.061146167864035
531 => 0.060959760811827
601 => 0.061360235289923
602 => 0.061384821170359
603 => 0.061254622835176
604 => 0.061103869842474
605 => 0.06103049162279
606 => 0.061577392754667
607 => 0.061894887269568
608 => 0.061202774344614
609 => 0.061040621969986
610 => 0.061740386349716
611 => 0.062167242217111
612 => 0.065318906112358
613 => 0.065085420671258
614 => 0.065671423309216
615 => 0.065605448405125
616 => 0.066219672527246
617 => 0.067223669376432
618 => 0.065182263060103
619 => 0.065536580610099
620 => 0.065449710129227
621 => 0.066398139260721
622 => 0.066401100152945
623 => 0.065832469511066
624 => 0.066140733407007
625 => 0.06596866895707
626 => 0.066279612674011
627 => 0.065082302330843
628 => 0.066540497087157
629 => 0.067367199549993
630 => 0.067378678314491
701 => 0.067770528720759
702 => 0.068168671427972
703 => 0.068932871683546
704 => 0.068147358297614
705 => 0.066734296184511
706 => 0.066836314704914
707 => 0.066007836905021
708 => 0.066021763766514
709 => 0.065947421088397
710 => 0.066170529061682
711 => 0.065131261984529
712 => 0.06537517589028
713 => 0.065033694993871
714 => 0.06553583829732
715 => 0.064995615110071
716 => 0.065449668237651
717 => 0.065645622515415
718 => 0.066368698018957
719 => 0.064888816270283
720 => 0.061871237205549
721 => 0.062505568909566
722 => 0.061567342493645
723 => 0.061654178920518
724 => 0.061829602322717
725 => 0.061260997681225
726 => 0.06136946952803
727 => 0.061365594150357
728 => 0.061332198239224
729 => 0.061184282211419
730 => 0.060969774706807
731 => 0.061824306583253
801 => 0.061969508200707
802 => 0.062292273409634
803 => 0.063252603737669
804 => 0.063156644091749
805 => 0.063313158255571
806 => 0.062971488714738
807 => 0.061670027990586
808 => 0.061740703569424
809 => 0.060859377968815
810 => 0.062269735932537
811 => 0.061935744550912
812 => 0.061720418134436
813 => 0.061661664326715
814 => 0.062624375127884
815 => 0.062912433288237
816 => 0.062732934773569
817 => 0.062364778083177
818 => 0.063071747764484
819 => 0.063260903026545
820 => 0.063303247913943
821 => 0.064555862641228
822 => 0.063373255162385
823 => 0.06365792053665
824 => 0.065878798525351
825 => 0.063864768649812
826 => 0.064931645193111
827 => 0.064879427138074
828 => 0.065425205076492
829 => 0.064834657417059
830 => 0.064841977963063
831 => 0.065326591798178
901 => 0.064646039067325
902 => 0.064477524640531
903 => 0.064244723166838
904 => 0.064753036667775
905 => 0.065057747622544
906 => 0.067513494132446
907 => 0.06910001837349
908 => 0.069031143172026
909 => 0.06966053358443
910 => 0.069376987439087
911 => 0.068461342140079
912 => 0.070024237014437
913 => 0.069529671681891
914 => 0.069570443047009
915 => 0.069568925534763
916 => 0.069897768245254
917 => 0.069664753046879
918 => 0.069205456172363
919 => 0.069510358872155
920 => 0.070415810885825
921 => 0.07322636171892
922 => 0.074799183199965
923 => 0.073131675890868
924 => 0.074281900103871
925 => 0.073592175442862
926 => 0.073466831954425
927 => 0.074189257761092
928 => 0.074912948078501
929 => 0.074866852133881
930 => 0.074341490125352
1001 => 0.074044726457301
1002 => 0.076291920374905
1003 => 0.077947614573446
1004 => 0.07783470732902
1005 => 0.078333043186512
1006 => 0.079796172677057
1007 => 0.079929942901137
1008 => 0.079913090927576
1009 => 0.079581527469716
1010 => 0.081022168464531
1011 => 0.082223976528072
1012 => 0.07950478010901
1013 => 0.080540214508494
1014 => 0.081005054370035
1015 => 0.08168757719855
1016 => 0.082839107614362
1017 => 0.084089975074292
1018 => 0.08426686144819
1019 => 0.084141352101117
1020 => 0.083316371386171
1021 => 0.084685085486779
1022 => 0.085486846106619
1023 => 0.085964276207769
1024 => 0.08717495950749
1025 => 0.08100792506277
1026 => 0.076642591561297
1027 => 0.075960881698862
1028 => 0.07734716551104
1029 => 0.077712717496905
1030 => 0.077565363949766
1031 => 0.072651784215099
1101 => 0.075935012718448
1102 => 0.079467490526357
1103 => 0.079603187385427
1104 => 0.081371619636694
1105 => 0.081947493668194
1106 => 0.083371313424178
1107 => 0.083282253110776
1108 => 0.083628930563438
1109 => 0.083549235420688
1110 => 0.086186561698025
1111 => 0.089095924228671
1112 => 0.088995182255441
1113 => 0.088576926969646
1114 => 0.089198107392176
1115 => 0.092200881310038
1116 => 0.091924434006153
1117 => 0.092192979014152
1118 => 0.095733418692235
1119 => 0.10033649389541
1120 => 0.098197903322342
1121 => 0.10283802950305
1122 => 0.10575874297128
1123 => 0.11080981490718
1124 => 0.11017739582375
1125 => 0.11214374106192
1126 => 0.10904523367457
1127 => 0.10193043440155
1128 => 0.10080449018224
1129 => 0.10305865902275
1130 => 0.10860031315857
1201 => 0.10288413261294
1202 => 0.10404050849255
1203 => 0.10370747216143
1204 => 0.10368972607066
1205 => 0.10436702217687
1206 => 0.10338456884942
1207 => 0.099381877253443
1208 => 0.10121628722387
1209 => 0.10050793343869
1210 => 0.10129390477462
1211 => 0.10553546791543
1212 => 0.10366017174464
1213 => 0.10168469956541
1214 => 0.10416238007054
1215 => 0.10731731877696
1216 => 0.10711988838268
1217 => 0.10673679089828
1218 => 0.10889629135952
1219 => 0.11246315344723
1220 => 0.11342726193672
1221 => 0.11413894711333
1222 => 0.11423707647517
1223 => 0.11524786988913
1224 => 0.10981257894951
1225 => 0.11843852525887
1226 => 0.11992798789953
1227 => 0.11964803065499
1228 => 0.12130350569392
1229 => 0.12081642294212
1230 => 0.1201107164557
1231 => 0.12273499652205
]
'min_raw' => 0.045241192800731
'max_raw' => 0.12273499652205
'avg_raw' => 0.083988094661389
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.045241'
'max' => '$0.122734'
'avg' => '$0.083988'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.015602518188886
'max_diff' => 0.056568743351592
'year' => 2032
]
7 => [
'items' => [
101 => 0.11972647119446
102 => 0.11545624825476
103 => 0.11311351949461
104 => 0.11619861370851
105 => 0.11808257309
106 => 0.11932775039884
107 => 0.11970454030014
108 => 0.11023450511286
109 => 0.10513068137916
110 => 0.108402173877
111 => 0.11239362051073
112 => 0.10979040626193
113 => 0.10989244733194
114 => 0.10618094792582
115 => 0.11272200585295
116 => 0.11176902873192
117 => 0.1167130757216
118 => 0.11553313922905
119 => 0.11956481762233
120 => 0.11850314158513
121 => 0.12291009945807
122 => 0.1246681542672
123 => 0.12762020191112
124 => 0.12979174017499
125 => 0.13106690897844
126 => 0.13099035262652
127 => 0.13604320671236
128 => 0.13306371519121
129 => 0.12932077162842
130 => 0.12925307358821
131 => 0.1311915970973
201 => 0.1352542105644
202 => 0.1363075871278
203 => 0.13689628092246
204 => 0.13599467588335
205 => 0.13276065137923
206 => 0.13136421599523
207 => 0.13255401940103
208 => 0.13109899207671
209 => 0.13361077744705
210 => 0.13705999524892
211 => 0.13634774541252
212 => 0.13872868982915
213 => 0.14119271681771
214 => 0.14471638607772
215 => 0.14563760370338
216 => 0.14716034140783
217 => 0.14872773869899
218 => 0.14923114446637
219 => 0.15019230227393
220 => 0.15018723649784
221 => 0.15308375024431
222 => 0.15627869460423
223 => 0.15748471213696
224 => 0.1602578829533
225 => 0.15550892511382
226 => 0.15911106418716
227 => 0.1623602837987
228 => 0.15848643022822
301 => 0.163825634883
302 => 0.16403294410085
303 => 0.16716306716151
304 => 0.16399008778051
305 => 0.16210598275259
306 => 0.16754532337171
307 => 0.17017724895969
308 => 0.16938449155327
309 => 0.16335156854717
310 => 0.15984014859338
311 => 0.15065008527198
312 => 0.16153611225737
313 => 0.16683837845218
314 => 0.16333783695866
315 => 0.16510330647365
316 => 0.17473513569206
317 => 0.17840231264368
318 => 0.17763956547324
319 => 0.17776845718916
320 => 0.17974719930828
321 => 0.18852203157765
322 => 0.18326394868282
323 => 0.18728355603931
324 => 0.18941554128742
325 => 0.19139584800269
326 => 0.18653284059235
327 => 0.18020613940326
328 => 0.17820220755983
329 => 0.16298977709526
330 => 0.16219790402534
