Previsão de Preço DePlan - Projeção DPLN
Previsão de Preço DePlan até $0.004166 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.001395 | $0.004166 |
| 2027 | $0.001343 | $0.00353 |
| 2028 | $0.002425 | $0.005939 |
| 2029 | $0.005327 | $0.017524 |
| 2030 | $0.00453 | $0.013099 |
| 2031 | $0.005356 | $0.011958 |
| 2032 | $0.008176 | $0.022181 |
| 2033 | $0.01900024 | $0.059084 |
| 2034 | $0.015275 | $0.034218 |
| 2035 | $0.01806 | $0.040317 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em DePlan hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,955.67, com um retorno de 39.56% nos próximos 90 dias.
Previsão de preço de longo prazo de DePlan para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'DePlan'
'name_with_ticker' => 'DePlan <small>DPLN</small>'
'name_lang' => 'DePlan'
'name_lang_with_ticker' => 'DePlan <small>DPLN</small>'
'name_with_lang' => 'DePlan'
'name_with_lang_with_ticker' => 'DePlan <small>DPLN</small>'
'image' => '/uploads/coins/deplan.png?1717500007'
'price_for_sd' => 0.00404
'ticker' => 'DPLN'
'marketcap' => '$22.52K'
'low24h' => '$0.003924'
'high24h' => '$0.004055'
'volume24h' => '$153.88'
'current_supply' => '5.58M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.00404'
'change_24h_pct' => '0.7%'
'ath_price' => '$2.13'
'ath_days' => 650
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '27 de mar. de 2024'
'ath_pct' => '-99.81%'
'fdv' => '$404.02K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.1992072'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.0040747'
'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' => '$0.00357'
'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' => '$0.001395'
'current_year_max_price_prediction' => '$0.004166'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.00453'
'grand_prediction_max_price' => '$0.013099'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0041167087173811
107 => 0.0041320790133665
108 => 0.0041667090750485
109 => 0.0038707989895529
110 => 0.0040036539304767
111 => 0.004081693761445
112 => 0.0037291069660171
113 => 0.0040747242541523
114 => 0.0038656478533049
115 => 0.0037946841826351
116 => 0.0038902274164393
117 => 0.003852994125307
118 => 0.0038209831280036
119 => 0.0038031204414896
120 => 0.0038732768476734
121 => 0.0038700039674699
122 => 0.0037552144701815
123 => 0.0036054762503871
124 => 0.0036557333119396
125 => 0.0036374744503151
126 => 0.003571301980348
127 => 0.0036158942354114
128 => 0.0034195325117361
129 => 0.0030817023721471
130 => 0.0033048833103766
131 => 0.003296291087029
201 => 0.0032919584983907
202 => 0.0034596728052022
203 => 0.0034435509444296
204 => 0.0034142896092618
205 => 0.0035707645729806
206 => 0.003513649106338
207 => 0.0036896655164342
208 => 0.0038056013081512
209 => 0.0037761962412418
210 => 0.0038852344137179
211 => 0.0036568911331328
212 => 0.0037327376114009
213 => 0.0037483694654532
214 => 0.0035688336962173
215 => 0.0034461886802344
216 => 0.0034380096559239
217 => 0.0032253600997339
218 => 0.0033389557762034
219 => 0.003438915270588
220 => 0.0033910424299479
221 => 0.0033758873187617
222 => 0.0034533114950695
223 => 0.0034593280166619
224 => 0.003322150686754
225 => 0.0033506741974829
226 => 0.0034696219788616
227 => 0.0033476770185807
228 => 0.0031107578803511
301 => 0.0030519986584068
302 => 0.0030441590950521
303 => 0.0028847994248865
304 => 0.0030559252305853
305 => 0.0029812242305113
306 => 0.0032172037946896
307 => 0.0030824135332148
308 => 0.0030766029944445
309 => 0.0030678195128724
310 => 0.0029306520616958
311 => 0.0029606830160572
312 => 0.003060510482198
313 => 0.0030961300467539
314 => 0.0030924146343482
315 => 0.0030600212731532
316 => 0.0030748507880274
317 => 0.003027079753672
318 => 0.0030102108071731
319 => 0.002956967771853
320 => 0.0028787152186964
321 => 0.0028895967161636
322 => 0.002734557932466
323 => 0.0026500845745765
324 => 0.0026267034624537
325 => 0.0025954372621591
326 => 0.0026302350629731
327 => 0.0027341187270714
328 => 0.0026088129880201
329 => 0.0023939850875923
330 => 0.0024068966104569
331 => 0.0024359049688682
401 => 0.0023818480848782
402 => 0.0023306877808321
403 => 0.0023751675144336
404 => 0.0022841421009961
405 => 0.0024469049552031
406 => 0.0024425026761344
407 => 0.0025031706029954
408 => 0.0025411075026927
409 => 0.0024536752311075
410 => 0.0024316862512458
411 => 0.0024442121735184
412 => 0.0022371865801884
413 => 0.0024862521952622
414 => 0.002488406125044
415 => 0.0024699628705633
416 => 0.0026025826215519
417 => 0.0028824516612756
418 => 0.0027771536708255
419 => 0.0027363791062746
420 => 0.0026588666292574
421 => 0.0027621474026474
422 => 0.0027542170506821
423 => 0.0027183529915983
424 => 0.0026966622967618
425 => 0.0027366280670711
426 => 0.0026917100955388
427 => 0.0026836415935883
428 => 0.002634755250385
429 => 0.0026173050500483
430 => 0.0026043856164315
501 => 0.0025901625894567
502 => 0.0026215350428055
503 => 0.0025504409361271
504 => 0.002464708412914
505 => 0.0024575806812476
506 => 0.0024772609750552
507 => 0.0024685539100709
508 => 0.0024575389951703
509 => 0.0024365085228916
510 => 0.0024302692310115
511 => 0.0024505439027479
512 => 0.0024276549804443
513 => 0.0024614288321274
514 => 0.002452244213262
515 => 0.0024009396788943
516 => 0.0023369952337007
517 => 0.0023364259940105
518 => 0.0023226492681834
519 => 0.0023051025364981
520 => 0.0023002214371581
521 => 0.0023714215553337
522 => 0.0025188036691171
523 => 0.0024898690336264
524 => 0.0025107772731092
525 => 0.0026136251177193
526 => 0.0026463173547783
527 => 0.0026231131792719
528 => 0.0025913498726675
529 => 0.0025927472969566
530 => 0.0027012921310305
531 => 0.0027080619391879
601 => 0.0027251670603787
602 => 0.0027471519750156
603 => 0.0026268573053
604 => 0.0025870814288309
605 => 0.0025682334118783
606 => 0.0025101888147646
607 => 0.002572784936384
608 => 0.0025363128569496
609 => 0.0025412341865289
610 => 0.0025380291641842
611 => 0.0025397793231071
612 => 0.0024468594596682
613 => 0.0024807145741811
614 => 0.002424423879996
615 => 0.0023490569594091
616 => 0.0023488043030642
617 => 0.0023672502501056
618 => 0.0023562778790154
619 => 0.0023267515105371
620 => 0.0023309455918189
621 => 0.0022942010265705
622 => 0.0023354070473219
623 => 0.0023365886885548
624 => 0.0023207221260584
625 => 0.002384205686361
626 => 0.0024102149528147
627 => 0.0023997712414848
628 => 0.002409482194187
629 => 0.002491071398363
630 => 0.0025043739986303
701 => 0.0025102821349486
702 => 0.0025023660149602
703 => 0.0024109734950639
704 => 0.0024150271419523
705 => 0.0023852841707222
706 => 0.0023601544942698
707 => 0.0023611595495401
708 => 0.0023740794698659
709 => 0.0024305015196719
710 => 0.0025492383972272
711 => 0.0025537443749349
712 => 0.0025592057513652
713 => 0.002536991588755
714 => 0.0025302915847509
715 => 0.0025391306194501
716 => 0.0025837219477715
717 => 0.0026984229506415
718 => 0.0026578799556048
719 => 0.0026249178695507
720 => 0.0026538345055347
721 => 0.0026493830160811
722 => 0.0026118079652715
723 => 0.0026107533587429
724 => 0.002538634822769
725 => 0.002511974242079
726 => 0.0024896946653446
727 => 0.0024653659491737
728 => 0.0024509430707217
729 => 0.002473103167105
730 => 0.0024781714433385
731 => 0.002429718005304
801 => 0.0024231139807415
802 => 0.0024626821041806
803 => 0.0024452696483034
804 => 0.0024631787909812
805 => 0.0024673338657042
806 => 0.0024666648029743
807 => 0.0024484841992307
808 => 0.0024600719739035
809 => 0.0024326634323205
810 => 0.0024028607599788
811 => 0.0023838485117969
812 => 0.0023672578036495
813 => 0.0023764632927873
814 => 0.0023436474048668
815 => 0.0023331489418677
816 => 0.0024561462965775
817 => 0.0025470057649461
818 => 0.0025456846322917
819 => 0.0025376425770259
820 => 0.0025256937141723
821 => 0.0025828478140288
822 => 0.0025629364684711
823 => 0.002577423636013
824 => 0.0025811112281769
825 => 0.0025922724590253
826 => 0.0025962616397134
827 => 0.0025842035650098
828 => 0.0025437351935348
829 => 0.0024428918594362
830 => 0.0023959490151919
831 => 0.0023804570946964
901 => 0.0023810201965831
902 => 0.0023654873327513
903 => 0.0023700624572839
904 => 0.0023638962911485
905 => 0.0023522190642437
906 => 0.0023757422569315
907 => 0.0023784530857551
908 => 0.0023729624915005
909 => 0.0023742557252099
910 => 0.0023287959498457
911 => 0.0023322521578332
912 => 0.0023130075525652
913 => 0.0023093994210746
914 => 0.0022607507347765
915 => 0.0021745625352595
916 => 0.0022223191642829
917 => 0.0021646358720209
918 => 0.0021427903351968
919 => 0.0022462037088442
920 => 0.0022358238743705
921 => 0.0022180581097571
922 => 0.0021917788411841
923 => 0.0021820316048421
924 => 0.0021228104824281
925 => 0.0021193113825835
926 => 0.0021486629699567
927 => 0.0021351182223104
928 => 0.002116096266818
929 => 0.0020472006722491
930 => 0.0019697392134062
1001 => 0.0019720772879433
1002 => 0.0019967163367796
1003 => 0.0020683576942994
1004 => 0.0020403661765083
1005 => 0.0020200580091853
1006 => 0.0020162548999069
1007 => 0.0020638587748739
1008 => 0.0021312282312724
1009 => 0.002162836472908
1010 => 0.0021315136654037
1011 => 0.0020955317106826
1012 => 0.0020977217655421
1013 => 0.0021122912193609
1014 => 0.0021138222629562
1015 => 0.0020904017094375
1016 => 0.0020969944580663
1017 => 0.0020869794700455
1018 => 0.0020255175070481
1019 => 0.0020244058550355
1020 => 0.0020093220981078
1021 => 0.0020088653679427
1022 => 0.0019832041345894
1023 => 0.0019796139506555
1024 => 0.0019286620143069
1025 => 0.0019621987331082
1026 => 0.0019397040628931
1027 => 0.0019057992889225
1028 => 0.0018999540931105
1029 => 0.0018997783794661
1030 => 0.0019345910013651
1031 => 0.0019617919273524
1101 => 0.0019400953673122
1102 => 0.0019351554811612
1103 => 0.0019879005414579
1104 => 0.0019811882517533
1105 => 0.0019753754521587
1106 => 0.0021251960353666
1107 => 0.0020066013531116
1108 => 0.0019548873025007
1109 => 0.0018908813446377
1110 => 0.0019117220072639
1111 => 0.0019161134410923
1112 => 0.001762190650373
1113 => 0.001699744193348
1114 => 0.0016783149225422
1115 => 0.001665982074228
1116 => 0.0016716023080709
1117 => 0.0016153931725096
1118 => 0.0016531666412201
1119 => 0.0016044942810639
1120 => 0.0015963342014902
1121 => 0.0016833664107978
1122 => 0.0016954764342882
1123 => 0.0016438113117889
1124 => 0.001676988684257
1125 => 0.0016649581078001
1126 => 0.0016053286289807
1127 => 0.0016030512214945
1128 => 0.0015731312451005
1129 => 0.0015263122756928
1130 => 0.0015049147503529
1201 => 0.001493770733374
1202 => 0.0014983689719721
1203 => 0.0014960439618285
1204 => 0.001480871697944
1205 => 0.0014969136182343
1206 => 0.0014559331408718
1207 => 0.0014396143845839
1208 => 0.0014322435809609
1209 => 0.0013958710485535
1210 => 0.0014537559225523
1211 => 0.0014651599719445
1212 => 0.0014765864908369
1213 => 0.0015760465365795
1214 => 0.0015710777937654
1215 => 0.0016159928089292
1216 => 0.0016142474940334
1217 => 0.0016014370041336
1218 => 0.00154739165447
1219 => 0.0015689331675802
1220 => 0.0015026317385214
1221 => 0.0015523092772312
1222 => 0.0015296385231477
1223 => 0.0015446442724708
1224 => 0.0015176625821739
1225 => 0.0015325953636309
1226 => 0.0014678642951178
1227 => 0.0014074193341309
1228 => 0.0014317441509304
1229 => 0.0014581880086717
1230 => 0.0015155250300245
1231 => 0.001481375573127
]
'min_raw' => 0.0013958710485535
'max_raw' => 0.0041667090750485
'avg_raw' => 0.002781290061801
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.001395'
'max' => '$0.004166'
'avg' => '$0.002781'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0026442789514465
'max_diff' => 0.00012655907504849
'year' => 2026
]
1 => [
'items' => [
101 => 0.0014936570091613
102 => 0.0014525162543339
103 => 0.0013676311258495
104 => 0.0013681115664583
105 => 0.001355053838764
106 => 0.0013437700555767
107 => 0.0014852980490493
108 => 0.0014676968058345
109 => 0.0014396515283655
110 => 0.0014771912467328
111 => 0.0014871173441046
112 => 0.0014873999261423
113 => 0.0015147879356227
114 => 0.001529404921192
115 => 0.0015319812282522
116 => 0.0015750768529268
117 => 0.0015895219378727
118 => 0.0016490191984198
119 => 0.0015281647720896
120 => 0.0015256758547098
121 => 0.0014777195075546
122 => 0.0014473048340289
123 => 0.0014798020262718
124 => 0.0015085901022899
125 => 0.0014786140333229
126 => 0.0014825282751006
127 => 0.0014422878516473
128 => 0.001456671909544
129 => 0.0014690613979464
130 => 0.0014622206506711
131 => 0.0014519797209039
201 => 0.0015062298083513
202 => 0.0015031688058097
203 => 0.0015536877344448
204 => 0.0015930708519591
205 => 0.0016636524391191
206 => 0.0015899968734163
207 => 0.0015873125718477
208 => 0.001613552050256
209 => 0.0015895179207452
210 => 0.0016047066609661
211 => 0.0016612052982525
212 => 0.001662399025429
213 => 0.0016424025571924
214 => 0.0016411857702829
215 => 0.0016450263107452
216 => 0.0016675204761895
217 => 0.0016596603236074
218 => 0.0016687562911701
219 => 0.0016801309378898
220 => 0.0017271812994725
221 => 0.0017385249823618
222 => 0.001710965713966
223 => 0.0017134540073341
224 => 0.0017031460844352
225 => 0.0016931887600728
226 => 0.001715571371089
227 => 0.0017564760326526
228 => 0.001756221566876
301 => 0.0017657106532857
302 => 0.0017716222755072
303 => 0.0017462452653608
304 => 0.0017297257648941
305 => 0.0017360603925361
306 => 0.0017461896000861
307 => 0.0017327756270457
308 => 0.0016499783714841
309 => 0.0016750937697123
310 => 0.0016709133393669