331 => 0.16175340167499
401 => 0.1589508772321
402 => 0.15674886069605
403 => 0.15499773539095
404 => 0.15040225966008
405 => 0.15195309781765
406 => 0.14462886865297
407 => 0.14931465091778
408 => 0.13762500432126
409 => 0.14736048936657
410 => 0.1420619074746
411 => 0.14561976271015
412 => 0.14560734968841
413 => 0.13905621018072
414 => 0.13527764963148
415 => 0.13768549547723
416 => 0.14026689735892
417 => 0.14068572112934
418 => 0.14403257605044
419 => 0.14496661131851
420 => 0.14213644085031
421 => 0.13738276237827
422 => 0.13848693346746
423 => 0.1352552736396
424 => 0.12959191409525
425 => 0.13365943779277
426 => 0.1350482692195
427 => 0.13566165629752
428 => 0.1300923926269
429 => 0.12834240906699
430 => 0.12741073250348
501 => 0.13666384037421
502 => 0.13717074651108
503 => 0.13457734304556
504 => 0.14629977262634
505 => 0.1436466257816
506 => 0.14661084084393
507 => 0.13838674151449
508 => 0.1387009131841
509 => 0.1348074927645
510 => 0.13698754804103
511 => 0.13544675523804
512 => 0.13681142111841
513 => 0.13762939622038
514 => 0.14152217776799
515 => 0.14740493867878
516 => 0.1409407260176
517 => 0.13812417599189
518 => 0.13987154778696
519 => 0.1445250291432
520 => 0.15157529160522
521 => 0.14740139432795
522 => 0.14925369906223
523 => 0.14965834524337
524 => 0.14658066791718
525 => 0.15168876995819
526 => 0.15442624334011
527 => 0.15723432458966
528 => 0.159672502858
529 => 0.15611271518756
530 => 0.15992219827045
531 => 0.15685242736993
601 => 0.15409852552509
602 => 0.15410270205742
603 => 0.15237513920206
604 => 0.14902776848288
605 => 0.14841046196438
606 => 0.15162176843083
607 => 0.15419693210507
608 => 0.15440903491948
609 => 0.15583477784622
610 => 0.15667851782395
611 => 0.16494831661456
612 => 0.1682744980995
613 => 0.1723416898579
614 => 0.17392609026217
615 => 0.17869456744002
616 => 0.17484363484212
617 => 0.17401046135106
618 => 0.16244369547459
619 => 0.16433775273888
620 => 0.16737032116835
621 => 0.16249370141103
622 => 0.16558679420391
623 => 0.16619743624189
624 => 0.16232799573774
625 => 0.16439483109966
626 => 0.15890592915237
627 => 0.1475245817418
628 => 0.15170144065139
629 => 0.15477701472436
630 => 0.15038779130668
701 => 0.15825530439646
702 => 0.15365926566785
703 => 0.15220254203964
704 => 0.14651934380655
705 => 0.14920159460621
706 => 0.15282937721888
707 => 0.15058782933925
708 => 0.1552393777596
709 => 0.16182721084546
710 => 0.16652209301469
711 => 0.16688250777106
712 => 0.16386401306892
713 => 0.16870117009288
714 => 0.16873640350095
715 => 0.16328007061756
716 => 0.15993809710748
717 => 0.15917879369442
718 => 0.16107568249045
719 => 0.16337885567383
720 => 0.16701031785347
721 => 0.16920473439294
722 => 0.1749266088993
723 => 0.17647478408172
724 => 0.17817575922981
725 => 0.18044878658897
726 => 0.1831781387259
727 => 0.17720647163241
728 => 0.17744373709861
729 => 0.17188300338451
730 => 0.16594056192112
731 => 0.17045013425605
801 => 0.17634580020071
802 => 0.17499332791887
803 => 0.17484114715866
804 => 0.17509707298591
805 => 0.17407735305302
806 => 0.16946519758915
807 => 0.16714900198881
808 => 0.17013748523776
809 => 0.17172573108249
810 => 0.17418896187808
811 => 0.17388531669003
812 => 0.18023033468778
813 => 0.18269581681832
814 => 0.1820650409854
815 => 0.18218111891912
816 => 0.18664475654969
817 => 0.19160923961198
818 => 0.19625913312104
819 => 0.20098920451604
820 => 0.19528691883154
821 => 0.19239164982904
822 => 0.1953788283997
823 => 0.19379378940252
824 => 0.20290189363338
825 => 0.20353251900875
826 => 0.21263996462
827 => 0.22128401499952
828 => 0.21585484183039
829 => 0.22097430759355
830 => 0.22651142721257
831 => 0.23719342932295
901 => 0.23359610680954
902 => 0.2308406141415
903 => 0.22823668688465
904 => 0.23365504614435
905 => 0.24062567877156
906 => 0.24212708627557
907 => 0.24455994001388
908 => 0.24200209178325
909 => 0.24508273823931
910 => 0.25595877393382
911 => 0.25301997308374
912 => 0.24884640344081
913 => 0.25743198907606
914 => 0.26053907914184
915 => 0.28234626441916
916 => 0.30987873664168
917 => 0.2984801123536
918 => 0.29140461842668
919 => 0.29306752733246
920 => 0.30312145415512
921 => 0.30635045635488
922 => 0.29757291527214
923 => 0.30067329117247
924 => 0.31775666720549
925 => 0.32692135034689
926 => 0.31447447965971
927 => 0.28013405708386
928 => 0.24847061915848
929 => 0.25686918871948
930 => 0.25591705156922
1001 => 0.27427100792214
1002 => 0.25294988365539
1003 => 0.25330887670697
1004 => 0.27204237344009
1005 => 0.26704459768514
1006 => 0.25894884102887
1007 => 0.24852972714137
1008 => 0.22926903146896
1009 => 0.21220929618767
1010 => 0.24566736569668
1011 => 0.2442245928999
1012 => 0.24213524408321
1013 => 0.24678486378359
1014 => 0.26936209723106
1015 => 0.26884161892473
1016 => 0.26553060149017
1017 => 0.26804197903231
1018 => 0.2585085844034
1019 => 0.26096555727063
1020 => 0.24846560350814
1021 => 0.25411610465297
1022 => 0.25893147117107
1023 => 0.2598982272923
1024 => 0.26207637819722
1025 => 0.2434643171961
1026 => 0.2518205861642
1027 => 0.25672911130644
1028 => 0.23455221614012
1029 => 0.25629074539316
1030 => 0.24314032262217
1031 => 0.23867687162097
1101 => 0.24468632037913
1102 => 0.24234443235369
1103 => 0.2403310145497
1104 => 0.23920749282017
1105 => 0.2436201687495
1106 => 0.24341431214311
1107 => 0.23619431785923
1108 => 0.22677612964053
1109 => 0.22993718274821
1110 => 0.22878874251916
1111 => 0.22462664697733
1112 => 0.22743139683919
1113 => 0.21508069789898
1114 => 0.19383196230582
1115 => 0.20786952790503
1116 => 0.2073290968994
1117 => 0.20705658707976
1118 => 0.21760542965775
1119 => 0.21659140184709
1120 => 0.21475093144133
1121 => 0.22459284529501
1122 => 0.221000414346
1123 => 0.23207144004768
1124 => 0.23936353360386
1125 => 0.2375140228035
1126 => 0.24437227203883
1127 => 0.23001000702738
1128 => 0.23478057535013
1129 => 0.23576378286972
1130 => 0.22447139760578
1201 => 0.21675730933761
1202 => 0.21624286759716
1203 => 0.20286770160699
1204 => 0.21001260731837
1205 => 0.2162998286681
1206 => 0.21328873754967
1207 => 0.21233551605536
1208 => 0.21720531794126
1209 => 0.21758374325483
1210 => 0.20895560600178
1211 => 0.21074966895426
1212 => 0.21823120970425
1213 => 0.21056115332302
1214 => 0.19565948667088
1215 => 0.19196366730949
1216 => 0.19147057687921
1217 => 0.18144722165199
1218 => 0.19221063963146
1219 => 0.18751211924175
1220 => 0.20235468885593
1221 => 0.19387669269461
1222 => 0.19351122322485
1223 => 0.1929587625186
1224 => 0.18433124661494
1225 => 0.1862201242906
1226 => 0.19249904136869
1227 => 0.19473942971922
1228 => 0.1945057388593
1229 => 0.19246827124956
1230 => 0.19340101348778
1231 => 0.19039632574954
]
'min_raw' => 0.10513068137916
'max_raw' => 0.32692135034689
'avg_raw' => 0.21602601586302
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.10513'
'max' => '$0.326921'
'avg' => '$0.216026'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.059889488578424
'max_diff' => 0.20418635382484
'year' => 2033
]
8 => [
'items' => [
101 => 0.189335307972
102 => 0.18598644401016
103 => 0.18106453913353
104 => 0.18174896019442
105 => 0.17199737874736
106 => 0.1666841996194
107 => 0.16521358166335
108 => 0.16324700987117
109 => 0.16543571118013
110 => 0.17196975374234
111 => 0.16408831213785
112 => 0.1505761333258
113 => 0.15138823829604
114 => 0.15321279704803
115 => 0.14981274388436
116 => 0.14659487890978
117 => 0.14939255143154
118 => 0.14366726314097
119 => 0.15390467078506
120 => 0.15362777759829
121 => 0.15744365009096
122 => 0.15982979347022
123 => 0.15433050550413
124 => 0.15294744945231
125 => 0.15373530103582
126 => 0.14071386932153
127 => 0.15637952131602
128 => 0.156514998525
129 => 0.15535496041112
130 => 0.16369643647545
131 => 0.1812995527428
201 => 0.17467655231931
202 => 0.17211192637409
203 => 0.16723657057749
204 => 0.17373269270648
205 => 0.17323389188226
206 => 0.17097812539057