311 => 0.0016649598981974
312 => 0.0016902136253275
313 => 0.0016877778417389
314 => 0.001614816666581
315 => 0.0016194874042927
316 => 0.0016151007096113
317 => 0.0016292750175603
318 => 0.0015887524615999
319 => 0.0016012169268897
320 => 0.0016090345226724
321 => 0.001613639146646
322 => 0.0016302742058589
323 => 0.0016283222736614
324 => 0.0016301528710128
325 => 0.0016548182723327
326 => 0.001779567408065
327 => 0.0017863572282795
328 => 0.0017529216702834
329 => 0.0017662785162156
330 => 0.0017406362928469
331 => 0.0017578500891823
401 => 0.0017696273314519
402 => 0.0017164082382688
403 => 0.0017132569489596
404 => 0.0016875088910136
405 => 0.0017013444389092
406 => 0.0016793310873961
407 => 0.0016847323938631
408 => 0.001669629870104
409 => 0.0016968114059878
410 => 0.0017272045866896
411 => 0.0017348831043979
412 => 0.001714684230117
413 => 0.0017000589139669
414 => 0.0016743816766861
415 => 0.0017170834945387
416 => 0.0017295708073932
417 => 0.0017170179040003
418 => 0.0017141091219978
419 => 0.0017085969853592
420 => 0.0017152785478433
421 => 0.0017295027988056
422 => 0.0017227949047324
423 => 0.0017272255869456
424 => 0.0017103403952486
425 => 0.0017462536662071
426 => 0.0018032925834886
427 => 0.0018034759729345
428 => 0.0017967680427033
429 => 0.001794023302177
430 => 0.0018009060456655
501 => 0.0018046396516631
502 => 0.0018268971820254
503 => 0.0018507803988833
504 => 0.0019622329508954
505 => 0.001930937520275
506 => 0.002029824854762
507 => 0.002108031897428
508 => 0.002131482769944
509 => 0.0021099090706781
510 => 0.0020361066108777
511 => 0.0020324855101067
512 => 0.0021427775436433
513 => 0.002111614992474
514 => 0.0021079083061709
515 => 0.0020684754264505
516 => 0.0020917851422224
517 => 0.0020866869654502
518 => 0.0020786392440039
519 => 0.0021231125579278
520 => 0.0022063626314332
521 => 0.0021933873267631
522 => 0.002183701863734
523 => 0.0021412629841362
524 => 0.002166820668721
525 => 0.0021577200667656
526 => 0.0021968220281508
527 => 0.0021736588924407
528 => 0.0021113789054997
529 => 0.0021212971986976
530 => 0.0021197980686336
531 => 0.0021506500591216
601 => 0.0021413890573706
602 => 0.0021179897094079
603 => 0.0022060780917324
604 => 0.0022003581221576
605 => 0.0022084677312476
606 => 0.002212037831967
607 => 0.0022656556779965
608 => 0.0022876211939351
609 => 0.0022926077506136
610 => 0.0023134732918813
611 => 0.0022920885969388
612 => 0.0023776426237379
613 => 0.0024345310593434
614 => 0.0025006099047514
615 => 0.0025971688582116
616 => 0.002633475917933
617 => 0.0026269173725662
618 => 0.0027001272690677
619 => 0.0028316838257162
620 => 0.0026535087140108
621 => 0.0028411275392796
622 => 0.002781729585363
623 => 0.0026408981051503
624 => 0.0026318302181187
625 => 0.0027272029316058
626 => 0.0029387304308368
627 => 0.0028857451914045
628 => 0.0029388170957071
629 => 0.0028769059002579
630 => 0.0028738314875754
701 => 0.0029358102071325
702 => 0.0030806268636619
703 => 0.003011829898516
704 => 0.0029131925792714
705 => 0.0029860248408349
706 => 0.002922930795561
707 => 0.0027807622526474
708 => 0.0028857046745905
709 => 0.0028155326656253
710 => 0.0028360125883905
711 => 0.0029835037139368
712 => 0.0029657571914979
713 => 0.0029887228348175
714 => 0.002948189075474
715 => 0.0029103241526599
716 => 0.0028396464623414
717 => 0.0028187222826061
718 => 0.0028245049731119
719 => 0.0028187194169919
720 => 0.0027791758988202
721 => 0.002770636479836
722 => 0.0027564037407418
723 => 0.0027608150617244
724 => 0.0027340533482927
725 => 0.0027845582307906
726 => 0.0027939323820297
727 => 0.002830685623754
728 => 0.002834501467234
729 => 0.0029368587222866
730 => 0.0028804820662475
731 => 0.0029183043944448
801 => 0.0029149212094133
802 => 0.0026439503503649
803 => 0.0026812877439456
804 => 0.0027393730112377
805 => 0.0027132056770553
806 => 0.0026762111887347
807 => 0.0026463361558968
808 => 0.0026010724262684
809 => 0.0026647802565074
810 => 0.0027485492786993
811 => 0.0028366259878768
812 => 0.002942444382939
813 => 0.002918826949023
814 => 0.0028346477865868
815 => 0.0028384240023208
816 => 0.0028617670821021
817 => 0.0028315356728429
818 => 0.0028226198400651
819 => 0.0028605421835903
820 => 0.0028608033339284
821 => 0.0028260184439879
822 => 0.0027873614043866
823 => 0.0027871994299792
824 => 0.0027803207831648
825 => 0.0028781295962452
826 => 0.002931914553853
827 => 0.002938080912564
828 => 0.0029314995087808
829 => 0.0029340324298904
830 => 0.0029027361481291
831 => 0.0029742701676114
901 => 0.0030399168578696
902 => 0.0030223221425434
903 => 0.0029959451630333
904 => 0.002974934628366
905 => 0.0030173727283002
906 => 0.0030154830265139
907 => 0.0030393434912991
908 => 0.0030382610427918
909 => 0.003030237665922
910 => 0.0030223224290835
911 => 0.0030537054484502
912 => 0.0030446676428685
913 => 0.0030356157990784
914 => 0.0030174609405893
915 => 0.0030199284873782
916 => 0.0029935560622255
917 => 0.0029813549716298
918 => 0.0027978798435799
919 => 0.0027488492941422
920 => 0.0027642753031042
921 => 0.0027693539457906
922 => 0.002748015787841
923 => 0.0027786092250177
924 => 0.0027738412702402
925 => 0.0027923905931193
926 => 0.0027808017815024
927 => 0.0027812773903735
928 => 0.0028153576143436
929 => 0.0028252512483498
930 => 0.0028202192662428
1001 => 0.0028237434940243
1002 => 0.0029049578357644
1003 => 0.0028934117534574
1004 => 0.0028872781273538
1005 => 0.0028889771837024
1006 => 0.0029097291892722
1007 => 0.0029155386178142
1008 => 0.0028909236608603
1009 => 0.0029025322168571
1010 => 0.0029519599749465
1011 => 0.0029692568929089
1012 => 0.0030244603520534
1013 => 0.0030010089414456
1014 => 0.0030440550205695
1015 => 0.0031763639923066
1016 => 0.0032820615540147
1017 => 0.0031848577081315
1018 => 0.0033789578197051
1019 => 0.0035300925985725
1020 => 0.0035242917940314
1021 => 0.0034979379495254
1022 => 0.0033258750219109
1023 => 0.0031675401506063
1024 => 0.0032999939937064
1025 => 0.0033003316457918
1026 => 0.003288953743202
1027 => 0.0032182865673993
1028 => 0.0032864946786641
1029 => 0.0032919087908408
1030 => 0.0032888783277505
1031 => 0.0032346979697504
1101 => 0.0031519745772883
1102 => 0.0031681385301636
1103 => 0.003194615414709
1104 => 0.0031444891486078
1105 => 0.0031284707693309
1106 => 0.003158251984028
1107 => 0.0032542132629446
1108 => 0.0032360723390312
1109 => 0.0032355986061946
1110 => 0.0033132131716448
1111 => 0.003257657893054
1112 => 0.0031683424093735
1113 => 0.0031457890718177
1114 => 0.0030657399172431
1115 => 0.003121030153433
1116 => 0.0031230199506022
1117 => 0.0030927380532935
1118 => 0.003170799618447
1119 => 0.0031700802673817
1120 => 0.0032441881055643
1121 => 0.0033858544585367
1122 => 0.0033439567469849
1123 => 0.0032952342669082
1124 => 0.0033005317514204
1125 => 0.003358632081213
1126 => 0.0033235032955189
1127 => 0.003336135851781
1128 => 0.0033586129603261
1129 => 0.0033721739579865
1130 => 0.003298580532549
1201 => 0.003281422384699
1202 => 0.0032463228358896
1203 => 0.0032371660187693
1204 => 0.0032657538688985
1205 => 0.0032582219804131
1206 => 0.003122852715855
1207 => 0.0031087058745212
1208 => 0.0031091397379479
1209 => 0.0030735668327684
1210 => 0.0030193096138942
1211 => 0.0031618943455654
1212 => 0.0031504427961402
1213 => 0.0031378011718542
1214 => 0.0031393496986971
1215 => 0.0032012408980707
1216 => 0.0031653408768535
1217 => 0.003260786967157
1218 => 0.0032411661203627
1219 => 0.0032210420728844
1220 => 0.0032182603165294
1221 => 0.0032105142751533
1222 => 0.0031839502170996
1223 => 0.0031518725207473
1224 => 0.003130692047093
1225 => 0.0028878979256878
1226 => 0.0029329591023522
1227 => 0.0029847978786491
1228 => 0.0030026924164959
1229 => 0.0029720825712446
1230 => 0.0031851588803593
1231 => 0.0032240899752889
]
'min_raw' => 0.0013437700555767
'max_raw' => 0.0035300925985725
'avg_raw' => 0.0024369313270746
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.001343'
'max' => '$0.00353'
'avg' => '$0.002436'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -5.2100992976785E-5
'max_diff' => -0.00063661647647604
'year' => 2027
]
2 => [
'items' => [
101 => 0.0031061651493345
102 => 0.0030841062292374
103 => 0.0031866050594884
104 => 0.0031247857348746
105 => 0.003152622972963
106 => 0.0030924540903711
107 => 0.0032147126145559
108 => 0.0032137812094407
109 => 0.0031662198821988
110 => 0.0032064183902977
111 => 0.0031994329102788
112 => 0.0031457362889611
113 => 0.0032164148932286
114 => 0.0032164499489345
115 => 0.0031706732055367
116 => 0.0031172159910656
117 => 0.0031076591037212
118 => 0.0031004592728944
119 => 0.0031508522559372
120 => 0.0031960344469587
121 => 0.0032801073028346
122 => 0.0033012452163235
123 => 0.0033837478999016
124 => 0.0033346215688136
125 => 0.0033563986350924
126 => 0.0033800407210922
127 => 0.0033913756065294
128 => 0.0033729060189729
129 => 0.003501066646029
130 => 0.0035118873296927
131 => 0.0035155154113266
201 => 0.0034723003689709
202 => 0.0035106854411894
203 => 0.0034927263370783
204 => 0.0035394509367924
205 => 0.0035467779506372
206 => 0.0035405722305767
207 => 0.0035428979404201
208 => 0.0034335354543116
209 => 0.0034278644324738
210 => 0.0033505396473181
211 => 0.003382050068825
212 => 0.0033231428461516
213 => 0.003341822933273
214 => 0.0033500569376857
215 => 0.0033457559610561
216 => 0.0033838316207792
217 => 0.0033514595316712
218 => 0.0032660242660512
219 => 0.0031805657236501
220 => 0.0031794928612633
221 => 0.0031569931355177
222 => 0.0031407299548339
223 => 0.0031438628204009
224 => 0.0031549034472852
225 => 0.0031400882535286
226 => 0.003143249826266
227 => 0.003195752999155
228 => 0.0032062821360424
229 => 0.0031705000148997
301 => 0.0030268296351761
302 => 0.0029915725636221
303 => 0.003016914647477
304 => 0.0030048027636336
305 => 0.0024251103454927
306 => 0.0025613004804357
307 => 0.0024803809268325
308 => 0.0025176723800625
309 => 0.0024350744698505
310 => 0.0024744945219311
311 => 0.0024672150777016
312 => 0.0026862047845309
313 => 0.0026827855614693
314 => 0.0026844221626076
315 => 0.0026063029261325
316 => 0.0027307489910058
317 => 0.0027920555974982
318 => 0.0027807093762589
319 => 0.0027835649757001
320 => 0.0027344963162471
321 => 0.0026848972544899
322 => 0.0026298842617603
323 => 0.0027320916024405
324 => 0.0027207278908944
325 => 0.0027467921566469
326 => 0.0028130809230096
327 => 0.0028228421956631
328 => 0.0028359614450984
329 => 0.0028312591280676
330 => 0.0029432873971752
331 => 0.0029297200345999
401 => 0.0029624134748097
402 => 0.002895160587841
403 => 0.0028190575625332
404 => 0.0028335222596489
405 => 0.0028321291929989
406 => 0.0028143938556571
407 => 0.0027983831861054
408 => 0.0027717299322801
409 => 0.0028560647713228
410 => 0.0028526409308712
411 => 0.002908068928004
412 => 0.0028982714911119
413 => 0.0028328418097073
414 => 0.0028351786435788
415 => 0.0028508949744091
416 => 0.0029052893748587
417 => 0.0029214373363654
418 => 0.0029139569572105
419 => 0.0029316624598201
420 => 0.0029456561671712
421 => 0.0029334198540125
422 => 0.0031066602442393
423 => 0.0030347187559392
424 => 0.003069782536771
425 => 0.0030781450418916
426 => 0.0030567246608697
427 => 0.003061369974507
428 => 0.0030684063588954
429 => 0.0031111299070359
430 => 0.0032232488595148
501 => 0.0032729055803483
502 => 0.003422300274995
503 => 0.003268782280938
504 => 0.0032596731584912
505 => 0.0032865836542847
506 => 0.0033742941550768
507 => 0.0034453752777404
508 => 0.0034689569868963
509 => 0.0034720736990528
510 => 0.0035163145531116
511 => 0.003541672585615
512 => 0.0035109425497788
513 => 0.0034849020619766
514 => 0.0033916282669333
515 => 0.0034024249626857
516 => 0.0034768034898515
517 => 0.0035818675403467
518 => 0.0036720234257228
519 => 0.0036404539769139
520 => 0.0038813065867683
521 => 0.0039051861392407
522 => 0.0039018867572074
523 => 0.0039562879314934
524 => 0.0038483126791422
525 => 0.0038021511668401
526 => 0.0034905323110115
527 => 0.0035780844987314
528 => 0.003705346745342
529 => 0.0036885031097941
530 => 0.0035960818645759
531 => 0.0036719533159207
601 => 0.0036468678413865
602 => 0.0036270818868241
603 => 0.0037177251803706
604 => 0.0036180591556949
605 => 0.0037043525005053
606 => 0.0035936803931956
607 => 0.0036405981834969
608 => 0.0036139653765637
609 => 0.0036312000666435
610 => 0.0035304464205995
611 => 0.0035848106423484
612 => 0.0035281846902418
613 => 0.0035281578421676
614 => 0.0035269078211363
615 => 0.0035935280026718
616 => 0.0035957004843999
617 => 0.0035464680695877
618 => 0.0035393729094584
619 => 0.0035656074351804
620 => 0.0035348936763931
621 => 0.0035492644508196
622 => 0.0035353289525107
623 => 0.0035321917783149
624 => 0.0035071942405764
625 => 0.0034964246139971
626 => 0.0035006476620779
627 => 0.0034862322218475
628 => 0.0034775463976793
629 => 0.0035251799920903
630 => 0.0034997312841302
701 => 0.0035212796126095
702 => 0.0034967225726915
703 => 0.0034115971733426
704 => 0.0033626406559923
705 => 0.003201846667751
706 => 0.0032474476433519
707 => 0.0032776811373529
708 => 0.0032676889677659
709 => 0.0032891560144951
710 => 0.0032904739168161
711 => 0.0032834947610939
712 => 0.0032754137928527
713 => 0.0032714804244184
714 => 0.0033007965301789
715 => 0.0033178155163076
716 => 0.0032807154729479
717 => 0.0032720234518735
718 => 0.0033095336440597
719 => 0.0033324148396244
720 => 0.0035013567318408
721 => 0.0034888409707903
722 => 0.003520253074933
723 => 0.0035167165540645
724 => 0.0035496414435467
725 => 0.0036034597227536
726 => 0.0034940321132985
727 => 0.0035130249625778
728 => 0.0035083683545435
729 => 0.0035592079800344
730 => 0.0035593666957959
731 => 0.0035288858006864
801 => 0.0035454099884213
802 => 0.0035361866401451
803 => 0.0035528544770905
804 => 0.0034886738151709
805 => 0.0035668389335147
806 => 0.0036111535187666
807 => 0.0036117688268258
808 => 0.0036327735885329
809 => 0.0036541156429411
810 => 0.0036950798578764
811 => 0.0036529731732199
812 => 0.003577227346526
813 => 0.0035826959505558
814 => 0.0035382862000794
815 => 0.0035390327360082
816 => 0.0035350476687133
817 => 0.0035470071556472
818 => 0.0034912982500126
819 => 0.0035043730188157
820 => 0.0034860682659257
821 => 0.0035129851716199
822 => 0.0034840270306168
823 => 0.0035083661089861
824 => 0.003518870048357
825 => 0.0035576298107695
826 => 0.0034783021821939
827 => 0.0033165477775198
828 => 0.0033505505144649
829 => 0.0033002577956657
830 => 0.0033049125782685
831 => 0.0033143159799292
901 => 0.0032838364785453
902 => 0.0032896510068899
903 => 0.0032894432710212
904 => 0.0032876531155329
905 => 0.0032797242200488
906 => 0.0032682257529126
907 => 0.0033140321069416
908 => 0.0033218154990865
909 => 0.0033391170156664
910 => 0.0033905945932772
911 => 0.003385450769349
912 => 0.0033938405595911
913 => 0.0033755256945993
914 => 0.0033057621523272
915 => 0.0033095506483151
916 => 0.0032623080426394
917 => 0.0033379089160234
918 => 0.0033200056313233
919 => 0.0033084632672094
920 => 0.0033053138262216
921 => 0.0033569190067905
922 => 0.0033723600856288
923 => 0.003362738241509
924 => 0.0033430035585053
925 => 0.0033808999839077
926 => 0.0033910394686235
927 => 0.0033933093253216
928 => 0.0034604545252157
929 => 0.0033970619961055
930 => 0.0034123212079299
1001 => 0.0035313692226496
1002 => 0.0034234091008019
1003 => 0.0034805979851426
1004 => 0.0034777988868507
1005 => 0.0035070547849131
1006 => 0.0034753990492939
1007 => 0.003475791460076
1008 => 0.0035017687155892
1009 => 0.0034652883452436
1010 => 0.0034562552925215
1011 => 0.0034437761948817
1012 => 0.0034710238480394
1013 => 0.0034873575838021
1014 => 0.0036189954982422
1015 => 0.0037040395943888
1016 => 0.0037003476058872
1017 => 0.0037340854696787
1018 => 0.0037188862530372
1019 => 0.0036698039731511
1020 => 0.0037535814399703
1021 => 0.0037270707440706
1022 => 0.0037292562536301
1023 => 0.0037291749088551
1024 => 0.0037468022040232
1025 => 0.0037343116498787
1026 => 0.003709691485531
1027 => 0.0037260354996
1028 => 0.0037745713782929
1029 => 0.0039252282350184
1030 => 0.0040095378079799
1031 => 0.0039201526928639
1101 => 0.0039818093483565
1102 => 0.0039448373255736
1103 => 0.0039381184092116
1104 => 0.003976843345252
1105 => 0.0040156360641666
1106 => 0.0040131651356772
1107 => 0.0039850036137734
1108 => 0.0039690958846221
1109 => 0.0040895545392361
1110 => 0.0041783064239961
1111 => 0.0041722541404556
1112 => 0.0041989669516951
1113 => 0.0042773965916903
1114 => 0.0042845672150592
1115 => 0.0042836638813297
1116 => 0.0042658907431326
1117 => 0.0043431149090837
1118 => 0.00440753666695
1119 => 0.0042617767751553
1120 => 0.0043172802338136
1121 => 0.0043421975246151
1122 => 0.0043787835001387
1123 => 0.0044405101733685
1124 => 0.0045075617126875
1125 => 0.0045170435355299
1126 => 0.0045103157284762
1127 => 0.0044660934358532
1128 => 0.0045394620302673
1129 => 0.0045824396321698
1130 => 0.0046080318105778
1201 => 0.004672929316888
1202 => 0.0043423514053202
1203 => 0.0041083519287243
1204 => 0.0040718095314604
1205 => 0.0041461199332553
1206 => 0.0041657149935942
1207 => 0.0041578162493417
1208 => 0.0038944285641313
1209 => 0.0040704228498071
1210 => 0.0042597779031744
1211 => 0.004267051801947
1212 => 0.0043618469008901
1213 => 0.0043927160708884
1214 => 0.0044690385506153
1215 => 0.004464264558728
1216 => 0.0044828478679856
1217 => 0.0044785758870053
1218 => 0.0046199472091051
1219 => 0.0047759007712257
1220 => 0.0047705005952714
1221 => 0.0047480804255578
1222 => 0.0047813782007895
1223 => 0.0049423389898974
1224 => 0.0049275202997804
1225 => 0.004941915394976
1226 => 0.0051316972366867
1227 => 0.0053784406270627
1228 => 0.0052638035496017
1229 => 0.0055125330217617
1230 => 0.0056690950399037
1231 => 0.0059398528614654
]
'min_raw' => 0.0024251103454927
'max_raw' => 0.0059398528614654
'avg_raw' => 0.004182481603479
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.002425'
'max' => '$0.005939'
'avg' => '$0.004182'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.001081340289916
'max_diff' => 0.0024097602628929
'year' => 2028
]
3 => [
'items' => [
101 => 0.0059059526486955
102 => 0.0060113566817167
103 => 0.0058452641926494
104 => 0.0054638822649205
105 => 0.0054035271149861
106 => 0.0055243596535907
107 => 0.0058214146590835
108 => 0.0055150043343387
109 => 0.0055769907439649
110 => 0.0055591386538225
111 => 0.0055581873918053
112 => 0.0055944931939392
113 => 0.0055418297343607
114 => 0.0053272693260624
115 => 0.0054256010967731
116 => 0.0053876304778222
117 => 0.0054297617104454
118 => 0.0056571265966705
119 => 0.0055566031607684
120 => 0.0054507098869064
121 => 0.005583523551928
122 => 0.0057526409872273
123 => 0.0057420579220595
124 => 0.005721522352256
125 => 0.0058372802840312
126 => 0.0060284784734321
127 => 0.0060801585757307
128 => 0.0061183077706943
129 => 0.0061235679001438
130 => 0.0061777505026264
131 => 0.0058863969933035
201 => 0.0063487824950877
202 => 0.0064286236981041
203 => 0.0064136168610159
204 => 0.0065023569979372
205 => 0.0064762473985349
206 => 0.0064384186854717
207 => 0.0065790906780605
208 => 0.0064178215902019
209 => 0.0061889204232003
210 => 0.0060633407158315
211 => 0.0062287142047208
212 => 0.0063297020236461
213 => 0.0063964485479241
214 => 0.0064166460058412
215 => 0.0059090139368552
216 => 0.005635428406237
217 => 0.0058107935946988
218 => 0.0060247512276809
219 => 0.0058852084478493
220 => 0.0058906782606293
221 => 0.0056917269277869
222 => 0.0060423540060653
223 => 0.0059912705899981
224 => 0.0062562914429201
225 => 0.006193042089445
226 => 0.0064091563069527
227 => 0.0063522461907068
228 => 0.0065884769014417
301 => 0.0066827157276451
302 => 0.0068409573839426
303 => 0.0069573605904745
304 => 0.0070257147797886
305 => 0.0070216110506523
306 => 0.0072924644026365
307 => 0.0071327516438667
308 => 0.0069321147774449
309 => 0.0069284858895325
310 => 0.0070323985656988
311 => 0.0072501710278927
312 => 0.0073066362588792
313 => 0.0073381926198721
314 => 0.0072898629545266
315 => 0.0071165062015986
316 => 0.007041651634623
317 => 0.0071054298944318
318 => 0.007027434563214
319 => 0.0071620763865208
320 => 0.0073469683678626
321 => 0.0073087889048576
322 => 0.0074364171254982
323 => 0.0075684989069808
324 => 0.0077573817866649
325 => 0.0078067627657271
326 => 0.0078883876463265
327 => 0.0079724064608398
328 => 0.0079993910396909
329 => 0.0080509129735407
330 => 0.0080506414275174
331 => 0.0082059062430001
401 => 0.0083771681426285
402 => 0.0084418155450161
403 => 0.0085904686821279
404 => 0.0083359053942512
405 => 0.008528994572318
406 => 0.0087031658442699
407 => 0.0084955116736101
408 => 0.0087817145706481
409 => 0.0087928271805904
410 => 0.0089606143972205
411 => 0.0087905299090246
412 => 0.0086895342828628
413 => 0.0089811048713352
414 => 0.0091221866947095
415 => 0.0090796917013472
416 => 0.0087563027036235
417 => 0.0085680764361417
418 => 0.0080754519880063
419 => 0.0086589869266151
420 => 0.0089432097732639
421 => 0.0087555666351138
422 => 0.0088502029194472
423 => 0.0093665078008519
424 => 0.0095630832714254
425 => 0.0095221969477124
426 => 0.0095291060633737
427 => 0.0096351746191979
428 => 0.010105541008743
429 => 0.0098236865651202
430 => 0.010039153726386
501 => 0.010153436731796
502 => 0.010259589156282
503 => 0.0099989123515622
504 => 0.009659775658724
505 => 0.0095523568321122
506 => 0.0087369092230669
507 => 0.0086944616337066
508 => 0.0086706345155051
509 => 0.0085204079056573
510 => 0.0084023709408485
511 => 0.008308503564001
512 => 0.0080621675359817
513 => 0.0081452987141682
514 => 0.0077526904998302
515 => 0.0080038673221829
516 => 0.0073772551322426
517 => 0.0078991163839066
518 => 0.0076150910307454
519 => 0.0078058064165558
520 => 0.0078051410285411
521 => 0.0074539735368961
522 => 0.0072514274563938
523 => 0.0073804977021012
524 => 0.0075188712511085
525 => 0.0075413218938904
526 => 0.0077207268120974
527 => 0.0077707948684732
528 => 0.0076190863202006
529 => 0.0073642699873847
530 => 0.0074234580097561
531 => 0.0072502280130095
601 => 0.0069466491069069
602 => 0.007164684777249
603 => 0.0072391317414555
604 => 0.0072720117619991
605 => 0.00697347677412
606 => 0.0068796705994185
607 => 0.0068297289791175
608 => 0.0073257328692913
609 => 0.0073529050820605
610 => 0.0072138881997696
611 => 0.0078422576898463
612 => 0.0077000383215457
613 => 0.0078589322005287
614 => 0.0074180873171053
615 => 0.0074349281853285
616 => 0.0072262251526632
617 => 0.0073430849054141
618 => 0.0072604921987354
619 => 0.0073336437922224
620 => 0.0073774905557432
621 => 0.0075861593422944
622 => 0.0079014990462598
623 => 0.0075549911840744
624 => 0.0074040127464363
625 => 0.007497678920012
626 => 0.0077471242834282
627 => 0.008125046777877
628 => 0.0079013090547643
629 => 0.0080006000569688
630 => 0.0080222907238012
701 => 0.0078573148099987
702 => 0.0081311296751381
703 => 0.0082778692858342
704 => 0.0084283937629246
705 => 0.008559089948782
706 => 0.0083682709766705
707 => 0.008572474629655
708 => 0.0084079225321467
709 => 0.0082603022895986
710 => 0.0082605261685716
711 => 0.0081679218340335
712 => 0.007988489266969
713 => 0.0079553991486129
714 => 0.0081275381231229
715 => 0.0082655772790585
716 => 0.0082769468451043
717 => 0.0083533724145381
718 => 0.0083986002792831
719 => 0.0088418948380844
720 => 0.0090201915767592
721 => 0.0092382094538262
722 => 0.0093231397037581
723 => 0.0095787493068733
724 => 0.0093723237927608
725 => 0.0093276623343052
726 => 0.0087076370464117
727 => 0.0088091661525698
728 => 0.0089717240476305
729 => 0.0087103175662275
730 => 0.0088761198111998
731 => 0.0089088526865291
801 => 0.0087014350740178
802 => 0.0088122257828461
803 => 0.0085179985073541
804 => 0.0079079123968351
805 => 0.0081318088753814
806 => 0.0082966720463313
807 => 0.0080613919739034
808 => 0.0084831223971341
809 => 0.0082367561901658
810 => 0.0081586699302203
811 => 0.0078540275904114
812 => 0.0079978070480422
813 => 0.0081922708232114
814 => 0.0080721148189972
815 => 0.0083214565692564
816 => 0.0086745909846394
817 => 0.0089262555985592
818 => 0.0089455752826841
819 => 0.0087837717961532
820 => 0.009043062915935
821 => 0.009044951568668
822 => 0.0087524701263189
823 => 0.0085733268714235
824 => 0.0085326251469907
825 => 0.0086343060346671
826 => 0.0087577654036336
827 => 0.0089524264184282
828 => 0.0090700559927775
829 => 0.0093767715367749
830 => 0.0094597599687568
831 => 0.0095509390949844
901 => 0.0096727825262257
902 => 0.0098190868054455
903 => 0.0094989813716199
904 => 0.009511699757257
905 => 0.0092136220094401
906 => 0.0088950831872246
907 => 0.0091368144468614
908 => 0.0094528459126746
909 => 0.0093803479452333
910 => 0.0093721904428971
911 => 0.0093859090991242
912 => 0.0093312479992357
913 => 0.009084017870275
914 => 0.0089598604472535
915 => 0.009120055198888
916 => 0.0092051915799337
917 => 0.0093372306822628
918 => 0.0093209540758934
919 => 0.0096610726235289
920 => 0.009793232406489
921 => 0.0097594202785718
922 => 0.0097656425238429
923 => 0.010004911498118
924 => 0.01027102780693
925 => 0.010520280847272
926 => 0.010773831745575
927 => 0.010468166241411
928 => 0.010312968149223
929 => 0.010473092964841
930 => 0.010388128483754
1001 => 0.01087635959418
1002 => 0.010910163656965
1003 => 0.011398359462724
1004 => 0.011861715415665
1005 => 0.011570689843507
1006 => 0.011845113849972
1007 => 0.012141925787082
1008 => 0.012714524169767
1009 => 0.012521693178733
1010 => 0.012373987661647
1011 => 0.012234406661709
1012 => 0.01252485256472
1013 => 0.012898506578957
1014 => 0.01297898807481
1015 => 0.01310939884439
1016 => 0.012972287866047
1017 => 0.013137422937182
1018 => 0.013720422302316
1019 => 0.013562890727579
1020 => 0.013339170566988
1021 => 0.013799392573907
1022 => 0.013965945129143
1023 => 0.015134898186041
1024 => 0.016610749707417
1025 => 0.015999737486604
1026 => 0.015620462483904
1027 => 0.015709601106062
1028 => 0.016248532120941
1029 => 0.016421619658105
1030 => 0.015951108065242
1031 => 0.016117300714138
1101 => 0.017033038549259
1102 => 0.017524302517414
1103 => 0.016857100063106
1104 => 0.015016314953303
1105 => 0.013319027014303
1106 => 0.013769224205598
1107 => 0.01371818581535
1108 => 0.014702031878566
1109 => 0.013559133651621
1110 => 0.013578377126637
1111 => 0.014582568084529
1112 => 0.014314667153155
1113 => 0.013880701954487
1114 => 0.013322195440507
1115 => 0.012289744493816
1116 => 0.011375273898307
1117 => 0.013168761326101
1118 => 0.013091422886969
1119 => 0.012979425366192
1120 => 0.013228663729284
1121 => 0.014438894472917
1122 => 0.014410994737142
1123 => 0.014233510852709
1124 => 0.01436813081478
1125 => 0.013857102424258
1126 => 0.013988806076396
1127 => 0.013318758155221
1128 => 0.013621647799265
1129 => 0.013879770860075
1130 => 0.013931592886109
1201 => 0.014048350556864
1202 => 0.013050669043833
1203 => 0.013498598752793
1204 => 0.01376171549147
1205 => 0.012572944493861
1206 => 0.013738217311037
1207 => 0.013033301628332