207 => 0.16961383077797
208 => 0.17212758543324
209 => 0.16930234875769
210 => 0.16879485861846
211 => 0.16572002052938
212 => 0.1646224432278
213 => 0.16380984068952
214 => 0.16291524513956
215 => 0.16488850000346
216 => 0.16041684487855
217 => 0.15502446715966
218 => 0.15457614929867
219 => 0.15581399432938
220 => 0.15526634005002
221 => 0.15457352734068
222 => 0.15325075920225
223 => 0.15285832215205
224 => 0.15413355218182
225 => 0.15269389182874
226 => 0.15481818910206
227 => 0.15424049778645
228 => 0.15101356105772
301 => 0.14699160312874
302 => 0.14695579926683
303 => 0.14608927502836
304 => 0.14498562612788
305 => 0.14467861625184
306 => 0.1491569392551
307 => 0.15842693384692
308 => 0.15660701209638
309 => 0.15792209207423
310 => 0.16439098398277
311 => 0.16644725019413
312 => 0.16498776114264
313 => 0.1629899225116
314 => 0.16307781727216
315 => 0.16990503666131
316 => 0.17033084196017
317 => 0.1714067145804
318 => 0.17278951493897
319 => 0.1652232580231
320 => 0.16272144725185
321 => 0.16153595051325
322 => 0.15788507940335
323 => 0.16182223089334
324 => 0.15952822132576
325 => 0.15983776159095
326 => 0.15963617308717
327 => 0.15974625404159
328 => 0.15390180922098
329 => 0.15603121773864
330 => 0.15249066307246
331 => 0.14775025782037
401 => 0.14773436631977
402 => 0.14889457378949
403 => 0.14820443698757
404 => 0.14634729659867
405 => 0.14661109462545
406 => 0.14429994632945
407 => 0.14689170987328
408 => 0.14696603237794
409 => 0.14596806223925
410 => 0.14996103157297
411 => 0.15159695436694
412 => 0.15094006904306
413 => 0.1515508655415
414 => 0.15668263806157
415 => 0.15751934089727
416 => 0.1578909490274
417 => 0.15739304336167
418 => 0.15164466492263
419 => 0.1518996299504
420 => 0.15002886574862
421 => 0.1484482671344
422 => 0.14851148278982
423 => 0.14932411594097
424 => 0.15287293257234
425 => 0.1603412079589
426 => 0.16062462355058
427 => 0.16096813151551
428 => 0.15957091198886
429 => 0.15914949721003
430 => 0.15970545207969
501 => 0.16251014365161
502 => 0.16972457184094
503 => 0.16717451108337
504 => 0.16510127199341
505 => 0.16692006161655
506 => 0.16664007321022
507 => 0.16427668929035
508 => 0.16421035697521
509 => 0.15967426761344
510 => 0.15799737865815
511 => 0.15659604473414
512 => 0.15506582467188
513 => 0.15415865892553
514 => 0.15555247781138
515 => 0.15587126068176
516 => 0.15282365132805
517 => 0.15240827343445
518 => 0.1548970170199
519 => 0.15380181375765
520 => 0.15492825747261
521 => 0.15518960207693
522 => 0.15514751957636
523 => 0.15400400158728
524 => 0.15473284585332
525 => 0.1530089118852
526 => 0.15113439262138
527 => 0.14993856611775
528 => 0.14889504888995
529 => 0.14947405289751
530 => 0.14741000933252
531 => 0.1467496802551
601 => 0.1544859298155
602 => 0.16020078054447
603 => 0.16011768435154
604 => 0.1596118576477
605 => 0.15886030176898
606 => 0.16245516265793
607 => 0.16120278500573
608 => 0.16211399438736
609 => 0.16234593541832
610 => 0.16304795106288
611 => 0.16329886131552
612 => 0.16254043626366
613 => 0.15999506915578
614 => 0.15365225632919
615 => 0.15069965983632
616 => 0.14972525381428
617 => 0.14976067162252
618 => 0.1487836903592
619 => 0.14907145512648
620 => 0.14868361751674
621 => 0.14794914691189
622 => 0.14942870140734
623 => 0.14959920627994
624 => 0.14925386058134
625 => 0.14933520199506
626 => 0.14647588710974
627 => 0.14669327461036
628 => 0.14548283338261
629 => 0.1452558902445
630 => 0.14219600022592
701 => 0.13677496151985
702 => 0.13977874319597
703 => 0.13615059732684
704 => 0.13477656351082
705 => 0.14128102588976
706 => 0.14062815827262
707 => 0.1395107327068
708 => 0.13785782740307
709 => 0.13724474874748
710 => 0.13351987691326
711 => 0.13329979161388
712 => 0.13514593867492
713 => 0.13429400532829
714 => 0.13309756825724
715 => 0.12876419446676
716 => 0.12389204759551
717 => 0.12403910708433
718 => 0.12558884635456
719 => 0.13009492229357
720 => 0.12833432046829
721 => 0.12705698364347
722 => 0.12681777685279
723 => 0.12981195065154
724 => 0.13404933387557
725 => 0.13603741927818
726 => 0.13406728702325
727 => 0.13180410516823
728 => 0.13194185456117
729 => 0.13285823955958
730 => 0.13295453866593
731 => 0.13148143993717
801 => 0.13189610860059
802 => 0.13126618898276
803 => 0.12740037345085
804 => 0.12733045310651
805 => 0.12638171963028
806 => 0.12635299235767
807 => 0.12473896004196
808 => 0.12451314576371
809 => 0.12130838663609
810 => 0.12341776879879
811 => 0.12200290599159
812 => 0.11987037400873
813 => 0.11950272469109
814 => 0.11949167270865
815 => 0.12168130622962
816 => 0.12339218165624
817 => 0.12202751813588
818 => 0.12171681070518
819 => 0.12503435318808
820 => 0.12461216566706
821 => 0.12424655399667
822 => 0.13366992268388
823 => 0.12621059105333
824 => 0.12295789669864
825 => 0.11893206976481
826 => 0.12024289931445
827 => 0.12051911036065
828 => 0.11083772229463
829 => 0.10690998436199
830 => 0.10556213271719
831 => 0.10478642503978
901 => 0.1051399247691
902 => 0.10160449995202
903 => 0.10398036389963
904 => 0.10091898485005
905 => 0.1004057346898
906 => 0.10587985966253
907 => 0.10664155217312
908 => 0.10339193528366
909 => 0.10547871539188
910 => 0.10472201991622
911 => 0.10097146340716
912 => 0.10082821973574
913 => 0.098946322317935
914 => 0.096001517266208
915 => 0.0946556623379
916 => 0.093954729405989
917 => 0.094243947994606
918 => 0.094097710225967
919 => 0.093143409866555
920 => 0.094152409605504
921 => 0.091574832219967
922 => 0.090548420136094
923 => 0.090084813610388
924 => 0.087797065320905
925 => 0.091437890215755
926 => 0.092155178585943
927 => 0.092873880235803
928 => 0.099129687419376
929 => 0.098817164971212
930 => 0.10164221569801
1001 => 0.1015324394217
1002 => 0.10072668919163
1003 => 0.097327361510445
1004 => 0.098682272936975
1005 => 0.094512066166102
1006 => 0.097636668625337
1007 => 0.096210730549461
1008 => 0.097154557527519
1009 => 0.095457471519523
1010 => 0.096396708987311
1011 => 0.092325274268159
1012 => 0.088523425814048
1013 => 0.090053400614857
1014 => 0.091716658197179
1015 => 0.095323024425802
1016 => 0.09317510245191
1017 => 0.093947576415644
1018 => 0.091359917947715
1019 => 0.086020839400279
1020 => 0.086051058005035
1021 => 0.085229757088661
1022 => 0.084520033185016
1023 => 0.093421817128835
1024 => 0.092314739579042
1025 => 0.090550756394174
1026 => 0.092911917985025
1027 => 0.093536246586319
1028 => 0.093554020343895
1029 => 0.095276662890179
1030 => 0.096196037525931
1031 => 0.09635808129028
1101 => 0.099068696557012
1102 => 0.099977259040541
1103 => 0.10371949932562
1104 => 0.0961180350114
1105 => 0.095961487856131
1106 => 0.092945144370746
1107 => 0.091032131645811
1108 => 0.093076129988676
1109 => 0.094886833486857
1110 => 0.093001407975751
1111 => 0.093247604743997
1112 => 0.090716575040261
1113 => 0.09162129906333
1114 => 0.092400569271484
1115 => 0.091970302065927
1116 => 0.09132617123404
1117 => 0.094738376448996
1118 => 0.094545846458228
1119 => 0.097723370400654
1120 => 0.10020047754069
1121 => 0.10463989637151
1122 => 0.10000713138941
1123 => 0.099838295019894
1124 => 0.10148869761416
1125 => 0.099977006372503
1126 => 0.10093234305542
1127 => 0.10448597686244
1128 => 0.10456105954504
1129 => 0.10330332787293
1130 => 0.10322679478638
1201 => 0.10346835591208
1202 => 0.10488318697037
1203 => 0.10438880152524
1204 => 0.10496091687865
1205 => 0.10567635588864
1206 => 0.1086357149738
1207 => 0.10934920643037
1208 => 0.10761579209381
1209 => 0.10777230000019
1210 => 0.10712395545503
1211 => 0.10649766274813
1212 => 0.10790547729052
1213 => 0.1104782860374
1214 => 0.11046228072771
1215 => 0.11105912234873
1216 => 0.11143094973412
1217 => 0.10983479440174
1218 => 0.10879575597261
1219 => 0.10919418942207
1220 => 0.10983129318451
1221 => 0.10898758525858
1222 => 0.10377982909624
1223 => 0.10535952964315
1224 => 0.10509659022873
1225 => 0.10472213252808
1226 => 0.10631053364345
1227 => 0.10615732848094
1228 => 0.1015682390605
1229 => 0.10186201767593
1230 => 0.10158610471113
1231 => 0.10247763594689
]
'min_raw' => 0.084520033185016
'max_raw' => 0.189335307972
'avg_raw' => 0.13692767057851
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.08452'
'max' => '$0.189335'
'avg' => '$0.136927'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.020610648194139
'max_diff' => -0.13758604237488
'year' => 2034
]
9 => [
'items' => [
101 => 0.099928860760015
102 => 0.10071284684123
103 => 0.10120455556196
104 => 0.10149417577595
105 => 0.10254048258334
106 => 0.10241771055592
107 => 0.10253285090173
108 => 0.10408424768232
109 => 0.11193068022347
110 => 0.11235774423451
111 => 0.11025472485284
112 => 0.11109483961559
113 => 0.10948200298401
114 => 0.11056471101986
115 => 0.11130547236018
116 => 0.10795811430346
117 => 0.10775990548352
118 => 0.10614041210144
119 => 0.10701063611217
120 => 0.10562604713977
121 => 0.10596577684273
122 => 0.10501586297615
123 => 0.10672551881003
124 => 0.10863717968598
125 => 0.10912014071702
126 => 0.10784967817215
127 => 0.1069297795621
128 => 0.10531474063631
129 => 0.1080005863634
130 => 0.10878600950367
131 => 0.10799646087001
201 => 0.10781350519961
202 => 0.1074668045348
203 => 0.10788705938461
204 => 0.10878173192057
205 => 0.10835982087462
206 => 0.10863850055358
207 => 0.1075764609906
208 => 0.10983532279557
209 => 0.11342293896655
210 => 0.11343447373917
211 => 0.11301256041897
212 => 0.11283992257859
213 => 0.11327283124896
214 => 0.1135076664438
215 => 0.11490761370191
216 => 0.11640981288623
217 => 0.12341992101858
218 => 0.12145151070642
219 => 0.12767129567464
220 => 0.13259033804651
221 => 0.13406534377018
222 => 0.13270840790879
223 => 0.12806640362719
224 => 0.12783864475129
225 => 0.13477575895164
226 => 0.13281570645008
227 => 0.13258256444186
228 => 0.13010232737398
301 => 0.13156845466443
302 => 0.13124779111922
303 => 0.13074160802571
304 => 0.13353887676458
305 => 0.13877511412984
306 => 0.13795899743134
307 => 0.13734980417448
308 => 0.13468049665638
309 => 0.13628801599369
310 => 0.13571560914768
311 => 0.13817503221651
312 => 0.13671812447343
313 => 0.13280085712462
314 => 0.1334246948614
315 => 0.13333040304247
316 => 0.1352709219944
317 => 0.13468842637167
318 => 0.13321666142341
319 => 0.13875721723978
320 => 0.13839744436325
321 => 0.13890752004663
322 => 0.13913207113707
323 => 0.14250450982695
324 => 0.14388609005219
325 => 0.14419973295129
326 => 0.14551212731002
327 => 0.14416707938408
328 => 0.14954823009075
329 => 0.15312638131184
330 => 0.15728258808511
331 => 0.16335592326392
401 => 0.16563955347265
402 => 0.16522703611542
403 => 0.16983176953399
404 => 0.17810637312967
405 => 0.16689957008208
406 => 0.17870036090343
407 => 0.17496436677607
408 => 0.16610639190777
409 => 0.16553604275492
410 => 0.17153476617893
411 => 0.18483935737767
412 => 0.18150670818181
413 => 0.18484480839786
414 => 0.18095073718221
415 => 0.18075736372454
416 => 0.18465568205065
417 => 0.19376431530588
418 => 0.18943714507833
419 => 0.18323308549147
420 => 0.18781406654455
421 => 0.18384559680659
422 => 0.17490352378223
423 => 0.18150415976778
424 => 0.17709050245953
425 => 0.17837864230501
426 => 0.18765549348496
427 => 0.18653927820749
428 => 0.18798376413529
429 => 0.18543428428149
430 => 0.18305266808197
501 => 0.17860720458443
502 => 0.17729112200151
503 => 0.17765483987974
504 => 0.17729094176099
505 => 0.17480374579003
506 => 0.17426663605691
507 => 0.17337142963706
508 => 0.17364889153934
509 => 0.17196564156814
510 => 0.17514228204098
511 => 0.1757318945052
512 => 0.1780435885315
513 => 0.17828359627406
514 => 0.1847216312324
515 => 0.18117566976413
516 => 0.18355460686063
517 => 0.18334181233529
518 => 0.1662983710829
519 => 0.16864680691192
520 => 0.17230023608212
521 => 0.17065437119305
522 => 0.16832750331298
523 => 0.16644843274106
524 => 0.16360144867977
525 => 0.16760852407455
526 => 0.17287740211373
527 => 0.1784172237161
528 => 0.18507295638787
529 => 0.1835874743368
530 => 0.17829279942344
531 => 0.17853031467229
601 => 0.17999854048188
602 => 0.17809705465608
603 => 0.17753626936463
604 => 0.17992149719428
605 => 0.17993792294744
606 => 0.17775003370262
607 => 0.1753185951865
608 => 0.17530840737034
609 => 0.17487575637131
610 => 0.18102770483379
611 => 0.18441065445602
612 => 0.18479850417831
613 => 0.18438454907948
614 => 0.18454386396773
615 => 0.18257540012077
616 => 0.1870747247451
617 => 0.19120374995748
618 => 0.19009708299681
619 => 0.18843803190078
620 => 0.18711651779206
621 => 0.18978577627112
622 => 0.18966691839285
623 => 0.19116768652433
624 => 0.19109960301303
625 => 0.19059495113716
626 => 0.19009710101951
627 => 0.19207102046155
628 => 0.19150256336242
629 => 0.1909332232924
630 => 0.18979132462038
701 => 0.18994652761484
702 => 0.18828776297737
703 => 0.18752034255617
704 => 0.17598018072041
705 => 0.17289627239223
706 => 0.17386653273102
707 => 0.17418596762735
708 => 0.17284384677079
709 => 0.17476810331654
710 => 0.17446820997217
711 => 0.17563491954335
712 => 0.17490601005592
713 => 0.17493592475554
714 => 0.17707949213818
715 => 0.17770177886875
716 => 0.17738527881511
717 => 0.17760694460369
718 => 0.18271513914225
719 => 0.18198891722973
720 => 0.18160312631285
721 => 0.18170999303337
722 => 0.1830152462589
723 => 0.18338064589786
724 => 0.18183242195139
725 => 0.18256257331472
726 => 0.18567146514978
727 => 0.18675940134401
728 => 0.19023157143699
729 => 0.18875653186859
730 => 0.1914640308346
731 => 0.19978595960173
801 => 0.20643409213457
802 => 0.20032019471167
803 => 0.21252864347367
804 => 0.22203467203285
805 => 0.22166981482363
806 => 0.22001221886593
807 => 0.20918985808215
808 => 0.19923096033661
809 => 0.20756200117789
810 => 0.20758323871429
811 => 0.20686759491759
812 => 0.2024227927588
813 => 0.20671292543713
814 => 0.20705346058966
815 => 0.20686285145985
816 => 0.2034550320661
817 => 0.19825192172214
818 => 0.19926859702886
819 => 0.20093393192089
820 => 0.19778110554503
821 => 0.19677358648145
822 => 0.19864675610898
823 => 0.20468249893927
824 => 0.20354147671988
825 => 0.2035116800185
826 => 0.20839345694177
827 => 0.20489915821811
828 => 0.19928142056032
829 => 0.19786286771288
830 => 0.19282796075614
831 => 0.19630558892488
901 => 0.19643074257157
902 => 0.19452608116405
903 => 0.19943597333636
904 => 0.19939072781562
905 => 0.20405193969221
906 => 0.21296242612903
907 => 0.21032715683126
908 => 0.20726262535443
909 => 0.2075958248962
910 => 0.2112502014629
911 => 0.20904068196937
912 => 0.20983524058456
913 => 0.21124899880327
914 => 0.21210195423826
915 => 0.20747309773535
916 => 0.20639388986072
917 => 0.20418620929971
918 => 0.20361026664966
919 => 0.20540837640183
920 => 0.20493463801029
921 => 0.19642022389219
922 => 0.19553042024309
923 => 0.19555770925066
924 => 0.19332025566716
925 => 0.18990760190192
926 => 0.19887585223799
927 => 0.19815557622542
928 => 0.19736044725248
929 => 0.19745784601472
930 => 0.2013506595234
1001 => 0.19909263109658
1002 => 0.20509596975288
1003 => 0.20386186380202
1004 => 0.20259610769023
1005 => 0.20242114163971
1006 => 0.20193393352591
1007 => 0.20026311562153
1008 => 0.19824550260139
1009 => 0.19691329972286
1010 => 0.18164211019669
1011 => 0.18447635414433
1012 => 0.18773689345661
1013 => 0.18886241856142
1014 => 0.18693712998568
1015 => 0.20033913774927
1016 => 0.20278781371264
1017 => 0.19537061449641
1018 => 0.19398315936531
1019 => 0.20043009907668
1020 => 0.1965418063244
1021 => 0.19829270431266
1022 => 0.19450822055202
1023 => 0.20219799937866
1024 => 0.20213941614791
1025 => 0.19914791850281
1026 => 0.20167631182756
1027 => 0.20123694126668
1028 => 0.1978595477931
1029 => 0.20230506877592
1030 => 0.20230727369887
1031 => 0.19942802225623
1101 => 0.19606568692042
1102 => 0.19546458077719
1103 => 0.19501172804552
1104 => 0.19818133030105
1105 => 0.20102318577227