1208 => 0.012794042658143
1209 => 0.01311617334153
1210 => 0.012990638700932
1211 => 0.012882711388587
1212 => 0.012822486093872
1213 => 0.013059023315485
1214 => 0.013047988571373
1215 => 0.012660967766919
1216 => 0.012156114904493
1217 => 0.012325560096354
1218 => 0.012263999069594
1219 => 0.012040893967085
1220 => 0.012191239868363
1221 => 0.011529192607454
1222 => 0.010390174705283
1223 => 0.011142644820519
1224 => 0.011113675539613
1225 => 0.011099067914527
1226 => 0.011664528409381
1227 => 0.011610172430194
1228 => 0.011511515795714
1229 => 0.012039082060625
1230 => 0.011846513277165
1231 => 0.012439964892878
]
'min_raw' => 0.0053272693260624
'max_raw' => 0.017524302517414
'avg_raw' => 0.011425785921738
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.005327'
'max' => '$0.017524'
'avg' => '$0.011425'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0029021589805697
'max_diff' => 0.011584449655949
'year' => 2029
]
4 => [
'items' => [
101 => 0.01283085050903
102 => 0.012731709272949
103 => 0.013099339084254
104 => 0.012329463771343
105 => 0.012585185468256
106 => 0.012637889355574
107 => 0.012032571974808
108 => 0.011619065740621
109 => 0.011591489589116
110 => 0.010874526763704
111 => 0.011257522517918
112 => 0.011594542932184
113 => 0.011433136307591
114 => 0.011382039792131
115 => 0.011643080808136
116 => 0.011663365930745
117 => 0.011200862985545
118 => 0.011297031993415
119 => 0.011698072743003
120 => 0.01128692679549
121 => 0.010488137379783
122 => 0.01029002656056
123 => 0.010263594925369
124 => 0.0097263026712689
125 => 0.010303265272805
126 => 0.010051405635598
127 => 0.010847027211792
128 => 0.010392572434474
129 => 0.010372981797331
130 => 0.010343367675968
131 => 0.0098808980376004
201 => 0.0099821494969241
202 => 0.010318724768749
203 => 0.010438818617528
204 => 0.0104262918452
205 => 0.010317075366299
206 => 0.010367074111061
207 => 0.010206010733465
208 => 0.010149135902591
209 => 0.0099696232916994
210 => 0.0097057893453131
211 => 0.0097424770737457
212 => 0.0092197529900471
213 => 0.0089349451661812
214 => 0.0088561141142419
215 => 0.0087506979370122
216 => 0.0088680211519617
217 => 0.0092182721783948
218 => 0.0087957951306161
219 => 0.0080714878655186
220 => 0.0081150199663105
221 => 0.0082128236719931
222 => 0.0080305671134898
223 => 0.0078580765764999
224 => 0.008008043103813
225 => 0.0077011445672173
226 => 0.0082499108939157
227 => 0.0082350683026783
228 => 0.0084396144537895
301 => 0.0085675213597888
302 => 0.0082727373518128
303 => 0.0081985999709876
304 => 0.0082408319924618
305 => 0.0075428307504844
306 => 0.0083825728609115
307 => 0.0083898349855536
308 => 0.0083276522654048
309 => 0.0087747890150783
310 => 0.009718387022339
311 => 0.0093633674958657
312 => 0.0092258932046932
313 => 0.0089645544766812
314 => 0.0093127728149989
315 => 0.0092860350796684
316 => 0.0091651169005188
317 => 0.0090919852084815
318 => 0.0092267325934004
319 => 0.0090752885163068
320 => 0.0090480849986558
321 => 0.0088832612794102
322 => 0.0088244267106409
323 => 0.0087808679381958
324 => 0.0087329140097303
325 => 0.0088386884265507
326 => 0.0085989896822522
327 => 0.0083099364945859
328 => 0.0082859048496303
329 => 0.0083522583342366
330 => 0.0083229018567342
331 => 0.0082857643021102
401 => 0.0082148585965218
402 => 0.0081938223883344
403 => 0.0082621798596261
404 => 0.008185008260026
405 => 0.0082988791589905
406 => 0.0082679125752364
407 => 0.0080949357556475
408 => 0.0078793425942187
409 => 0.00787742336286
410 => 0.0078309741698738
411 => 0.007771814138923
412 => 0.0077553571717106
413 => 0.0079954133411734
414 => 0.0084923224276847
415 => 0.0083947672839759
416 => 0.0084652608731588
417 => 0.0088120195618691
418 => 0.0089222437216126
419 => 0.008844009223829
420 => 0.0087369170179691
421 => 0.0087416285315248
422 => 0.0091075950179633
423 => 0.0091304198988188
424 => 0.0091880910091551
425 => 0.0092622146837911
426 => 0.0088566328061393
427 => 0.0087225256615608
428 => 0.0086589782564784
429 => 0.0084632768447653
430 => 0.0086743240391269
501 => 0.0085513558769143
502 => 0.0085679484831874
503 => 0.0085571425265847
504 => 0.0085630433095854
505 => 0.0082497575025434
506 => 0.0083639023848123
507 => 0.0081741143792763
508 => 0.0079200095445672
509 => 0.0079191576960606
510 => 0.0079813494943656
511 => 0.0079443553791685
512 => 0.0078448051663787
513 => 0.0078589458042417
514 => 0.0077350589370831
515 => 0.0078739879129589
516 => 0.0078779718988753
517 => 0.0078244766756506
518 => 0.0080385159314915
519 => 0.0081262079892489
520 => 0.0080909962873437
521 => 0.008123737442376
522 => 0.0083988211406321
523 => 0.008443671786191
524 => 0.0084635914802809
525 => 0.0084369017290542
526 => 0.0081287654674019
527 => 0.0081424326209027
528 => 0.0080421521168124
529 => 0.0079574256581552
530 => 0.0079608142721698
531 => 0.0080043746855882
601 => 0.0081946055657709
602 => 0.0085949352383926
603 => 0.0086101274568314
604 => 0.0086285408687675
605 => 0.008553644268584
606 => 0.0085310547373047
607 => 0.0085608561599148
608 => 0.0087111989366173
609 => 0.0090979213759618
610 => 0.0089612278375742
611 => 0.0088500938631034
612 => 0.0089475883202186
613 => 0.0089325798127325
614 => 0.0088058929055219
615 => 0.0088023372259804
616 => 0.0085591845467888
617 => 0.0084692965376104
618 => 0.0083941793891399
619 => 0.0083121534239931
620 => 0.0082635256823188
621 => 0.0083382399944438
622 => 0.0083553280416206
623 => 0.0081919638923764
624 => 0.0081696979624857
625 => 0.0083031046532186
626 => 0.0082443973425298
627 => 0.0083047792674445
628 => 0.0083187883919712
629 => 0.0083165326002649
630 => 0.0082552354254141
701 => 0.008294304416756
702 => 0.0082018946052056
703 => 0.0081014128146495
704 => 0.0080373116925115
705 => 0.007981374961666
706 => 0.008012411911001
707 => 0.007901770853745
708 => 0.0078663745527643
709 => 0.0082810687215695
710 => 0.0085874077627795
711 => 0.0085829534717967
712 => 0.0085558391209897
713 => 0.0085155526956358
714 => 0.008708251733674
715 => 0.0086411192419604
716 => 0.0086899637387894
717 => 0.0087023967132295
718 => 0.0087400275822873
719 => 0.0087534773834929
720 => 0.0087128227427619
721 => 0.0085763808029222
722 => 0.0082363804613522
723 => 0.008078109384538
724 => 0.008025877292976
725 => 0.0080277758303014
726 => 0.0079754056954227
727 => 0.0079908310472093
728 => 0.0079700413875756
729 => 0.0079306708017884
730 => 0.008009980888272
731 => 0.0080191206369147
801 => 0.0080006087150445
802 => 0.0080049689427862
803 => 0.0078516981362459
804 => 0.0078633509827805
805 => 0.0077984664525039
806 => 0.0077863013852717
807 => 0.0076222789428748
808 => 0.0073316894107354
809 => 0.007492704219749
810 => 0.0072982209725689
811 => 0.0072245672199597
812 => 0.007573232629303
813 => 0.007538236292678
814 => 0.0074783377769179
815 => 0.0073897353881642
816 => 0.0073568719003068
817 => 0.0071572037514014
818 => 0.0071454062919759
819 => 0.007244367218067
820 => 0.0071987001557135
821 => 0.0071345663047002
822 => 0.0069022799974744
823 => 0.0066411132807994
824 => 0.0066489962623403
825 => 0.0067320685357352
826 => 0.006973612374453
827 => 0.0068792370179151
828 => 0.0068107666139144
829 => 0.0067979441654579
830 => 0.0069584439535057
831 => 0.0071855847793384
901 => 0.0072921541728296
902 => 0.0071865471404405
903 => 0.0070652314679182
904 => 0.0070726153907819
905 => 0.0071217373215386
906 => 0.0071268993419144
907 => 0.0070479353105551
908 => 0.0070701632228483
909 => 0.007036396991512
910 => 0.0068291736921289
911 => 0.0068254256797553
912 => 0.0067745697401596
913 => 0.0067730298425201
914 => 0.0066865112026591
915 => 0.0066744066468674
916 => 0.0065026186361174
917 => 0.0066156900250151
918 => 0.0065398476738569
919 => 0.0064255353612595
920 => 0.0064058278754808
921 => 0.0064052354446608
922 => 0.0065226086299329
923 => 0.0066143184510072
924 => 0.0065411669840262
925 => 0.0065245118129763
926 => 0.0067023454663091
927 => 0.0066797145129327
928 => 0.0066601162532628
929 => 0.0071652468096875
930 => 0.0067653965584485
1001 => 0.0065910390262539
1002 => 0.0063752384705657
1003 => 0.0064455042196586
1004 => 0.0064603102454111
1005 => 0.0059413488099549
1006 => 0.0057308062202228
1007 => 0.0056585559375569
1008 => 0.0056169748784136
1009 => 0.0056359238892073
1010 => 0.0054464108642657
1011 => 0.0055737667512826
1012 => 0.0054096644908204
1013 => 0.005382152212819
1014 => 0.0056755873828945
1015 => 0.0057164171725871
1016 => 0.0055422246049371
1017 => 0.0056540844325834
1018 => 0.0056135225041109
1019 => 0.005412477553074
1020 => 0.005404799114731
1021 => 0.0053039218253724
1022 => 0.0051460684012185
1023 => 0.0050739251506073
1024 => 0.0050363523193126
1025 => 0.0050518556017847
1026 => 0.0050440166677585
1027 => 0.0049928623207786
1028 => 0.0050469487750483
1029 => 0.0049087802344551
1030 => 0.0048537604082913
1031 => 0.0048289092292633
1101 => 0.0047062766968024
1102 => 0.0049014395908825
1103 => 0.0049398891396136
1104 => 0.0049784144458334
1105 => 0.0053137509341332
1106 => 0.0052969984708288
1107 => 0.0054484325803198
1108 => 0.0054425481292944
1109 => 0.0053993566681977
1110 => 0.0052171389984809
1111 => 0.0052897677139124
1112 => 0.0050662278168227
1113 => 0.0052337191069577
1114 => 0.0051572830767436
1115 => 0.0052078760082546
1116 => 0.0051169053556171
1117 => 0.0051672522708729
1118 => 0.004949006954002
1119 => 0.0047452125479024
1120 => 0.0048272253660465
1121 => 0.0049163826786724
1122 => 0.0051096984493063
1123 => 0.0049945611711373
1124 => 0.0050359688901894
1125 => 0.0048972599629333
1126 => 0.0046110638257577
1127 => 0.0046126836648133
1128 => 0.0045686586242306
1129 => 0.004530614561406
1130 => 0.005007786072568
1201 => 0.0049484422521897
1202 => 0.0048538856411441
1203 => 0.004980453422559
1204 => 0.0050139199528659
1205 => 0.0050148726979353
1206 => 0.0051072132840683
1207 => 0.0051564954714405
1208 => 0.0051651816705661
1209 => 0.0053104815779968
1210 => 0.0053591841904155
1211 => 0.0055597833583163
1212 => 0.0051523142221575
1213 => 0.0051439226634408
1214 => 0.0049822344908016
1215 => 0.0048796892955249
1216 => 0.0049892558480534
1217 => 0.0050863168562677
1218 => 0.0049852504468833
1219 => 0.0049984475863206
1220 => 0.004862774189151
1221 => 0.0049112710446125
1222 => 0.0049530430697678
1223 => 0.0049299790127232
1224 => 0.0048954510030144
1225 => 0.0050783589604633
1226 => 0.005068038576682
1227 => 0.0052383666716942
1228 => 0.0053711496020351
1229 => 0.005609120350994
1230 => 0.0053607854687597
1231 => 0.0053517351586093
]
'min_raw' => 0.004530614561406
'max_raw' => 0.013099339084254
'avg_raw' => 0.0088149768228302
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.00453'
'max' => '$0.013099'
'avg' => '$0.008814'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00079665476465639
'max_diff' => -0.0044249634331597
'year' => 2030
]
5 => [
'items' => [
101 => 0.0054402033920446
102 => 0.0053591706463899
103 => 0.0054103805444884
104 => 0.0056008696447084
105 => 0.0056048943792273
106 => 0.0055374748904589
107 => 0.0055333724084403
108 => 0.0055463210587466
109 => 0.0056221617080347
110 => 0.0055956606548257
111 => 0.0056263283445237
112 => 0.0056646787600915
113 => 0.0058233123391189
114 => 0.0058615583579709
115 => 0.0057686403604477
116 => 0.0057770298152653
117 => 0.0057422759335355
118 => 0.0057087041192494
119 => 0.0057841686549948
120 => 0.0059220815773287
121 => 0.0059212236281966
122 => 0.0059532167455339
123 => 0.0059731481925898
124 => 0.005887587831115
125 => 0.0058318911819367
126 => 0.0058532488213015
127 => 0.0058874001517548
128 => 0.0058421740051157
129 => 0.0055630172772698
130 => 0.0056476955958974
131 => 0.0056336009831196
201 => 0.0056135285405604
202 => 0.0056986732447385
203 => 0.0056904608303087
204 => 0.0054444671342773
205 => 0.0054602148525727
206 => 0.0054454248051849
207 => 0.0054932144740537
208 => 0.0053565898474387
209 => 0.0053986146624045
210 => 0.005424972232393
211 => 0.0054404970436045
212 => 0.0054965833071635
213 => 0.00549000223148
214 => 0.0054961742182587
215 => 0.005579335340892
216 => 0.0059999357617199
217 => 0.0060228281146231
218 => 0.0059100977964433
219 => 0.0059551313350489
220 => 0.0058686767886784
221 => 0.005926714304852
222 => 0.005966422099425
223 => 0.0057869902111196
224 => 0.0057763654191975
225 => 0.0056895540441605
226 => 0.0057362015598578
227 => 0.0056619820083084
228 => 0.0056801928901689
301 => 0.0056292736768907
302 => 0.0057209181228772
303 => 0.0058233908535973
304 => 0.0058492795121479
305 => 0.0057811775972695
306 => 0.0057318673227625
307 => 0.0056452947245426
308 => 0.0057892668847785
309 => 0.0058313687319036
310 => 0.0057890457416989
311 => 0.0057792385800929
312 => 0.0057606540265706
313 => 0.0057831813809775
314 => 0.0058311394362023
315 => 0.0058085233030045
316 => 0.0058234616574266
317 => 0.0057665320547336
318 => 0.0058876161551548
319 => 0.0060799268470994
320 => 0.00608054515742
321 => 0.0060579289023128
322 => 0.0060486748179969
323 => 0.0060718804682061
324 => 0.0060844685814989
325 => 0.0061595113990867
326 => 0.0062400353321961
327 => 0.0066158053926734
328 => 0.0065102906633596
329 => 0.006843696215676
330 => 0.0071073767202656
331 => 0.007186442974241
401 => 0.0071137057409383
402 => 0.0068648755949982
403 => 0.0068526668009314
404 => 0.0072245240923439
405 => 0.007119457375377
406 => 0.0071069600237133
407 => 0.0069740093166204
408 => 0.0070525996507777
409 => 0.0070354107918468
410 => 0.0070082773371168
411 => 0.0071582222200387