1106 => 0.2063111742485
1107 => 0.20764070019093
1108 => 0.21282992845579
1109 => 0.209739995683
1110 => 0.21110972285985
1111 => 0.21259675547006
1112 => 0.2133096935872
1113 => 0.21214799918368
1114 => 0.22020900665058
1115 => 0.22088960266367
1116 => 0.22111780061973
1117 => 0.21839967425664
1118 => 0.22081400665246
1119 => 0.21968442047874
1120 => 0.22262328989468
1121 => 0.22308414214447
1122 => 0.22269381668419
1123 => 0.22284009846233
1124 => 0.2159614506485
1125 => 0.21560475647159
1126 => 0.21074120605963
1127 => 0.21272313880205
1128 => 0.2090180105366
1129 => 0.21019294487662
1130 => 0.21071084473852
1201 => 0.21044032324122
1202 => 0.21283519430564
1203 => 0.21079906466105
1204 => 0.20542538375827
1205 => 0.20005023879973
1206 => 0.19998275823327
1207 => 0.19856757744487
1208 => 0.19754466093815
1209 => 0.19774171094726
1210 => 0.19843614088099
1211 => 0.197504299408
1212 => 0.19770315503182
1213 => 0.2010054833554
1214 => 0.20166774174956
1215 => 0.19941712896513
1216 => 0.19038059387377
1217 => 0.18816300549592
1218 => 0.18975696404523
1219 => 0.18899515452274
1220 => 0.15253384016688
1221 => 0.16109988513647
1222 => 0.15601023209094
1223 => 0.15835577837799
1224 => 0.15316056057778
1225 => 0.15563999081673
1226 => 0.15518213058589
1227 => 0.1689560774093
1228 => 0.16874101617509
1229 => 0.16884395460712
1230 => 0.16393043504187
1231 => 0.1717578051259
]
'min_raw' => 0.099928860760015
'max_raw' => 0.22308414214447
'avg_raw' => 0.16150650145224
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.099928'
'max' => '$0.223084'
'avg' => '$0.1615065'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.015408827574999
'max_diff' => 0.033748834172464
'year' => 2035
]
10 => [
'items' => [
101 => 0.17561384909242
102 => 0.17490019797951
103 => 0.17507980858962
104 => 0.17199350322949
105 => 0.16887383678933
106 => 0.16541364659398
107 => 0.17184225228451
108 => 0.17112750107168
109 => 0.17276688319454
110 => 0.17693629351108
111 => 0.17755025501824
112 => 0.17837542551004
113 => 0.17807966062837
114 => 0.18512598003647
115 => 0.18427262426303
116 => 0.1863289661498
117 => 0.18209891487369
118 => 0.17731221033462
119 => 0.17822200637834
120 => 0.17813438570321
121 => 0.17701887394251
122 => 0.17601183980285
123 => 0.17433541169042
124 => 0.17963987830282
125 => 0.17942452664545
126 => 0.18291081965935
127 => 0.1822945835051
128 => 0.17817920764845
129 => 0.17832618910227
130 => 0.17931471001611
131 => 0.18273599218563
201 => 0.18375166167219
202 => 0.18328116309858
203 => 0.18439479832353
204 => 0.18527497019876
205 => 0.1845053343597
206 => 0.19540175482255
207 => 0.19087680135059
208 => 0.1930822321884
209 => 0.19360821444806
210 => 0.19226092195015
211 => 0.19255310145002
212 => 0.19299567377817
213 => 0.19568288629019
214 => 0.20273490947292
215 => 0.20585820253581
216 => 0.21525478381608
217 => 0.20559885652528
218 => 0.20502591376004
219 => 0.20671852179819
220 => 0.21223530973884
221 => 0.21670614819921
222 => 0.21818938324537
223 => 0.21838541724226
224 => 0.22116806479246
225 => 0.22276302647493
226 => 0.22083017818897
227 => 0.21919229164427
228 => 0.21332558534311
229 => 0.21400467257198
301 => 0.21868291016049
302 => 0.22529119630108
303 => 0.23096179328469
304 => 0.22897614786129
305 => 0.24412522079464
306 => 0.24562718949757
307 => 0.24541966598729
308 => 0.24884137421547
309 => 0.24204998020129
310 => 0.23914652768317
311 => 0.21954642130603
312 => 0.22505325172006
313 => 0.23305775313165
314 => 0.23199832735449
315 => 0.22618524446845
316 => 0.23095738354005
317 => 0.22937956512439
318 => 0.22813507427622
319 => 0.23383632810812
320 => 0.22756756532535
321 => 0.23299521742754
322 => 0.2260341974646
323 => 0.22898521812232
324 => 0.22731007607219
325 => 0.22839409827631
326 => 0.22205692662123
327 => 0.22547631062017
328 => 0.22191466900498
329 => 0.22191298032312
330 => 0.22183435688706
331 => 0.22602461245259
401 => 0.22616125653614
402 => 0.22306465134209
403 => 0.22261838215557
404 => 0.22426847323731
405 => 0.22233664874013
406 => 0.2232405372636
407 => 0.2223640266027
408 => 0.22216670559079
409 => 0.2205944181965
410 => 0.2199170335561
411 => 0.22018265352766
412 => 0.21927595562827
413 => 0.21872963734719
414 => 0.22172568043032
415 => 0.22012501547103
416 => 0.22148035556854
417 => 0.21993577446988
418 => 0.21458158343995
419 => 0.21150233155909
420 => 0.20138876103733
421 => 0.20425695709146
422 => 0.20615857404271
423 => 0.20553008965166
424 => 0.2068803173148
425 => 0.20696321032722
426 => 0.20652423754999
427 => 0.20601596330986
428 => 0.20576856351909
429 => 0.20761247886863
430 => 0.20868293379238
501 => 0.20634942674412
502 => 0.20580271869194
503 => 0.20816202315419
504 => 0.20960119751323
505 => 0.22022725237821
506 => 0.21944003991211
507 => 0.22141578871938
508 => 0.22119334972402
509 => 0.22326424923551
510 => 0.22664929470936
511 => 0.21976655078742
512 => 0.22096115714489
513 => 0.22066826725353
514 => 0.22386596228757
515 => 0.22387594514242
516 => 0.2219587672328
517 => 0.22299810048027
518 => 0.22241797317415
519 => 0.22346634162521
520 => 0.21942952620968
521 => 0.2243459316385
522 => 0.22713321671047
523 => 0.2271719181664
524 => 0.22849306916926
525 => 0.22983543510406
526 => 0.23241198962049
527 => 0.22976357639703
528 => 0.22499933882585
529 => 0.2253433013901
530 => 0.22255003064528
531 => 0.22259698603115
601 => 0.22234633450144
602 => 0.22309855861027
603 => 0.21959459710034
604 => 0.2204169698631
605 => 0.21926564317942
606 => 0.22095865438553
607 => 0.21913725419254
608 => 0.22066812601315
609 => 0.22132879954172
610 => 0.22376669908544
611 => 0.21877717444774
612 => 0.20860319595034
613 => 0.21074188957806
614 => 0.20757859371191
615 => 0.20787136878784
616 => 0.20846282103602
617 => 0.20654573078852
618 => 0.20691145119329
619 => 0.2068983850869
620 => 0.20678578844088
621 => 0.20628707922597
622 => 0.20556385219773
623 => 0.20844496608068
624 => 0.20893452347158
625 => 0.21002274890823
626 => 0.21326056965732
627 => 0.21293703501141
628 => 0.21346473344221
629 => 0.21231277073068
630 => 0.20792480503412
701 => 0.20816309268258
702 => 0.20519164188794
703 => 0.20994676223068
704 => 0.208820686969
705 => 0.20809469892224
706 => 0.20789660635745
707 => 0.21114245303791
708 => 0.21211366123711
709 => 0.21150846946273
710 => 0.21026720347719
711 => 0.21265080111676
712 => 0.2132885512892
713 => 0.21343132003349
714 => 0.2176545980413
715 => 0.21366735435936
716 => 0.2146271235434
717 => 0.22211496873905
718 => 0.2153245263986
719 => 0.21892157515127
720 => 0.21874551833297
721 => 0.22058564675734
722 => 0.21859457409284
723 => 0.2186192558248
724 => 0.22025316520455
725 => 0.2179586341578
726 => 0.21739047600256
727 => 0.21660556958033
728 => 0.21831938403805
729 => 0.21934673829629
730 => 0.22762645910918
731 => 0.23297553635544
801 => 0.23274331880499
802 => 0.23486535252305
803 => 0.23390935689746
804 => 0.23082219484355
805 => 0.23609160403028
806 => 0.23442414248215
807 => 0.23456160598621
808 => 0.23455648958773
809 => 0.23566520574521
810 => 0.23487957873529
811 => 0.23333102725578
812 => 0.23435902799575
813 => 0.23741182267648
814 => 0.24688779103665
815 => 0.25219066847088
816 => 0.24656855115662
817 => 0.25044661239685
818 => 0.24812115754722
819 => 0.24769855322475
820 => 0.25013426227009
821 => 0.25257423470168
822 => 0.25241881900608
823 => 0.25064752431471
824 => 0.2496469648885
825 => 0.25722353607577
826 => 0.26280582466303
827 => 0.26242515000552
828 => 0.26410532414175
829 => 0.26903836737156
830 => 0.26948938302159
831 => 0.26943256541616
901 => 0.26831467606896
902 => 0.27317189776532
903 => 0.27722387755911
904 => 0.26805591698401
905 => 0.2715469563536
906 => 0.27311419640086
907 => 0.27541536976942
908 => 0.27929783496362
909 => 0.28351522193755
910 => 0.28411160669696
911 => 0.28368844317052
912 => 0.28090696309177
913 => 0.28552167824253
914 => 0.28822487014946
915 => 0.2898345590686
916 => 0.29391646234081
917 => 0.27312387514184
918 => 0.25840584846378
919 => 0.25610741606711
920 => 0.26078136872712
921 => 0.26201385276948
922 => 0.26151703999741
923 => 0.2449505628668
924 => 0.25602019699353
925 => 0.26793019255262
926 => 0.26838770398703
927 => 0.27435009679017
928 => 0.27629169629362
929 => 0.28109220400884
930 => 0.28079193094421
1001 => 0.28196077818011
1002 => 0.28169208044219
1003 => 0.29058401011847
1004 => 0.30039312901575
1005 => 0.30005347041942
1006 => 0.29864329352171
1007 => 0.30073764668571
1008 => 0.31086170859676
1009 => 0.30992964721078
1010 => 0.31083506545446
1011 => 0.32277190501472
1012 => 0.33829149443868
1013 => 0.33108108700995
1014 => 0.34672559639146
1015 => 0.35657298576731
1016 => 0.37360302745377
1017 => 0.3714707823599
1018 => 0.37810045261623
1019 => 0.3676536186289
1020 => 0.3436655761405
1021 => 0.33986937659417
1022 => 0.347469464221
1023 => 0.36615353804586
1024 => 0.34688103624528
1025 => 0.35077983825898
1026 => 0.34965698301675
1027 => 0.34959715083272
1028 => 0.3518807019421
1029 => 0.34856829195593
1030 => 0.33507293778108
1031 => 0.34125777907079
1101 => 0.33886951482836
1102 => 0.34151947206223
1103 => 0.35582019832793
1104 => 0.34949750635913
1105 => 0.34283706398378
1106 => 0.35119073679295
1107 => 0.36182783291244
1108 => 0.36116218255399
1109 => 0.35987054263831
1110 => 0.3671514492149
1111 => 0.37917737377395
1112 => 0.38242793285819
1113 => 0.38482742911942
1114 => 0.38515827911402
1115 => 0.38856623968054
1116 => 0.3702407767977
1117 => 0.39932375702403
1118 => 0.404345584308
1119 => 0.40340168891203
1120 => 0.40898323858737
1121 => 0.40734100508264
1122 => 0.40496166639282
1123 => 0.4138096098579
1124 => 0.40366615666741
1125 => 0.38926880188876
1126 => 0.3813701283098
1127 => 0.39177173884639
1128 => 0.39812363943491
1129 => 0.40232184166716
1130 => 0.40359221512602
1201 => 0.37166333031539
1202 => 0.3544554322596
1203 => 0.36548549762441
1204 => 0.37894293862393
1205 => 0.37016602003347
1206 => 0.37051005862531
1207 => 0.35799647924894
1208 => 0.38005011273234
1209 => 0.37683708383407
1210 => 0.39350628344209
1211 => 0.38952804517695
1212 => 0.40312113036269
1213 => 0.39954161547939
1214 => 0.41439998163198
1215 => 0.42032738616445
1216 => 0.43028042090132
1217 => 0.4376019137699
1218 => 0.44190123442017
1219 => 0.44164311933468
1220 => 0.4586791696641
1221 => 0.4486336059791
1222 => 0.43601401043317
1223 => 0.43578576176406
1224 => 0.44232162911835
1225 => 0.4560190140653
1226 => 0.45957054669319
1227 => 0.4615553689232
1228 => 0.45851554458579
1229 => 0.44761180517776
1230 => 0.44290362578459
1231 => 0.44691513103666
]
'min_raw' => 0.16541364659398
'max_raw' => 0.4615553689232
'avg_raw' => 0.31348450775859
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.165413'
'max' => '$0.461555'
'avg' => '$0.313484'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.065484785833966
'max_diff' => 0.23847122677873
'year' => 2036
]
11 => [
'items' => [
101 => 0.44200940482595
102 => 0.4504780645693
103 => 0.46210734320503
104 => 0.45970594315391
105 => 0.46773346348681
106 => 0.47604110251159
107 => 0.48792139943645
108 => 0.49102734897873
109 => 0.49616136546343
110 => 0.50144595486275
111 => 0.50314322255414
112 => 0.50638383320823
113 => 0.50636675359047
114 => 0.51613255191482
115 => 0.52690452988817
116 => 0.53097070220125
117 => 0.54032064122512
118 => 0.52430919830768
119 => 0.53645406168676
120 => 0.54740903246033
121 => 0.53434806468364
122 => 0.55234956594862
123 => 0.55304852345046
124 => 0.56360195188767
125 => 0.5529040303743
126 => 0.54655163872864
127 => 0.56489075538866
128 => 0.57376447626368
129 => 0.57109163931939
130 => 0.55075121819909
131 => 0.53891222066537
201 => 0.50792728054756
202 => 0.54463028056691
203 => 0.56250724123515
204 => 0.55070492118971
205 => 0.55665732492067
206 => 0.58913170960339
207 => 0.60149585272987
208 => 0.59892419739145
209 => 0.59935876481059
210 => 0.60603023201657
211 => 0.63561519165196
212 => 0.61788719806444
213 => 0.63143958490685
214 => 0.63862772202131
215 => 0.64530446437244
216 => 0.62890849536414
217 => 0.60757758058896
218 => 0.60082118446878
219 => 0.5495314130595
220 => 0.54686155771746
221 => 0.54536288700908
222 => 0.5359139801839
223 => 0.52848972769271
224 => 0.5225856864669
225 => 0.50709171919441
226 => 0.51232047831869
227 => 0.48762632832863
228 => 0.50342477038533
301 => 0.46401231074009
302 => 0.49683617828021
303 => 0.47897163949625
304 => 0.49096719682445
305 => 0.49092534545498
306 => 0.46883772121885
307 => 0.45609804051641
308 => 0.46421626089579
309 => 0.47291963756763
310 => 0.47433173115096
311 => 0.48561588618738
312 => 0.48876505130594
313 => 0.47922293397623
314 => 0.46319557511651
315 => 0.46691836503449
316 => 0.45602259829754
317 => 0.43692818619066
318 => 0.45064212632227
319 => 0.45532466844259
320 => 0.45739274580146
321 => 0.43861558450239
322 => 0.43271539275022
323 => 0.42957418016876
324 => 0.46077167938629
325 => 0.4624807488178
326 => 0.45373690796814
327 => 0.49325989773363
328 => 0.4843146279098
329 => 0.49430868594733
330 => 0.46658056086987
331 => 0.4676398125887
401 => 0.45451287381411
402 => 0.46186308238551
403 => 0.45666819187553
404 => 0.46126925816912
405 => 0.46402711833459
406 => 0.4771519031077
407 => 0.49698604223969
408 => 0.4751914979356
409 => 0.46569530287868
410 => 0.47158668888337
411 => 0.4872762261716
412 => 0.51104667829591
413 => 0.49697409221339
414 => 0.50321926694881
415 => 0.50458355980001
416 => 0.49420695581821
417 => 0.51142927848576
418 => 0.5206588611172
419 => 0.53012650310403
420 => 0.5383469913639
421 => 0.52634491869658
422 => 0.53918885688014
423 => 0.52883890996449
424 => 0.5195539376233
425 => 0.51956801909368
426 => 0.51374342031225
427 => 0.50245752622655
428 => 0.50037623420047
429 => 0.51120337815836
430 => 0.51988572227824
501 => 0.52060084172557
502 => 0.52540783354529
503 => 0.52825256178824
504 => 0.55613476578968
505 => 0.56734921889276
506 => 0.58106203986846
507 => 0.58640395645074
508 => 0.60248121018031
509 => 0.58949752206297
510 => 0.58668841946756
511 => 0.54769026074923
512 => 0.55407620705464
513 => 0.56430072324177
514 => 0.54785885925524
515 => 0.55828743755928
516 => 0.56034625982399
517 => 0.54730017100853
518 => 0.55426865073309
519 => 0.53576243459491
520 => 0.49738942717985
521 => 0.51147199861252
522 => 0.52184151132925
523 => 0.50704293813077
524 => 0.53356880780517
525 => 0.51807294234648
526 => 0.5131614969288
527 => 0.49400019729769
528 => 0.50304359313752
529 => 0.51527491549983
530 => 0.50771738032377
531 => 0.52340040058371
601 => 0.54561173978053
602 => 0.5614408628003
603 => 0.56265602631475
604 => 0.55247896068192
605 => 0.5687877733077
606 => 0.56890656520294
607 => 0.55051015793761
608 => 0.53924246091921
609 => 0.5366824164492
610 => 0.54307790946158
611 => 0.55084321865176
612 => 0.563086946931
613 => 0.57048557550312
614 => 0.58977727488981
615 => 0.59499705560748
616 => 0.60073201207757
617 => 0.60839568251668
618 => 0.61759788380361
619 => 0.59746399126942
620 => 0.59826394835408
621 => 0.57951554639896
622 => 0.55948019011711
623 => 0.57468452809261
624 => 0.59456217744727
625 => 0.59000222272246
626 => 0.5894891346645
627 => 0.59035200645924
628 => 0.58691394951093
629 => 0.57136374535407
630 => 0.56355453017592
701 => 0.573630410099
702 => 0.57898529185229
703 => 0.58729024645689
704 => 0.58626648550555
705 => 0.60765915667997
706 => 0.61597170181756
707 => 0.6138449970575
708 => 0.61423636191536
709 => 0.62928582782805
710 => 0.64602392908168
711 => 0.66170136969271
712 => 0.67764913564398
713 => 0.65842348133782
714 => 0.64866187975466
715 => 0.65873336086377
716 => 0.65338929122091
717 => 0.68409790054276
718 => 0.68622409802468
719 => 0.71693048676455
720 => 0.74607450612744
721 => 0.72776966973495
722 => 0.74503030598513
723 => 0.76369909137002