412 => 0.0074389056551967
413 => 0.0073951585095947
414 => 0.0073625032947746
415 => 0.0072194176492227
416 => 0.0073055871671809
417 => 0.0072749038523044
418 => 0.0074067388451266
419 => 0.0073286427158814
420 => 0.00711866139166
421 => 0.0071521016096497
422 => 0.0071470471879729
423 => 0.0072510668279207
424 => 0.0072198427139346
425 => 0.007140950178588
426 => 0.0074379463097295
427 => 0.0074186610329525
428 => 0.0074460031461943
429 => 0.0074580399900262
430 => 0.0076388163013932
501 => 0.0077128745719635
502 => 0.0077296870959555
503 => 0.007800036725125
504 => 0.0077279367330947
505 => 0.0080163881076392
506 => 0.008208191440107
507 => 0.0084309808808776
508 => 0.0087565361339997
509 => 0.0088789479207281
510 => 0.008856835327121
511 => 0.0091036676045275
512 => 0.0095472197202536
513 => 0.0089464898913496
514 => 0.0095790598598715
515 => 0.0093787955112089
516 => 0.0089039723431318
517 => 0.0088733993289051
518 => 0.0091949550911372
519 => 0.009908134823173
520 => 0.0097294913891156
521 => 0.0099084270198338
522 => 0.0096996891018753
523 => 0.0096893235048674
524 => 0.0098982890850703
525 => 0.010386548553335
526 => 0.010154594782095
527 => 0.0098220321736242
528 => 0.010067591228472
529 => 0.0098548652497451
530 => 0.0093755340814214
531 => 0.0097293547838483
601 => 0.0094927649563689
602 => 0.0095618144458344
603 => 0.010059091073115
604 => 0.00999925743369
605 => 0.010076687703552
606 => 0.0099400253039486
607 => 0.0098123610730365
608 => 0.009574066305569
609 => 0.0095035189727119
610 => 0.0095230157174864
611 => 0.0095035093110934
612 => 0.0093701855787373
613 => 0.0093413943314288
614 => 0.0092934076578746
615 => 0.0093082807345562
616 => 0.0092180517492777
617 => 0.0093883324867578
618 => 0.0094199380921428
619 => 0.0095438542126457
620 => 0.0095567195953523
621 => 0.0099018242271174
622 => 0.0097117463951889
623 => 0.009839267015377
624 => 0.0098278603708368
625 => 0.0089142632009738
626 => 0.0090401488302449
627 => 0.0092359873643039
628 => 0.0091477623701632
629 => 0.0090230328699174
630 => 0.0089223071108962
701 => 0.0087696972862415
702 => 0.0089844926838309
703 => 0.0092669257907171
704 => 0.0095638825650285
705 => 0.0099206566719851
706 => 0.0098410288446209
707 => 0.0095572129212659
708 => 0.0095699446962599
709 => 0.0096486475195043
710 => 0.0095467202124973
711 => 0.0095166598598036
712 => 0.0096445176886523
713 => 0.0096453981752501
714 => 0.0095281184902121
715 => 0.0093977835822481
716 => 0.0093972374742248
717 => 0.0093740456362384
718 => 0.0097038148783322
719 => 0.0098851546180527
720 => 0.0099059449269681
721 => 0.0098837552646142
722 => 0.009892295184978
723 => 0.0097867775859831
724 => 0.010027959527013
725 => 0.010249291926525
726 => 0.010189970115379
727 => 0.010101038287378
728 => 0.010030199802839
729 => 0.010173282819701
730 => 0.010166911558193
731 => 0.010247358781101
801 => 0.010243709230384
802 => 0.010216657855094
803 => 0.010189971081469
804 => 0.010295781122356
805 => 0.010265309529838
806 => 0.01023479060652
807 => 0.010173580233592
808 => 0.01018189973987
809 => 0.010092983267203
810 => 0.010051846438407
811 => 0.0094332472343622
812 => 0.0092679373137294
813 => 0.0093199471799542
814 => 0.009337070178351
815 => 0.0092651270890412
816 => 0.0093682749984482
817 => 0.0093521995060278
818 => 0.0094147398431871
819 => 0.0093756673557157
820 => 0.0093772709042306
821 => 0.0094921747587511
822 => 0.0095255318365544
823 => 0.009508566157559
824 => 0.0095204483375779
825 => 0.009794268160959
826 => 0.0097553397383393
827 => 0.0097346597896948
828 => 0.0097403882767986
829 => 0.0098103551124357
830 => 0.0098299420063665
831 => 0.0097469509604351
901 => 0.0097860900174619
902 => 0.0099527391547959
903 => 0.010011056921338
904 => 0.010197179238027
905 => 0.010118111169837
906 => 0.010263244030985
907 => 0.010709332966714
908 => 0.011065699675581
909 => 0.01073797012263
910 => 0.011392392200437
911 => 0.011901953659282
912 => 0.011882395841772
913 => 0.011793542015054
914 => 0.011213419841551
915 => 0.01067958276836
916 => 0.011126160148004
917 => 0.011127298565584
918 => 0.011088937172623
919 => 0.010850677855579
920 => 0.011080646264847
921 => 0.011098900322052
922 => 0.011088682904163
923 => 0.010906010044414
924 => 0.010627102351165
925 => 0.010681600246815
926 => 0.010770868911617
927 => 0.010601864705753
928 => 0.010547857621653
929 => 0.010648267066262
930 => 0.010971807217932
1001 => 0.010910643826399
1002 => 0.010909046603066
1003 => 0.011170729529357
1004 => 0.010983421028843
1005 => 0.010682287639806
1006 => 0.010606247487613
1007 => 0.010336356174111
1008 => 0.010522771065666
1009 => 0.010529479805745
1010 => 0.010427382274754
1011 => 0.010690572291754
1012 => 0.010688146949414
1013 => 0.010938006699891
1014 => 0.011415644699766
1015 => 0.011274383640064
1016 => 0.011110112396791
1017 => 0.011127973235682
1018 => 0.011323862554013
1019 => 0.011205423400432
1020 => 0.011248014945847
1021 => 0.011323798086608
1022 => 0.011369519937019
1023 => 0.011121394565027
1024 => 0.011063544671608
1025 => 0.010945204092224
1026 => 0.010914331243995
1027 => 0.011010717176645
1028 => 0.010985322888757
1029 => 0.010528915962119
1030 => 0.010481218898861
1031 => 0.010482681699696
1101 => 0.010362745166262
1102 => 0.01017981316471
1103 => 0.010660547542487
1104 => 0.010621937844078
1105 => 0.010579315725188
1106 => 0.010584536691554
1107 => 0.010793207191347
1108 => 0.010672167763354
1109 => 0.010993970920646
1110 => 0.010927817865795
1111 => 0.010859968234706
1112 => 0.010850589348939
1113 => 0.010824473029628
1114 => 0.010734910453256
1115 => 0.010626758260411
1116 => 0.010555346814713
1117 => 0.0097367494830509
1118 => 0.0098886763862457
1119 => 0.010063454439798
1120 => 0.010123787123506
1121 => 0.01002058389313
1122 => 0.010738985545823
1123 => 0.01087024445046
1124 => 0.010472652666507
1125 => 0.010398279477294
1126 => 0.010743861439726
1127 => 0.010535433270703
1128 => 0.010629288462452
1129 => 0.010426424873936
1130 => 0.010838628024043
1201 => 0.010835487726668
1202 => 0.010675131391246
1203 => 0.010810663467872
1204 => 0.010787111434278
1205 => 0.010606069526527
1206 => 0.010844367375437
1207 => 0.010844485568197
1208 => 0.010690146081801
1209 => 0.010509911350948
1210 => 0.010477689638026
1211 => 0.010453414905717
1212 => 0.010623318366372
1213 => 0.010775653277921
1214 => 0.011059110781285
1215 => 0.011130378732415
1216 => 0.011408542290252
1217 => 0.011242909435098
1218 => 0.011316332334483
1219 => 0.011396043278069
1220 => 0.011434259635697
1221 => 0.011371988131745
1222 => 0.011804090633754
1223 => 0.011840573324202
1224 => 0.011852805654736
1225 => 0.011707103122255
1226 => 0.0118365210732
1227 => 0.011775970699825
1228 => 0.011933505949969
1229 => 0.011958209488702
1230 => 0.011937286470249
1231 => 0.011945127763362
]
'min_raw' => 0.0053565898474387
'max_raw' => 0.011958209488702
'avg_raw' => 0.0086573996680704
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.005356'
'max' => '$0.011958'
'avg' => '$0.008657'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00082597528603267
'max_diff' => -0.0011411295955523
'year' => 2031
]
6 => [
'items' => [
101 => 0.011576404506002
102 => 0.011557284259938
103 => 0.011296578348141
104 => 0.011402817934239
105 => 0.011204208120225
106 => 0.011267189338156
107 => 0.011294950858914
108 => 0.011280449815922
109 => 0.011408824561036
110 => 0.011299679802462
111 => 0.011011628839524
112 => 0.010723499397294
113 => 0.010719882166852
114 => 0.01064402277062
115 => 0.010589190321485
116 => 0.010599752996474
117 => 0.010636977240847
118 => 0.010587026780733
119 => 0.01059768624395
120 => 0.010774704357
121 => 0.010810204077137
122 => 0.010689562157476
123 => 0.010205167441493
124 => 0.010086295763179
125 => 0.010171738368223
126 => 0.01013090230622
127 => 0.0081764288456259
128 => 0.0086356033940779
129 => 0.008362777469482
130 => 0.0084885082076531
131 => 0.0082100235865713
201 => 0.0083429310443811
202 => 0.0083183878899269
203 => 0.009056726975875
204 => 0.0090451988266002
205 => 0.009050716741602
206 => 0.0087873322817151
207 => 0.0092069108779823
208 => 0.0094136103820618
209 => 0.0093753558049859
210 => 0.0093849836578734
211 => 0.0092195452466633
212 => 0.0090523185470529
213 => 0.0088668384011805
214 => 0.0092114375861726
215 => 0.0091731240393057
216 => 0.0092610015310392
217 => 0.009484498734965
218 => 0.0095174095472264
219 => 0.0095616420126543
220 => 0.0095457878224797
221 => 0.00992349895334
222 => 0.0098777556431745
223 => 0.0099879838594248
224 => 0.0097612360555631
225 => 0.0095046493923945
226 => 0.0095534181286128
227 => 0.0095487213071416
228 => 0.009488925379052
229 => 0.0094349442888293
301 => 0.0093450809826864
302 => 0.0096294217805895
303 => 0.0096178780634619
304 => 0.0098047574256543
305 => 0.0097717246831376
306 => 0.0095511239441272
307 => 0.0095590027426777
308 => 0.0096119914493512
309 => 0.0097953859681629
310 => 0.0098498299477972
311 => 0.0098246093272131
312 => 0.00988430466542
313 => 0.0099314854267638
314 => 0.009890229842637
315 => 0.010474321913544
316 => 0.010231766162947
317 => 0.010349986148096
318 => 0.010378180917961
319 => 0.010305960607823
320 => 0.010321622607077
321 => 0.010345346268306
322 => 0.010489391693725
323 => 0.010867408569903
324 => 0.011034829671115
325 => 0.011538524314521
326 => 0.011020927679273
327 => 0.010990215636965
328 => 0.011080946252364
329 => 0.011376668329536
330 => 0.011616323297322
331 => 0.011695830676163
401 => 0.011706338888801
402 => 0.011855500017058
403 => 0.011940996394084
404 => 0.01183738793276
405 => 0.011749590610046
406 => 0.011435111497889
407 => 0.01147151331142
408 => 0.011722285708702
409 => 0.012076516490284
410 => 0.012380483352313
411 => 0.012274044751545
412 => 0.013086096141462
413 => 0.013166607719839
414 => 0.013155483622959
415 => 0.013338900980232
416 => 0.012974854878339
417 => 0.012819218116719
418 => 0.011768573387759
419 => 0.012063761701355
420 => 0.012492835250969
421 => 0.012436045757734
422 => 0.012124441076836
423 => 0.01238024697222
424 => 0.012295669543416
425 => 0.012228959816198
426 => 0.012534570008903
427 => 0.012198539048249
428 => 0.012489483085086
429 => 0.012116344348412
430 => 0.012274530954108
501 => 0.01218473658609
502 => 0.012242844546981
503 => 0.011903146594949
504 => 0.012086439364164
505 => 0.011895521013139
506 => 0.011895430492982
507 => 0.011891215959802
508 => 0.012115830553121
509 => 0.012123155226945
510 => 0.011957164703108
511 => 0.011933242875364
512 => 0.012021694410472
513 => 0.011918140828355
514 => 0.011966592897669
515 => 0.011919608392175
516 => 0.011909031190343
517 => 0.011824750246586
518 => 0.011788439698662
519 => 0.011802678000111
520 => 0.01175407533692
521 => 0.011724790474312
522 => 0.01188539046354
523 => 0.01179958836788
524 => 0.011872240061805
525 => 0.011789444287203
526 => 0.011502438060033
527 => 0.011337377743751
528 => 0.010795249586118
529 => 0.010948996459115
530 => 0.011050930794975
531 => 0.011017241497581
601 => 0.01108961914441
602 => 0.011094062544098
603 => 0.011070531833311
604 => 0.011043286284691
605 => 0.011030024658396
606 => 0.011128865955753
607 => 0.011186246655713
608 => 0.011061161269284
609 => 0.011031855513374
610 => 0.011158323745208
611 => 0.011235469293568
612 => 0.011805068678322
613 => 0.011762870916117
614 => 0.011868779018358
615 => 0.011856855391338
616 => 0.011967863954969
617 => 0.012149316040788
618 => 0.011780373215518
619 => 0.011844408932902
620 => 0.0118287088538
621 => 0.012000118200652
622 => 0.012000653321923
623 => 0.011897884855953
624 => 0.011953597308583
625 => 0.011922500145916
626 => 0.011978696921889
627 => 0.011762307339276
628 => 0.012025846493087
629 => 0.012175256211209
630 => 0.01217733076529
701 => 0.012248149785891
702 => 0.012320106012383
703 => 0.012458219723068
704 => 0.012316254095953
705 => 0.01206087175285
706 => 0.012079309533142
707 => 0.011929578958822
708 => 0.011932095956827
709 => 0.011918660024214
710 => 0.011958982269396
711 => 0.011771155804577
712 => 0.011815238300448
713 => 0.011753522548082
714 => 0.011844274774909
715 => 0.011746640380724
716 => 0.011828701282746
717 => 0.011864116047697
718 => 0.011994797292791
719 => 0.01172733865457
720 => 0.011181972385879
721 => 0.011296614987485
722 => 0.011127049574728
723 => 0.01114274349926
724 => 0.011174447724483
725 => 0.011071683957557
726 => 0.011091288045828
727 => 0.011090587649843
728 => 0.01108455201563
729 => 0.011057819190927
730 => 0.01101905130618
731 => 0.011173490626886
801 => 0.011199732876922
802 => 0.011258066148024
803 => 0.011431626394989
804 => 0.011414283633485
805 => 0.011442570397042
806 => 0.011380820551019
807 => 0.011145607897514
808 => 0.011158381076242
809 => 0.010999099332833
810 => 0.011253992955731
811 => 0.011193630781397
812 => 0.011154714894925
813 => 0.011144096334748
814 => 0.011318086803995
815 => 0.01137014747936
816 => 0.011337706760134
817 => 0.011271169898556
818 => 0.011398940342644
819 => 0.011433126323279
820 => 0.011440779303613
821 => 0.011667164032984
822 => 0.011453431695164
823 => 0.011504879193194
824 => 0.011906257886489
825 => 0.011542262798144
826 => 0.011735079114499
827 => 0.011725641759182
828 => 0.01182428006208
829 => 0.011717550539308
830 => 0.011718873579656
831 => 0.011806457710293
901 => 0.011683461594695
902 => 0.011653006026775
903 => 0.01161093187782
904 => 0.011702799242811
905 => 0.01175786957332
906 => 0.012201695992521
907 => 0.012488428100268