724 => 0.79971420727874
725 => 0.78758558326774
726 => 0.77829524735508
727 => 0.76951592480819
728 => 0.78778430135006
729 => 0.81128627592672
730 => 0.81634837615142
731 => 0.82455091238655
801 => 0.81592694849372
802 => 0.82631356310418
803 => 0.8629828767888
804 => 0.85307450454223
805 => 0.83900302310178
806 => 0.86794992449746
807 => 0.87842569558433
808 => 0.95195014327588
809 => 1.0447777956299
810 => 1.0063465380161
811 => 0.9824910162463
812 => 0.98809762972275
813 => 1.0219951459481
814 => 1.0328819523063
815 => 1.0032878597175
816 => 1.0137409935268
817 => 1.0713387885454
818 => 1.1022381576143
819 => 1.0602726640798
820 => 0.94449153179351
821 => 0.83773604015748
822 => 0.86605240380179
823 => 0.86284220692359
824 => 0.92472385219978
825 => 0.85283819314106
826 => 0.85404856327856
827 => 0.91720985544526
828 => 0.90035950555386
829 => 0.87306409675956
830 => 0.83793532684858
831 => 0.77299654665021
901 => 0.71547845807666
902 => 0.82828467539409
903 => 0.82342026617857
904 => 0.81637588076944
905 => 0.83205239821535
906 => 0.9081731170756
907 => 0.90641828812715
908 => 0.8952549616787
909 => 0.9037222464008
910 => 0.87157974080905
911 => 0.8798635963713
912 => 0.83771912954217
913 => 0.85677018865734
914 => 0.87300553307128
915 => 0.87626501883076
916 => 0.88360880668033
917 => 0.82085694356245
918 => 0.84903068780448
919 => 0.86558012302382
920 => 0.79080917262919
921 => 0.86410214174146
922 => 0.81976457323586
923 => 0.80471573655714
924 => 0.82497701261157
925 => 0.81708117362842
926 => 0.81029279492993
927 => 0.80650476297702
928 => 0.82138240795596
929 => 0.82068834803506
930 => 0.79634563322306
1001 => 0.76459155408679
1002 => 0.77524926533704
1003 => 0.77137721892325
1004 => 0.75734442321574
1005 => 0.76680083319639
1006 => 0.7251595894212
1007 => 0.6535179938295
1008 => 0.7008466263188
1009 => 0.69902452545161
1010 => 0.69810573956867
1011 => 0.73367189881706
1012 => 0.73025303325623
1013 => 0.72404775878569
1014 => 0.75723045848386
1015 => 0.74511832672373
1016 => 0.78244506283128
1017 => 0.80703086537364
1018 => 0.8007951105815
1019 => 0.82391817670609
1020 => 0.77549479747869
1021 => 0.79157910164926
1022 => 0.79489405444694
1023 => 0.7568209891204
1024 => 0.7308124019438
1025 => 0.72907792569872
1026 => 0.68398261973859
1027 => 0.7080721681859
1028 => 0.72926997392629
1029 => 0.71911786999282
1030 => 0.71590401717296
1031 => 0.73232289422999
1101 => 0.73359878159549
1102 => 0.70450841444954
1103 => 0.7105572229513
1104 => 0.73578175993439
1105 => 0.70992162933882
1106 => 0.65967961981999
1107 => 0.64721890680919
1108 => 0.64555641799705
1109 => 0.61176197604015
1110 => 0.64805159123579
1111 => 0.63221020170167
1112 => 0.68225296143097
1113 => 0.6536688054583
1114 => 0.65243659962475
1115 => 0.65057393978203
1116 => 0.62148566755892
1117 => 0.62785415051964
1118 => 0.64902395782843
1119 => 0.65657758357116
1120 => 0.65578967852116
1121 => 0.64892021422347
1122 => 0.6520650198016
1123 => 0.64193450531154
1124 => 0.63835720979667
1125 => 0.6270662811391
1126 => 0.61047173521113
1127 => 0.61277930860268
1128 => 0.57990117092022
1129 => 0.56198741653598
1130 => 0.55702912542191
1201 => 0.55039869132292
1202 => 0.5577780505963
1203 => 0.57980803128708
1204 => 0.55323520065287
1205 => 0.50767794639786
1206 => 0.51041601500437
1207 => 0.51656764222333
1208 => 0.50510412559788
1209 => 0.49425486917191
1210 => 0.50368741740629
1211 => 0.48438420820777
1212 => 0.5189003428328
1213 => 0.51796677812154
1214 => 0.5308322586463
1215 => 0.53887730764468
1216 => 0.52033607431897
1217 => 0.51567300427838
1218 => 0.51832930089822
1219 => 0.47442663474616
1220 => 0.52724447418649
1221 => 0.52770124505527
1222 => 0.52379009556307
1223 => 0.5519139644972
1224 => 0.61126410000291
1225 => 0.58893419167199
1226 => 0.58028737624121
1227 => 0.56384977378651
1228 => 0.58575190308914
1229 => 0.58407016128514
1230 => 0.57646468706581
1231 => 0.57186487252744
]
'min_raw' => 0.42957418016876
'max_raw' => 1.1022381576143
'avg_raw' => 0.76590616889154
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.429574'
'max' => '$1.10'
'avg' => '$0.7659061'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.26416053357478
'max_diff' => 0.64068278869112
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.013483842652077
]
1 => [
'year' => 2028
'avg' => 0.023142188378454
]
2 => [
'year' => 2029
'avg' => 0.063220287676296
]
3 => [
'year' => 2030
'avg' => 0.048774357791786
]
4 => [
'year' => 2031
'avg' => 0.04790246389115
]
5 => [
'year' => 2032
'avg' => 0.083988094661389
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.013483842652077
'min' => '$0.013483'
'max_raw' => 0.083988094661389
'max' => '$0.083988'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.083988094661389
]
1 => [
'year' => 2033
'avg' => 0.21602601586302
]
2 => [
'year' => 2034
'avg' => 0.13692767057851
]
3 => [
'year' => 2035
'avg' => 0.16150650145224
]
4 => [
'year' => 2036
'avg' => 0.31348450775859
]
5 => [
'year' => 2037
'avg' => 0.76590616889154
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.083988094661389
'min' => '$0.083988'
'max_raw' => 0.76590616889154
'max' => '$0.7659061'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.76590616889154
]
]
]
]
'prediction_2025_max_price' => '$0.023054'
'last_price' => 0.02235465
'sma_50day_nextmonth' => '$0.020426'
'sma_200day_nextmonth' => '$0.03732'
'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' => '$0.021745'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.021352'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.020844'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.020218'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.022053'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.028821'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.042351'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.02183'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.021486'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.021017'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.020957'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.023192'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.029245'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.04142'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.035065'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.051586'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.116755'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.0218052'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.022168'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.025077'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.0337048'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.06296'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.128124'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.088028'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '57.01'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 115.93
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.020826'
'vwma_10_action' => 'BUY'
'hma_9' => '0.021954'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 175.24
'cci_20_action' => 'SELL'
'adx_14' => 17.12
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000194'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 65.31
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.004573'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 14
'buy_signals' => 20
'sell_pct' => 41.18
'buy_pct' => 58.82
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767704758
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Big Time para 2026
A previsão de preço para Big Time em 2026 sugere que o preço médio poderia variar entre $0.007723 na extremidade inferior e $0.023054 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Big Time poderia potencialmente ganhar 3.13% até 2026 se BIGTIME atingir a meta de preço prevista.