908 => 0.012475980303268
909 => 0.012589729866544
910 => 0.012538484646462
911 => 0.01237300031301
912 => 0.012655461891547
913 => 0.012566079229404
914 => 0.012573447827471
915 => 0.012573173567883
916 => 0.01263260522424
917 => 0.01259049244888
918 => 0.012507483845856
919 => 0.012562588830393
920 => 0.012726230934073
921 => 0.013234181045048
922 => 0.013518436656594
923 => 0.013217068500311
924 => 0.013424948219035
925 => 0.013300294462918
926 => 0.013277641167304
927 => 0.013408204992853
928 => 0.013538997353094
929 => 0.013530666445178
930 => 0.013435717907905
1001 => 0.013382083888429
1002 => 0.013788218652614
1003 => 0.014087451828541
1004 => 0.014067046132028
1005 => 0.014157110240151
1006 => 0.014421541247177
1007 => 0.014445717504502
1008 => 0.014442671851764
1009 => 0.014382748475452
1010 => 0.014643115142575
1011 => 0.014860317597005
1012 => 0.014368877945189
1013 => 0.014556011731183
1014 => 0.01464002211679
1015 => 0.014763374287619
1016 => 0.014971490076032
1017 => 0.015197559022235
1018 => 0.015229527649948
1019 => 0.015206844378746
1020 => 0.015057745831665
1021 => 0.015305113170164
1022 => 0.015450015155579
1023 => 0.01553630097187
1024 => 0.015755107445394
1025 => 0.014640540936331
1026 => 0.013851595363666
1027 => 0.013728390119982
1028 => 0.01397893282782
1029 => 0.014044998941836
1030 => 0.014018367774116
1031 => 0.013130337804288
1101 => 0.013723714825973
1102 => 0.014362138608748
1103 => 0.014386663066307
1104 => 0.014706271360777
1105 => 0.014810348922643
1106 => 0.015067675491707
1107 => 0.01505157964475
1108 => 0.015114234569357
1109 => 0.015099831287222
1110 => 0.015576474569912
1111 => 0.016102282892931
1112 => 0.016084075822673
1113 => 0.016008484655157
1114 => 0.016120750429128
1115 => 0.016663440967528
1116 => 0.016613478719191
1117 => 0.016662012787676
1118 => 0.017301875517149
1119 => 0.018133788084875
1120 => 0.01774728117451
1121 => 0.018585889955635
1122 => 0.019113749730611
1123 => 0.020026628629714
1124 => 0.019912331695523
1125 => 0.020267708751929
1126 => 0.019707716328831
1127 => 0.018421860532257
1128 => 0.018218368930391
1129 => 0.018625764270555
1130 => 0.019627305961292
1201 => 0.01859422215853
1202 => 0.018803213666337
1203 => 0.018743024098029
1204 => 0.018739816851723
1205 => 0.018862224398408
1206 => 0.018684665867593
1207 => 0.017961260470886
1208 => 0.018292792901142
1209 => 0.018164772308325
1210 => 0.018306820700623
1211 => 0.019073397288641
1212 => 0.018734475506175
1213 => 0.018377448940117
1214 => 0.018825239484491
1215 => 0.019395430725005
1216 => 0.019359749181906
1217 => 0.019290512074565
1218 => 0.019680798023506
1219 => 0.020325436068103
1220 => 0.020499679141192
1221 => 0.020628301815503
1222 => 0.020646036709193
1223 => 0.020828717136371
1224 => 0.019846398438037
1225 => 0.021405363440027
1226 => 0.021674553630332
1227 => 0.021623957031345
1228 => 0.021923150598613
1229 => 0.021835120261315
1230 => 0.021707578114106
1231 => 0.022181863558523
]
'min_raw' => 0.0081764288456259
'max_raw' => 0.022181863558523
'avg_raw' => 0.015179146202075
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.008176'
'max' => '$0.022181'
'avg' => '$0.015179'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0028198389981873
'max_diff' => 0.010223654069821
'year' => 2032
]
7 => [
'items' => [
101 => 0.02163813356936
102 => 0.020866377303445
103 => 0.020442976552356
104 => 0.021000544816155
105 => 0.021341032298406
106 => 0.021566072865102
107 => 0.021634170004611
108 => 0.019922653042286
109 => 0.019000240324675
110 => 0.01959149630118
111 => 0.020312869398824
112 => 0.019842391174056
113 => 0.019860833029734
114 => 0.019190054720717
115 => 0.020372218395134
116 => 0.020199987091333
117 => 0.021093523400125
118 => 0.020880273788955
119 => 0.021608917961895
120 => 0.021417041531634
121 => 0.022213509865979
122 => 0.022531242648068
123 => 0.023064765440355
124 => 0.023457226978189
125 => 0.023687687899799
126 => 0.023673851890503
127 => 0.024587052877094
128 => 0.024048570160114
129 => 0.023372108956954
130 => 0.023359873907996
131 => 0.023710222750642
201 => 0.024444457811317
202 => 0.024634834279864
203 => 0.024741228754147
204 => 0.024578281913165
205 => 0.023993797517286
206 => 0.023741420118549
207 => 0.02395645297435
208 => 0.023693486269689
209 => 0.02414744057736
210 => 0.0247708168012
211 => 0.024642092076073
212 => 0.025072399532681
213 => 0.025517722480605
214 => 0.026154554296842
215 => 0.02632104571542
216 => 0.026596249699228
217 => 0.026879524998365
218 => 0.026970505389965
219 => 0.027144215187086
220 => 0.02714329965071
221 => 0.027666785816353
222 => 0.028244207268074
223 => 0.028462170498762
224 => 0.028963364929165
225 => 0.028105087031047
226 => 0.028756100675955
227 => 0.029343331279591
228 => 0.02864321074526
301 => 0.029608163794672
302 => 0.02964563073495
303 => 0.030211337050348
304 => 0.029637885323476
305 => 0.029297371518582
306 => 0.030280422114425
307 => 0.03075608933195
308 => 0.030612814494923
309 => 0.029522485910799
310 => 0.028887867908445
311 => 0.027226950187616
312 => 0.029194378974244
313 => 0.030152656145526
314 => 0.029520004204428
315 => 0.029839077044352
316 => 0.031579834999264
317 => 0.032242602922763
318 => 0.032104751827773
319 => 0.032128046393604
320 => 0.032485663935036
321 => 0.03407153705732
322 => 0.033121245122196
323 => 0.033847707699839
324 => 0.034233020831565
325 => 0.034590921142047
326 => 0.033712031095059
327 => 0.032568608057387
328 => 0.032206437983723
329 => 0.029457099437092
330 => 0.029313984425968
331 => 0.029233649633396
401 => 0.028727150129807
402 => 0.028329180261876
403 => 0.028012699847224
404 => 0.027182160730124
405 => 0.027462443301414
406 => 0.026138737295743
407 => 0.026985597488911
408 => 0.024872930741861
409 => 0.026632422387036
410 => 0.025674811078835
411 => 0.026317821317418
412 => 0.026315577915271
413 => 0.025131592199458
414 => 0.024448693947729
415 => 0.024883863292529
416 => 0.025350399373939
417 => 0.025426093283532
418 => 0.026030969490919
419 => 0.02619977743863
420 => 0.025688281476176
421 => 0.024829150419379
422 => 0.02502870696918
423 => 0.024444649940617
424 => 0.023421112463489
425 => 0.024156234948812
426 => 0.024407238086355
427 => 0.024518095371228
428 => 0.023511563816546
429 => 0.023195289749202
430 => 0.023026908089545
501 => 0.024699219835151
502 => 0.024790832847606
503 => 0.024322127723114
504 => 0.026440719330264
505 => 0.025961216800599
506 => 0.026496938607207
507 => 0.025010599303938
508 => 0.025067379466944
509 => 0.024363722621133
510 => 0.02475772343642
511 => 0.024479256359414
512 => 0.024725892064137
513 => 0.02487372448863
514 => 0.025577265871277
515 => 0.026640455699511
516 => 0.025472180249747
517 => 0.024963145906272
518 => 0.025278947950046
519 => 0.026119970408523
520 => 0.027394162484263
521 => 0.02663981512992
522 => 0.026974581676128
523 => 0.027047713273748
524 => 0.026491485462112
525 => 0.027414671397073
526 => 0.027909414239568
527 => 0.028416918023361
528 => 0.028857569338896
529 => 0.028214209851867
530 => 0.028902696724948
531 => 0.028347897839538
601 => 0.027850185885271
602 => 0.027850940708859
603 => 0.027538718729536
604 => 0.026933749302096
605 => 0.02682218365778
606 => 0.0274025622287
607 => 0.027867970880523
608 => 0.027906304166244
609 => 0.028163978309453
610 => 0.028316467213149
611 => 0.029811065767986
612 => 0.030412205670709
613 => 0.031147268164762
614 => 0.031433616432048
615 => 0.032295422055044
616 => 0.031599444022044
617 => 0.031448864796698
618 => 0.029358406249781
619 => 0.029700718719729
620 => 0.030248794012356
621 => 0.029367443809488
622 => 0.029926457654356
623 => 0.030036818828865
624 => 0.029337495866848
625 => 0.029711034476822
626 => 0.028719026675209
627 => 0.026662078758742
628 => 0.027416961368114
629 => 0.02797280905935
630 => 0.02717954586843
701 => 0.02860143943463
702 => 0.027770798567097
703 => 0.027507525289882
704 => 0.026480402371767
705 => 0.026965164851531
706 => 0.027620813046541
707 => 0.027215698689308
708 => 0.028056371808793
709 => 0.029246989145314
710 => 0.030095493961807
711 => 0.030160631625691
712 => 0.029615099874093
713 => 0.030489317987565
714 => 0.030495685712116
715 => 0.029509564108834
716 => 0.028905570117572
717 => 0.028768341411943
718 => 0.029111165623877
719 => 0.029527417506005
720 => 0.030183730708183
721 => 0.030580327030736
722 => 0.031614439901519
723 => 0.031894241194013
724 => 0.032201657984013
725 => 0.03261246161928
726 => 0.033105736711308
727 => 0.032026478892117
728 => 0.032069359817262
729 => 0.031064369879374
730 => 0.029990394000604
731 => 0.030805407819607
801 => 0.031870929971208
802 => 0.031626498012334
803 => 0.031598994423668
804 => 0.031645247830944
805 => 0.031460954116354
806 => 0.030627400475507
807 => 0.030208795055395
808 => 0.030748902844971
809 => 0.031035946097699
810 => 0.031481125149877
811 => 0.031426247435107
812 => 0.032572980864778
813 => 0.03301856680013
814 => 0.03290456685017
815 => 0.032925545584524
816 => 0.03373225763652
817 => 0.034629487351326
818 => 0.035469861379131
819 => 0.036324725935118
820 => 0.035294153346944
821 => 0.03477089214355
822 => 0.035310764138961
823 => 0.035024300458947
824 => 0.036670405734954
825 => 0.036784378492761
826 => 0.038430364736619
827 => 0.039992601682437
828 => 0.039011388647151
829 => 0.03993662834462
830 => 0.040937350513333
831 => 0.042867905938099
901 => 0.042217762788797
902 => 0.041719763325473
903 => 0.041249156238948
904 => 0.042228414879235
905 => 0.043488215475926
906 => 0.043759564458234
907 => 0.04419925347286
908 => 0.043736974236595
909 => 0.044293738658289
910 => 0.046259361721553
911 => 0.045728233018824
912 => 0.04497394487775
913 => 0.046525615505751
914 => 0.047087159074058
915 => 0.051028365919085
916 => 0.056004302364066
917 => 0.053944232002083
918 => 0.052665479850346
919 => 0.052966016938411
920 => 0.054783060482039
921 => 0.055366637198173
922 => 0.053780274512763
923 => 0.054340604631718
924 => 0.057428078677602
925 => 0.059084409445192
926 => 0.056834889787905
927 => 0.050628554270692
928 => 0.044906029483492
929 => 0.046423900745707
930 => 0.046251821249601
1001 => 0.049568926941672
1002 => 0.04571556577492
1003 => 0.045780446494473
1004 => 0.04916614641938
1005 => 0.048262899725006
1006 => 0.046799755759216
1007 => 0.044916712053654
1008 => 0.041435731603461
1009 => 0.038352530144404
1010 => 0.044399398224505
1011 => 0.044138646277375
1012 => 0.043761038816657
1013 => 0.04460136335909
1014 => 0.04868174080686
1015 => 0.048587674899796
1016 => 0.047989275591902
1017 => 0.04844315619289
1018 => 0.046720188295383
1019 => 0.04716423635382
1020 => 0.044905123006328
1021 => 0.045926336588302
1022 => 0.046796616509397
1023 => 0.046971338088271
1024 => 0.04736499472698
1025 => 0.044001241849897
1026 => 0.045511468137112
1027 => 0.046398584591783
1028 => 0.042390560176003
1029 => 0.046319358835864
1030 => 0.043942686395982
1031 => 0.043136008073464
1101 => 0.044222094162947
1102 => 0.043798845357622
1103 => 0.043434960888807
1104 => 0.04323190710288
1105 => 0.044029408860049
1106 => 0.043992204449856
1107 => 0.042687336786707
1108 => 0.040985190113339
1109 => 0.041556486407981
1110 => 0.041348929108207
1111 => 0.040596714678398
1112 => 0.041103616381373
1113 => 0.038871477818555
1114 => 0.035031199437693
1115 => 0.037568204966998
1116 => 0.037470533013851
1117 => 0.037421282386004
1118 => 0.039327771923594
1119 => 0.039144506944752
1120 => 0.038811879213618
1121 => 0.040590605709266
1122 => 0.039941346611107
1123 => 0.041942210166951
1124 => 0.043260108312571
1125 => 0.042925846713303
1126 => 0.044165336289213
1127 => 0.041569647920754
1128 => 0.042431831475814
1129 => 0.042609526311577
1130 => 0.040568656500414
1201 => 0.039174491361767
1202 => 0.039081516441665
1203 => 0.036664226219041
1204 => 0.037955523144282
1205 => 0.039091811000996
1206 => 0.03854761729713
1207 => 0.03837534182781
1208 => 0.039255459838574
1209 => 0.039323852545711
1210 => 0.037764491575046
1211 => 0.038088732099387
1212 => 0.039440868986391
1213 => 0.03805466171906
1214 => 0.035361487434308
1215 => 0.034693542975641
1216 => 0.034604426872196
1217 => 0.03279290852495
1218 => 0.03473817821827
1219 => 0.033889015867149
1220 => 0.036571509559813
1221 => 0.035039283549066
1222 => 0.034973232348164
1223 => 0.034873386270396
1224 => 0.033314137596041
1225 => 0.033655513960302
1226 => 0.034790300988194
1227 => 0.035195205784036
1228 => 0.035152970896543
1229 => 0.034784739912676
1230 => 0.034953314171442
1231 => 0.034410277748791
]
'min_raw' => 0.019000240324675
'max_raw' => 0.059084409445192
'avg_raw' => 0.039042324884933
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.01900024'
'max' => '$0.059084'
'avg' => '$0.039042'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.010823811479049
'max_diff' => 0.036902545886669
'year' => 2033
]
8 => [
'items' => [
101 => 0.034218520285626
102 => 0.033613280984835
103 => 0.032723746414295
104 => 0.032847441652162
105 => 0.031085040908542
106 => 0.03012479144573
107 => 0.029859007050309
108 => 0.029503589048856
109 => 0.029899152459304
110 => 0.031080048248669
111 => 0.029655637385677
112 => 0.027213584871883
113 => 0.027360356389017
114 => 0.027690108411163
115 => 0.027075617699422
116 => 0.026494053811056
117 => 0.026999676428221
118 => 0.025964946585117
119 => 0.027815150569222
120 => 0.027765107736588
121 => 0.028454749366016
122 => 0.028885996429768
123 => 0.027892111565714
124 => 0.027642152210155
125 => 0.027784540419101
126 => 0.025431180498884
127 => 0.028262429653111
128 => 0.028286914413367
129 => 0.028077261030927
130 => 0.029584813800542
131 => 0.03276622036193
201 => 0.031569247241754
202 => 0.031105743070917
203 => 0.030224621303337
204 => 0.031398663742804
205 => 0.031308515601368
206 => 0.030900831518127
207 => 0.030654262912531
208 => 0.031108573128548
209 => 0.030597968849139
210 => 0.030506250290089
211 => 0.029950535613028
212 => 0.029752170756724
213 => 0.029605309314249
214 => 0.029443629296391
215 => 0.029800255127635
216 => 0.028992094076001
217 => 0.028017531072735
218 => 0.027936506703931
219 => 0.028160222109934
220 => 0.028061244696431
221 => 0.027936032838155
222 => 0.027696969301285
223 => 0.02762604425668
224 => 0.027856516243706
225 => 0.027596326807705
226 => 0.027980250493777
227 => 0.027875844494632
228 => 0.027292641070532
301 => 0.026565753674541
302 => 0.026559282852018
303 => 0.026402676154886
304 => 0.026203213980114
305 => 0.026147728166169
306 => 0.026957094301699
307 => 0.028632457979957
308 => 0.02830354400186
309 => 0.028541218059495
310 => 0.029710339188401
311 => 0.030081967638581
312 => 0.029818194567145
313 => 0.02945712571815
314 => 0.02947301091505
315 => 0.030706892475041
316 => 0.030783848154428
317 => 0.030978290329395
318 => 0.03122820347358
319 => 0.029860755856255
320 => 0.029408604255247
321 => 0.029194349742273
322 => 0.028534528769246
323 => 0.029246089119881
324 => 0.028831493375618
325 => 0.028887436506127
326 => 0.028851003468993
327 => 0.028870898370859
328 => 0.027814633399501
329 => 0.028199480839411
330 => 0.027559597328172
331 => 0.026702865136917
401 => 0.026699993070202
402 => 0.02690967706028
403 => 0.026784948818047
404 => 0.026449308325252
405 => 0.026496984473075
406 => 0.026079291250945
407 => 0.026547699992822
408 => 0.026561132279492
409 => 0.026380769399472
410 => 0.027102417694284
411 => 0.027398077589477
412 => 0.027279358878101
413 => 0.027389747968207
414 => 0.028317211862607
415 => 0.028468428945481
416 => 0.028535589584854
417 => 0.028445603225174
418 => 0.027406700305627
419 => 0.027452780067865
420 => 0.027114677346963
421 => 0.026829016176188
422 => 0.026840441124924
423 => 0.026987308100055
424 => 0.027628684794087
425 => 0.028978424235456
426 => 0.029029645860609
427 => 0.029091727964535
428 => 0.028839208847903
429 => 0.028763046666044
430 => 0.028863524243043
501 => 0.029370415411293
502 => 0.030674277115641
503 => 0.030213405307329
504 => 0.029838709353275
505 => 0.030167418722285
506 => 0.030116816491435
507 => 0.029689682738777
508 => 0.029677694516953
509 => 0.02885788828268
510 => 0.028554824583955
511 => 0.028301561873375
512 => 0.028025005605012
513 => 0.027861053778877
514 => 0.028112958298593
515 => 0.028170571842699
516 => 0.027619778207802
517 => 0.027544707070617
518 => 0.027994497042581
519 => 0.02779656124578
520 => 0.028000143121362
521 => 0.028047375862789
522 => 0.028039770303557
523 => 0.027833102598916
524 => 0.027964826430934
525 => 0.027653260299445
526 => 0.027314478927171
527 => 0.027098357518485
528 => 0.026909762925062
529 => 0.027014406166675
530 => 0.026641372117425
531 => 0.026522031017378
601 => 0.027920201360527
602 => 0.028953044825875
603 => 0.028938026872838
604 => 0.028846608946029
605 => 0.028710780450239
606 => 0.029360478710802
607 => 0.029134136827949
608 => 0.029298819459222
609 => 0.029340738100589
610 => 0.029467613202921
611 => 0.029512960146721
612 => 0.02937589018708
613 => 0.028915866660838
614 => 0.027769531771169
615 => 0.027235909785556
616 => 0.027059805642127
617 => 0.027066206693271
618 => 0.026889637127162
619 => 0.026941644777674
620 => 0.026871550988731
621 => 0.026738810309983
622 => 0.027006209803816
623 => 0.027037025104482
624 => 0.026974610867435
625 => 0.026989311679688
626 => 0.026472548454411
627 => 0.026511836840078
628 => 0.026293074116157
629 => 0.026252058742646
630 => 0.025699045626424
701 => 0.024719302730503
702 => 0.025262175400787
703 => 0.024606461554533
704 => 0.02435813278527
705 => 0.025533682555912
706 => 0.025415689963615
707 => 0.025213737935749
708 => 0.024915008796045
709 => 0.024804207252278
710 => 0.024131012147858
711 => 0.024091236189733
712 => 0.02442488986128
713 => 0.024270920172183
714 => 0.024054688415809
715 => 0.023271518913285
716 => 0.022390977093938
717 => 0.022417555116575
718 => 0.022697639086247
719 => 0.023512021002536
720 => 0.023193827898892
721 => 0.022962975151353
722 => 0.022919743371146
723 => 0.023460879612287
724 => 0.024226700765048
725 => 0.024586006915641
726 => 0.024229945432694
727 => 0.023820921172795
728 => 0.023845816584259
729 => 0.024011434603389
730 => 0.024028838715487
731 => 0.023762605970666
801 => 0.023837548928866
802 => 0.023723703722433
803 => 0.023025035900694
804 => 0.023012399215298
805 => 0.022840934864303
806 => 0.022835742991899
807 => 0.022544039357069
808 => 0.022503228002105
809 => 0.021924032730005
810 => 0.022305260812066
811 => 0.022049553029992
812 => 0.021664141087039
813 => 0.021597695922804
814 => 0.021595698500932
815 => 0.021991430389811
816 => 0.022300636454538
817 => 0.022054001176339
818 => 0.021997847104318
819 => 0.022597425682478
820 => 0.022521123843127
821 => 0.022455046942343
822 => 0.024158129880418
823 => 0.022810006841713
824 => 0.022222148248665
825 => 0.021494561608448
826 => 0.021731467487313
827 => 0.021781387036861
828 => 0.02003167232449
829 => 0.019321813283594
830 => 0.019078216411233
831 => 0.018938022967234
901 => 0.019001910880103
902 => 0.018362954485135
903 => 0.018792343749917
904 => 0.018239061521515
905 => 0.018146301955387
906 => 0.019135639118286
907 => 0.019273299604879
908 => 0.018685997201311
909 => 0.019063140420024
910 => 0.018926383046236
911 => 0.018248545957304
912 => 0.018222657566339
913 => 0.017882542742239
914 => 0.01735032890173
915 => 0.017107092895414
916 => 0.016980413471453
917 => 0.017032683870712
918 => 0.017006254357346
919 => 0.01683378390502
920 => 0.017016140161786
921 => 0.016550295280557
922 => 0.016364792095284
923 => 0.016281004610137
924 => 0.015867540465015
925 => 0.016525545788244
926 => 0.016655181126253
927 => 0.016785071885924
928 => 0.017915682268673
929 => 0.017859200169023
930 => 0.018369770841963
1001 => 0.018349931004492
1002 => 0.018204307977873
1003 => 0.017589948382391
1004 => 0.017834821167243
1005 => 0.017081140797149
1006 => 0.017645849375707
1007 => 0.017388139963247
1008 => 0.017558717564122
1009 => 0.017252003657387
1010 => 0.017421751797281
1011 => 0.016685922474049
1012 => 0.015998815405413
1013 => 0.016275327347738
1014 => 0.016575927452021
1015 => 0.01722770506959
1016 => 0.016839511697615
1017 => 0.016979120713393
1018 => 0.016511453880801
1019 => 0.015546523622738
1020 => 0.015551985023207
1021 => 0.015403551525153
1022 => 0.015275283311188
1023 => 0.016884100376121
1024 => 0.016684018542463
1025 => 0.016365214326591
1026 => 0.016791946438311
1027 => 0.0169047811818
1028 => 0.01690799342832
1029 => 0.017219326161481
1030 => 0.017385484496979
1031 => 0.017414770623782
1101 => 0.0179046594062
1102 => 0.018068863664277
1103 => 0.018745197764242
1104 => 0.017371387123096
1105 => 0.017343094397002
1106 => 0.016797951434242
1107 => 0.016452213148889
1108 => 0.016821624430432
1109 => 0.017148872396209
1110 => 0.016808119940738
1111 => 0.016852615017746
1112 => 0.016395182686775
1113 => 0.016558693220905
1114 => 0.016699530520146
1115 => 0.016621768441539
1116 => 0.016505354846137
1117 => 0.017122041794902
1118 => 0.017087245900437
1119 => 0.017661518964699
1120 => 0.018109205884951
1121 => 0.018911540879653
1122 => 0.018074262486013
1123 => 0.018043748733468
1124 => 0.01834202555915
1125 => 0.018068817999649
1126 => 0.018241475746449
1127 => 0.018883723047366
1128 => 0.018897292720794
1129 => 0.018669983207333
1130 => 0.018656151402781
1201 => 0.018699808681335
1202 => 0.018955510725434
1203 => 0.018866160574296
1204 => 0.018969558831263
1205 => 0.01909885993489
1206 => 0.019633704122023
1207 => 0.019762653244835
1208 => 0.019449373728858
1209 => 0.019477659361509
1210 => 0.019360484222818
1211 => 0.019247294507043
1212 => 0.019501728458075
1213 => 0.019966711504496
1214 => 0.019963818869097
1215 => 0.020071685897888
1216 => 0.020138886163206
1217 => 0.01985041343086
1218 => 0.019662628289539
1219 => 0.019734637061801
1220 => 0.019849780656794
1221 => 0.019697297545811
1222 => 0.018756101147778
1223 => 0.019041600011083
1224 => 0.018994079040048
1225 => 0.018926403398546
1226 => 0.019213474713296
1227 => 0.019185785984674
1228 => 0.018356401063773
1229 => 0.018409495595476
1230 => 0.0183596299181
1231 => 0.018520756123259
]
'min_raw' => 0.015275283311188
'max_raw' => 0.034218520285626
'avg_raw' => 0.024746901798407
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.015275'
'max' => '$0.034218'
'avg' => '$0.024746'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0037249570134871
'max_diff' => -0.024865889159566
'year' => 2034
]
9 => [
'items' => [
101 => 0.0180601166558
102 => 0.018201806253536
103 => 0.018290672640979
104 => 0.018343015625886
105 => 0.018532114379293
106 => 0.01850992582315
107 => 0.018530735107489
108 => 0.018811118638571
109 => 0.020229202322776
110 => 0.020306385488882
111 => 0.01992630735056
112 => 0.02007814107011
113 => 0.019786653530958
114 => 0.019982331068787
115 => 0.0201162086705
116 => 0.019511241531544
117 => 0.019475419303779
118 => 0.019182728691865
119 => 0.019340004047864
120 => 0.019089767647972
121 => 0.019151166907608
122 => 0.018979489224974
123 => 0.019288474873029
124 => 0.019633968839069
125 => 0.019721254258861
126 => 0.019491643898124
127 => 0.019325390864891
128 => 0.019033505305687
129 => 0.019518917495737
130 => 0.019660866812776
131 => 0.019518171896404
201 => 0.019485106366336
202 => 0.019422447246603
203 => 0.019498399794796
204 => 0.019660093726311
205 => 0.019583841854226
206 => 0.019634207559123
207 => 0.019442265428946
208 => 0.019850508927338
209 => 0.020498897851933
210 => 0.020500982528348
211 => 0.020424730245237
212 => 0.020393529453867
213 => 0.020471768923713
214 => 0.020514210626554
215 => 0.020767222725374
216 => 0.021038714787854
217 => 0.022305649782181
218 => 0.021949899505496
219 => 0.023073999602763
220 => 0.023963016833572
221 => 0.024229594229079
222 => 0.023984355568648
223 => 0.023145407358845
224 => 0.023104244557258
225 => 0.024357987377502
226 => 0.024003747605724
227 => 0.023961611912053
228 => 0.023513359320767
301 => 0.02377833211938
302 => 0.023720378681407
303 => 0.023628896344388
304 => 0.024134445985976
305 => 0.025080789784303
306 => 0.024933293228578
307 => 0.024823193891897
308 => 0.024340770647999
309 => 0.024631297193958
310 => 0.024527846255611
311 => 0.024972337138337
312 => 0.024709030586089
313 => 0.024001063891049
314 => 0.024113809920722
315 => 0.024096768585151
316 => 0.024447478063654
317 => 0.024342203783352
318 => 0.02407621209233
319 => 0.025077555284081
320 => 0.025012533626972
321 => 0.025104719470732
322 => 0.025145302530098
323 => 0.02575480248527
324 => 0.026004495115081
325 => 0.026061179713533
326 => 0.026298368399933
327 => 0.026055278242942
328 => 0.02702781219125
329 => 0.027674490517947
330 => 0.028425640672167
331 => 0.02952327293761
401 => 0.029935992823082
402 => 0.029861438669884
403 => 0.030693650926439
404 => 0.03218911785243
405 => 0.030163715292663
406 => 0.032296469106159
407 => 0.031621263872633
408 => 0.030020364410366
409 => 0.029917285358361
410 => 0.031001433061033
411 => 0.03340596832021
412 => 0.0328036595098
413 => 0.033406953481653
414 => 0.03270317901764
415 => 0.032668230683625
416 => 0.03337277272679
417 => 0.035018973613232
418 => 0.034236925279001
419 => 0.033115667225762
420 => 0.033943586723566
421 => 0.033226366234235
422 => 0.031610267734399
423 => 0.032803198935603
424 => 0.032005519814082
425 => 0.032238324988697
426 => 0.03391492785632
427 => 0.033713194563546
428 => 0.033974256124395
429 => 0.033513489302668
430 => 0.033083060434916
501 => 0.032279632989189
502 => 0.032041777731004
503 => 0.032107512367231
504 => 0.032041745156183
505 => 0.031592234884178
506 => 0.031495163183737
507 => 0.031333372763527
508 => 0.031383518379964
509 => 0.031079305056511
510 => 0.031653418451546
511 => 0.031759978956735
512 => 0.032177770808558
513 => 0.032221147344585
514 => 0.033384691705017
515 => 0.03274383102386
516 => 0.033173775698029
517 => 0.033135317399576
518 => 0.030055060756065
519 => 0.030479492944206
520 => 0.031139776234796
521 => 0.030842319507378
522 => 0.030421785288964
523 => 0.030082181359976
524 => 0.029567646681275
525 => 0.030291844360784
526 => 0.0312440872995
527 => 0.032245297796951
528 => 0.033448186607728
529 => 0.033179715828332
530 => 0.032222810627346
531 => 0.032265736695642
601 => 0.032531088759066
602 => 0.032187433727155
603 => 0.032086083149301
604 => 0.032517164746013
605 => 0.032520133368052
606 => 0.03212471672174
607 => 0.031685283479846
608 => 0.031683442238518
609 => 0.031605249337544
610 => 0.032717089361016
611 => 0.033328488954221
612 => 0.033398584932262
613 => 0.033323770936403
614 => 0.033352563874148
615 => 0.032996803922133
616 => 0.033809965675102
617 => 0.034556203312989
618 => 0.034356195684994
619 => 0.034056355817869
620 => 0.033817518921459
621 => 0.034299933302545
622 => 0.034278452149546
623 => 0.034549685578226
624 => 0.034537380863181
625 => 0.034446175262721
626 => 0.034356198942233
627 => 0.034712944882506
628 => 0.034610207780872
629 => 0.034507311100142
630 => 0.034300936054245