Previsão de preço de Big Time 2027-2032
A previsão de preço de BIGTIME para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.013483 na extremidade inferior e $0.083988 na extremidade superior. Considerando a volatilidade de preços no mercado, se Big Time atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Big Time | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.007435 | $0.013483 | $0.019532 |
| 2028 | $0.013418 | $0.023142 | $0.032865 |
| 2029 | $0.029476 | $0.06322 | $0.096964 |
| 2030 | $0.025068 | $0.048774 | $0.07248 |
| 2031 | $0.029638 | $0.0479024 | $0.066166 |
| 2032 | $0.045241 | $0.083988 | $0.122734 |
Previsão de preço de Big Time 2032-2037
A previsão de preço de Big Time para 2032-2037 é atualmente estimada entre $0.083988 na extremidade inferior e $0.7659061 na extremidade superior. Comparado ao preço atual, Big Time poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Big Time | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.045241 | $0.083988 | $0.122734 |
| 2033 | $0.10513 | $0.216026 | $0.326921 |
| 2034 | $0.08452 | $0.136927 | $0.189335 |
| 2035 | $0.099928 | $0.1615065 | $0.223084 |
| 2036 | $0.165413 | $0.313484 | $0.461555 |
| 2037 | $0.429574 | $0.7659061 | $1.10 |
Big Time Histograma de preços potenciais
Previsão de preço de Big Time baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 58.82%
Baixista 41.18%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Big Time é Altista, com 20 indicadores técnicos mostrando sinais de alta e 14 indicando sinais de baixa. A previsão de preço de BIGTIME 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 Big Time
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Big Time está projetado para aumentar no próximo mês, alcançando $0.03732 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Big Time é esperado para alcançar $0.020426 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 57.01, sugerindo que o mercado de BIGTIME está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de BIGTIME 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 | $0.021745 | BUY |
| SMA 5 | $0.021352 | BUY |
| SMA 10 | $0.020844 | BUY |
| SMA 21 | $0.020218 | BUY |
| SMA 50 | $0.022053 | BUY |
| SMA 100 | $0.028821 | SELL |
| SMA 200 | $0.042351 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.02183 | BUY |
| EMA 5 | $0.021486 | BUY |
| EMA 10 | $0.021017 | BUY |
| EMA 21 | $0.020957 | BUY |
| EMA 50 | $0.023192 | SELL |
| EMA 100 | $0.029245 | SELL |
| EMA 200 | $0.04142 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.035065 | SELL |
| SMA 50 | $0.051586 | SELL |
| SMA 100 | $0.116755 | SELL |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.0337048 | SELL |
| EMA 50 | $0.06296 | SELL |
| EMA 100 | $0.128124 | SELL |
| EMA 200 | $0.088028 | SELL |
Osciladores de Big Time
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 57.01 | NEUTRAL |
| Stoch RSI (14) | 115.93 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 175.24 | SELL |
| Índice Direcional Médio (14) | 17.12 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.000194 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 65.31 | NEUTRAL |
| VWMA (10) | 0.020826 | BUY |
| Média Móvel de Hull (9) | 0.021954 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.004573 | SELL |
Previsão do preço de Big Time com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Big Time
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Big Time por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.031412 | $0.044139 | $0.062022 | $0.087152 | $0.122463 | $0.172082 |
| Amazon.com stock | $0.046644 | $0.097326 | $0.203076 | $0.423731 | $0.884141 | $1.84 |
| Apple stock | $0.0317083 | $0.044975 | $0.063794 | $0.090488 | $0.12835 | $0.182055 |
| Netflix stock | $0.035272 | $0.055653 | $0.087813 | $0.138555 | $0.218618 | $0.344945 |
| Google stock | $0.028949 | $0.037489 | $0.048548 | $0.062869 | $0.081415 | $0.105433 |
| Tesla stock | $0.050676 | $0.114879 | $0.260422 | $0.590358 | $1.33 | $3.03 |
| Kodak stock | $0.016763 | $0.01257 | $0.009426 | $0.007069 | $0.0053011 | $0.003975 |
| Nokia stock | $0.014809 | $0.00981 | $0.006498 | $0.0043052 | $0.002852 | $0.001889 |
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 Big Time
Você pode fazer perguntas como: 'Devo investir em Big Time agora?', 'Devo comprar BIGTIME hoje?', 'Big Time será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Big Time regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Big Time, 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 Big Time para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Big Time é de $0.02235 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 Big Time
com base no histórico de preços de 4 horas
Previsão de longo prazo para Big Time
com base no histórico de preços de 1 mês
Previsão do preço de Big Time com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Big Time tiver 1% da média anterior do crescimento anual do Bitcoin | $0.022935 | $0.023531 | $0.024143 | $0.024771 |
| Se Big Time tiver 2% da média anterior do crescimento anual do Bitcoin | $0.023516 | $0.024739 | $0.026025 | $0.027378 |
| Se Big Time tiver 5% da média anterior do crescimento anual do Bitcoin | $0.025259 | $0.028542 | $0.032252 | $0.036444 |
| Se Big Time tiver 10% da média anterior do crescimento anual do Bitcoin | $0.028165 | $0.035486 | $0.04471 | $0.056332 |
| Se Big Time tiver 20% da média anterior do crescimento anual do Bitcoin | $0.033976 | $0.051638 | $0.078484 | $0.119285 |
| Se Big Time tiver 50% da média anterior do crescimento anual do Bitcoin | $0.0514081 | $0.118221 | $0.271868 | $0.6252056 |
| Se Big Time tiver 100% da média anterior do crescimento anual do Bitcoin | $0.080461 | $0.289607 | $1.04 | $3.75 |
Perguntas Frequentes sobre Big Time
BIGTIME é um bom investimento?
A decisão de adquirir Big Time depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Big Time experimentou uma escalada de 1.5649% nas últimas 24 horas, e Big Time registrou um declínio de -80.6% durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Big Time dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Big Time pode subir?
Parece que o valor médio de Big Time pode potencialmente subir para $0.023054 até o final deste ano. Observando as perspectivas de Big Time em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.07248. 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 Big Time na próxima semana?
Com base na nossa nova previsão experimental de Big Time, o preço de Big Time aumentará 0.86% na próxima semana e atingirá $0.022545 até 13 de janeiro de 2026.
Qual será o preço de Big Time no próximo mês?
Com base na nossa nova previsão experimental de Big Time, o preço de Big Time diminuirá -11.62% no próximo mês e atingirá $0.019757 até 5 de fevereiro de 2026.
Até onde o preço de Big Time pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Big Time em 2026, espera-se que BIGTIME fluctue dentro do intervalo de $0.007723 e $0.023054. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Big Time não considera flutuações repentinas e extremas de preço.
Onde estará Big Time em 5 anos?
O futuro de Big Time parece seguir uma tendência de alta, com um preço máximo de $0.07248 projetada após um período de cinco anos. Com base na previsão de Big Time para 2030, o valor de Big Time pode potencialmente atingir seu pico mais alto de aproximadamente $0.07248, enquanto seu pico mais baixo está previsto para cerca de $0.025068.
Quanto será Big Time em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Big Time, espera-se que o valor de BIGTIME em 2026 aumente 3.13% para $0.023054 se o melhor cenário ocorrer. O preço ficará entre $0.023054 e $0.007723 durante 2026.
Quanto será Big Time em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Big Time, o valor de BIGTIME pode diminuir -12.62% para $0.019532 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.019532 e $0.007435 ao longo do ano.
Quanto será Big Time em 2028?
Nosso novo modelo experimental de previsão de preços de Big Time sugere que o valor de BIGTIME em 2028 pode aumentar 47.02%, alcançando $0.032865 no melhor cenário. O preço é esperado para variar entre $0.032865 e $0.013418 durante o ano.
Quanto será Big Time em 2029?
Com base no nosso modelo de previsão experimental, o valor de Big Time pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.096964 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.096964 e $0.029476.
Quanto será Big Time em 2030?
Usando nossa nova simulação experimental para previsões de preços de Big Time, espera-se que o valor de BIGTIME em 2030 aumente 224.23%, alcançando $0.07248 no melhor cenário. O preço está previsto para variar entre $0.07248 e $0.025068 ao longo de 2030.
Quanto será Big Time em 2031?
Nossa simulação experimental indica que o preço de Big Time poderia aumentar 195.98% em 2031, potencialmente atingindo $0.066166 sob condições ideais. O preço provavelmente oscilará entre $0.066166 e $0.029638 durante o ano.
Quanto será Big Time em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Big Time, BIGTIME poderia ver um 449.04% aumento em valor, atingindo $0.122734 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.122734 e $0.045241 ao longo do ano.
Quanto será Big Time em 2033?
De acordo com nossa previsão experimental de preços de Big Time, espera-se que o valor de BIGTIME seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.326921. Ao longo do ano, o preço de BIGTIME poderia variar entre $0.326921 e $0.10513.
Quanto será Big Time em 2034?
Os resultados da nossa nova simulação de previsão de preços de Big Time sugerem que BIGTIME pode aumentar 746.96% em 2034, atingindo potencialmente $0.189335 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.189335 e $0.08452.
Quanto será Big Time em 2035?
Com base em nossa previsão experimental para o preço de Big Time, BIGTIME poderia aumentar 897.93%, com o valor potencialmente atingindo $0.223084 em 2035. A faixa de preço esperada para o ano está entre $0.223084 e $0.099928.
Quanto será Big Time em 2036?
Nossa recente simulação de previsão de preços de Big Time sugere que o valor de BIGTIME pode aumentar 1964.7% em 2036, possivelmente atingindo $0.461555 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.461555 e $0.165413.
Quanto será Big Time em 2037?
De acordo com a simulação experimental, o valor de Big Time poderia aumentar 4830.69% em 2037, com um pico de $1.10 sob condições favoráveis. O preço é esperado para cair entre $1.10 e $0.429574 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Delysium- Previsão de Preço do Reef Finance
- Previsão de Preço do Oraichain Token
- Previsão de Preço do TerraUSD
- Previsão de Preço do Pundi X
- Previsão de Preço do Myro
- Previsão de Preço do Tribe
- Previsão de Preço do Smooth Love Potion
- Previsão de Preço do World Mobile Token
- Previsão de Preço do KUB Coin
- Previsão de Preço do IOST
- Previsão de Preço do Tellor
- Previsão de Preço do Open Campus
- Previsão de Preço do Popcat
- Previsão de Preço do Unizen
- Previsão de Preço do VVS Finance
- Previsão de Preço do Cartesi
- Previsão de Preço do Syscoin
- Previsão de Preço do Crown by Third Time Games
- Previsão de Preço do Stratis
- Previsão de Preço do Wen
- Previsão de Preço do Everipedia
- Previsão de Preço do Huobi BTC
- Previsão de Preço do Olympus
- Previsão de Preço do DUSK Network
Previsão de Preço do Delysium
Previsão de Preço do Reef Finance
Previsão de Preço do Oraichain Token
Previsão de Preço do TerraUSD
Previsão de Preço do Pundi X
Previsão de Preço do Myro
Previsão de Preço do Tribe
Previsão de Preço do Smooth Love Potion
Previsão de Preço do World Mobile Token
Previsão de Preço do KUB Coin
Previsão de Preço do IOST
Previsão de Preço do Tellor
Previsão de Preço do Open Campus
Previsão de Preço do Popcat
Previsão de Preço do Unizen
Previsão de Preço do VVS Finance
Previsão de Preço do Cartesi
Previsão de Preço do Syscoin
Previsão de Preço do Crown by Third Time Games
Previsão de Preço do Stratis
Previsão de Preço do Wen
Previsão de Preço do Everipedia
Previsão de Preço do Huobi BTC
Previsão de Preço do Olympus
Previsão de Preço do DUSK NetworkComo ler e prever os movimentos de preço de Big Time?
Traders de Big Time 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 Big Time
Médias móveis são ferramentas populares para a previsão de preço de Big Time. Uma média móvel simples (SMA) calcula o preço médio de fechamento de BIGTIME 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 BIGTIME 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 BIGTIME.
Como ler gráficos de Big Time 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 Big Time 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 BIGTIME 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 Big Time?
A ação de preço de Big Time 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 BIGTIME. A capitalização de mercado de Big Time pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de BIGTIME, grandes detentores de Big Time, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Big Time.
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