701 => 0.034328985850509
702 => 0.034029197754965
703 => 0.033890502064596
704 => 0.031804851658942
705 => 0.031247497719959
706 => 0.031422852615149
707 => 0.031480583999733
708 => 0.031238022851219
709 => 0.031585793229341
710 => 0.031531593584291
711 => 0.03174245269745
712 => 0.031610717077987
713 => 0.031616123553761
714 => 0.032003529921608
715 => 0.032115995638338
716 => 0.0320587946671
717 => 0.032098856266621
718 => 0.03302205891864
719 => 0.032890809023881
720 => 0.032821085133198
721 => 0.032840399127419
722 => 0.033076297198698
723 => 0.033142335779099
724 => 0.032862525673492
725 => 0.032994485736859
726 => 0.033556354938452
727 => 0.033752977359967
728 => 0.034380501745326
729 => 0.034113918233069
730 => 0.034603243807281
731 => 0.036107263799026
801 => 0.0373087790387
802 => 0.036203815969579
803 => 0.038410245695197
804 => 0.040128267730137
805 => 0.04006232718292
806 => 0.039762750302563
807 => 0.037806827891763
808 => 0.036006958928185
809 => 0.037512625742691
810 => 0.037516463997045
811 => 0.037387125882369
812 => 0.036583817960221
813 => 0.037359172507949
814 => 0.037420717336273
815 => 0.037386268598502
816 => 0.036770374298047
817 => 0.035830017537545
818 => 0.036013760997651
819 => 0.03631473653357
820 => 0.035744927054002
821 => 0.035562838399306
822 => 0.03590137585217
823 => 0.036992214062376
824 => 0.036785997417532
825 => 0.036780612267548
826 => 0.037662894523658
827 => 0.037031370836711
828 => 0.036016078591111
829 => 0.035759703909038
830 => 0.034849746502357
831 => 0.035478257324309
901 => 0.035500876309874
902 => 0.035156647355916
903 => 0.036044010873571
904 => 0.036035833662539
905 => 0.036878253255922
906 => 0.038488643120121
907 => 0.038012371594805
908 => 0.037458519629057
909 => 0.037518738694383
910 => 0.038179193207691
911 => 0.037779867332235
912 => 0.037923467701248
913 => 0.038178975851334
914 => 0.038333130262192
915 => 0.037496558246962
916 => 0.037301513292347
917 => 0.036902519766681
918 => 0.036798429803402
919 => 0.037123401704784
920 => 0.037037783090196
921 => 0.035498975271723
922 => 0.035338161292846
923 => 0.035343093227989
924 => 0.034938718831816
925 => 0.034321950816678
926 => 0.035942780335157
927 => 0.035812605041329
928 => 0.035668901591709
929 => 0.035686504444327
930 => 0.03639005160329
1001 => 0.035981958721108
1002 => 0.037066940533495
1003 => 0.036843900890407
1004 => 0.03661514112208
1005 => 0.036583519553904
1006 => 0.036495466559964
1007 => 0.036193500080668
1008 => 0.035828857411546
1009 => 0.035588088736585
1010 => 0.032828130680246
1011 => 0.033340362841565
1012 => 0.033929639251732
1013 => 0.034133055107145
1014 => 0.033785098210513
1015 => 0.036207239539769
1016 => 0.036649788100959
1017 => 0.035309279642387
1018 => 0.035058525242388
1019 => 0.036223678956487
1020 => 0.035520948832637
1021 => 0.035837388164378
1022 => 0.035153419412214
1023 => 0.036543191111903
1024 => 0.036532603380056
1025 => 0.035991950799459
1026 => 0.03644890665835
1027 => 0.036369499332737
1028 => 0.035759103900812
1029 => 0.036562541735838
1030 => 0.03656294023098
1031 => 0.036042573876957
1101 => 0.0354348998983
1102 => 0.035326262143535
1103 => 0.035244418188748
1104 => 0.035817259568626
1105 => 0.036330867358596
1106 => 0.037286564121562
1107 => 0.037526848994566
1108 => 0.038464696850572
1109 => 0.037906254115304
1110 => 0.038153804546804
1111 => 0.038422555558344
1112 => 0.038551404676268
1113 => 0.038341451953036
1114 => 0.039798315706992
1115 => 0.039921319644978
1116 => 0.039962561801405
1117 => 0.039471315540523
1118 => 0.039907657197805
1119 => 0.03970350738648
1120 => 0.040234648481098
1121 => 0.040317938186684
1122 => 0.04024739476917
1123 => 0.040273832236362
1124 => 0.039030656030738
1125 => 0.038966190786199
1126 => 0.038087202602671
1127 => 0.038445396784611
1128 => 0.037775769930168
1129 => 0.037988115503633
1130 => 0.038081715409113
1201 => 0.038032824130238
1202 => 0.038465648546228
1203 => 0.03809765937245
1204 => 0.037126475439829
1205 => 0.036155026908796
1206 => 0.036142831163813
1207 => 0.035887065913083
1208 => 0.035702194482547
1209 => 0.035737807278735
1210 => 0.03586331141755
1211 => 0.035694899953845
1212 => 0.035730839078305
1213 => 0.036327668005462
1214 => 0.036447357790414
1215 => 0.036040605135329
1216 => 0.034407434531031
1217 => 0.034006650368239
1218 => 0.034294726076559
1219 => 0.034157044442433
1220 => 0.02756740071306
1221 => 0.029115539761709
1222 => 0.028195688108836
1223 => 0.02861959807082
1224 => 0.027680667727667
1225 => 0.028128774500975
1226 => 0.028046025542185
1227 => 0.030535387319648
1228 => 0.030496519359498
1229 => 0.030515123395175
1230 => 0.02962710429975
1231 => 0.031041742831107
]
'min_raw' => 0.0180601166558
'max_raw' => 0.040317938186684
'avg_raw' => 0.029189027421242
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.01806'
'max' => '$0.040317'
'avg' => '$0.029189'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0027848333446121
'max_diff' => 0.0060994179010577
'year' => 2035
]
10 => [
'items' => [
101 => 0.03173864464041
102 => 0.031609666662949
103 => 0.031642127641155
104 => 0.031084340487219
105 => 0.030520523994087
106 => 0.029895164732468
107 => 0.031057004943816
108 => 0.030927828145588
109 => 0.031224113244378
110 => 0.03197764967149
111 => 0.032088610772789
112 => 0.032237743618191
113 => 0.032184290109113
114 => 0.033457769557758
115 => 0.033303542793839
116 => 0.033675184920815
117 => 0.032910688869069
118 => 0.032045589019887
119 => 0.032210016218972
120 => 0.03219418055746
121 => 0.031992574411088
122 => 0.031810573396563
123 => 0.031507592985846
124 => 0.032466267838017
125 => 0.032427347389765
126 => 0.033057424206897
127 => 0.032946052009229
128 => 0.032202281215804
129 => 0.032228845135197
130 => 0.0324075002593
131 => 0.03302582768367
201 => 0.033209389362164
202 => 0.033124356279018
203 => 0.033325623279578
204 => 0.033484696510504
205 => 0.033345600428247
206 => 0.035314907625318
207 => 0.034497113977475
208 => 0.034895700911262
209 => 0.03499076154636
210 => 0.034747265728467
211 => 0.034800071252437
212 => 0.034880057232606
213 => 0.035365716441335
214 => 0.036640226731665
215 => 0.037204698663368
216 => 0.038902940320448
217 => 0.037157827127269
218 => 0.037054279332382
219 => 0.037360183936807
220 => 0.038357231566649
221 => 0.039165245022714
222 => 0.039433309701506
223 => 0.039468738874074
224 => 0.039971646032089
225 => 0.040259903036401
226 => 0.039910579875335
227 => 0.039614565071991
228 => 0.038554276789124
229 => 0.038677008044935
301 => 0.039522504690742
302 => 0.04071681850245
303 => 0.041741664000068
304 => 0.041382798826274
305 => 0.044120686782995
306 => 0.044392137190634
307 => 0.044354631521341
308 => 0.04497303594718
309 => 0.04374562909776
310 => 0.043220888889745
311 => 0.039678566832385
312 => 0.040673814841064
313 => 0.042120466270545
314 => 0.041928996529189
315 => 0.040878399591996
316 => 0.041740867028082
317 => 0.041455708321862
318 => 0.04123079181902
319 => 0.042261177920747
320 => 0.04112822607597
321 => 0.042109164209231
322 => 0.040851100906818
323 => 0.041384438092159
324 => 0.041081690111143
325 => 0.041277605158258
326 => 0.040132289796027
327 => 0.040750274164528
328 => 0.040106579614553
329 => 0.040106274419525
330 => 0.040092064826658
331 => 0.040849368610124
401 => 0.040874064259315
402 => 0.040314415619111
403 => 0.040233761506702
404 => 0.040531982032807
405 => 0.040182843900818
406 => 0.040346203435326
407 => 0.040187791894701
408 => 0.040152130120249
409 => 0.039867971034062
410 => 0.039745547486616
411 => 0.039793552914036
412 => 0.039629685641758
413 => 0.039530949682873
414 => 0.040072423759287
415 => 0.039783136003261
416 => 0.040028086261706
417 => 0.039748934527021
418 => 0.038781272993981
419 => 0.038224760613495
420 => 0.036396937679854
421 => 0.036915305996428
422 => 0.037258984726606
423 => 0.037145398908332
424 => 0.037389425197861
425 => 0.037404406430139
426 => 0.03732507099586
427 => 0.037233210726463
428 => 0.037188498227512
429 => 0.037521748562429
430 => 0.037715211598539
501 => 0.037293477485008
502 => 0.037194671082895
503 => 0.037621067556253
504 => 0.03788116915868
505 => 0.039801613252536
506 => 0.039659340551111
507 => 0.040016417112082
508 => 0.039976215771103
509 => 0.040350488893757
510 => 0.040962267269673
511 => 0.039718350775511
512 => 0.039934251667502
513 => 0.039881317754665
514 => 0.040459236334995
515 => 0.040461040533721
516 => 0.040114549475639
517 => 0.040302387899401
518 => 0.040197541644335
519 => 0.04038701299806
520 => 0.039657440412444
521 => 0.040545981069231
522 => 0.041049726365334
523 => 0.041056720869259
524 => 0.041295492141642
525 => 0.041538097583083
526 => 0.042003757601447
527 => 0.041525110577908
528 => 0.04066407117791
529 => 0.040726235441449
530 => 0.040221408356272
531 => 0.040229894590778
601 => 0.040184594405905
602 => 0.040320543670747
603 => 0.039687273630986
604 => 0.039835900843556
605 => 0.039627821875598
606 => 0.039933799344462
607 => 0.039604618167852
608 => 0.03988129222833
609 => 0.040000695580941
610 => 0.040441296522648
611 => 0.039539541050521
612 => 0.037700800599373
613 => 0.038087326134777
614 => 0.037515624506989
615 => 0.037568537669262
616 => 0.037675430678122
617 => 0.037328955463192
618 => 0.037395052015512
619 => 0.037392690581549
620 => 0.037372341019404
621 => 0.037282209434493
622 => 0.037151500804381
623 => 0.037672203756751
624 => 0.037760681334922
625 => 0.037957356031142
626 => 0.038542526521373
627 => 0.038484054190128
628 => 0.038579424988382
629 => 0.038371231071279
630 => 0.037578195187962
701 => 0.037621260851837
702 => 0.037084231333238
703 => 0.037943622978945
704 => 0.037740107693826
705 => 0.037608900065564
706 => 0.037573098848563
707 => 0.038159719863254
708 => 0.038335246065008
709 => 0.0382258699152
710 => 0.038001536240933
711 => 0.038432323213823
712 => 0.038547583634325
713 => 0.038573386191835
714 => 0.039336658112587
715 => 0.038616044613312
716 => 0.03878950344487
717 => 0.040142779732677
718 => 0.038915544878998
719 => 0.039565638551595
720 => 0.039533819849245
721 => 0.039866385774175
722 => 0.039506539736529
723 => 0.039511000459437
724 => 0.039806296470808
725 => 0.039391606479754
726 => 0.039288923406171
727 => 0.039147067475445
728 => 0.039456804710489
729 => 0.039642478174687
730 => 0.041138869933993
731 => 0.042105607254259
801 => 0.042063638637598
802 => 0.042447153231922
803 => 0.042274376394588
804 => 0.04171643441061
805 => 0.042668773343484
806 => 0.04236741345757
807 => 0.042392257200412
808 => 0.042391332515063
809 => 0.042591710493858
810 => 0.042449724331509
811 => 0.04216985503094
812 => 0.042355645333611
813 => 0.042907376111296
814 => 0.044619965374395
815 => 0.045578353014815
816 => 0.044562269235055
817 => 0.045263150220429
818 => 0.044842871378634
819 => 0.044766494210868
820 => 0.045206699264381
821 => 0.045647674838567
822 => 0.045619586600881
823 => 0.045299460978369
824 => 0.045118630137098
825 => 0.046487941849974
826 => 0.047496827394405
827 => 0.04742802816393
828 => 0.047731685592541
829 => 0.048623233194714
830 => 0.048704745134219
831 => 0.048694476503372
901 => 0.048492440656419
902 => 0.049370285052844
903 => 0.050102598292545
904 => 0.048445675195226
905 => 0.049076609819969
906 => 0.04935985670046
907 => 0.049775747156584
908 => 0.050477424067398
909 => 0.051239631303151
910 => 0.051347415763464
911 => 0.051270937530911
912 => 0.050768241369701
913 => 0.051602257622086
914 => 0.052090804782645
915 => 0.052381723436555
916 => 0.053119444738622
917 => 0.049361605936765
918 => 0.046701620856104
919 => 0.046286225775109
920 => 0.047130948006918
921 => 0.047353694522912
922 => 0.047263905681615
923 => 0.044269850638068
924 => 0.046270462694939
925 => 0.048422953051892
926 => 0.048505638972795
927 => 0.049583220651937
928 => 0.04993412541823
929 => 0.050801719911799
930 => 0.050747451640006
1001 => 0.050958697092746
1002 => 0.050910135421422
1003 => 0.052517171527183
1004 => 0.054289970999008
1005 => 0.054228584590456
1006 => 0.053973723691569
1007 => 0.054352235586656
1008 => 0.056181954626317
1009 => 0.056013503417795
1010 => 0.056177139418234
1011 => 0.05833448128444
1012 => 0.06113933258881
1013 => 0.059836197555463
1014 => 0.062663625610821
1015 => 0.064443341696147
1016 => 0.067521176639641
1017 => 0.067135816546059
1018 => 0.068333995103365
1019 => 0.066445941551468
1020 => 0.062110588957735
1021 => 0.061424502814714
1022 => 0.062798064647511
1023 => 0.066174832383239
1024 => 0.062691718214617
1025 => 0.063396347674511
1026 => 0.063193414342659
1027 => 0.063182600887815
1028 => 0.063595306477684
1029 => 0.062996655494303
1030 => 0.060557643692753
1031 => 0.061675428428217
1101 => 0.061243798061422
1102 => 0.061722724133556
1103 => 0.064307290620725
1104 => 0.063164592168378
1105 => 0.061960852174115
1106 => 0.06347060925821
1107 => 0.065393048835083
1108 => 0.065272746021319
1109 => 0.06503930827994
1110 => 0.066355184605689
1111 => 0.068528626780237
1112 => 0.06911609946642
1113 => 0.069549759793009
1114 => 0.069609554225295
1115 => 0.070225474039868
1116 => 0.066913517965131
1117 => 0.072169677312802
1118 => 0.073077270833673
1119 => 0.072906680867647
1120 => 0.073915432868721
1121 => 0.073618632440437
1122 => 0.073188615186413
1123 => 0.07478770167582
1124 => 0.072954478055341
1125 => 0.070352447922506
1126 => 0.068924922729313
1127 => 0.070804803058883
1128 => 0.071952780377368
1129 => 0.072711520359817
1130 => 0.072941114620063
1201 => 0.067170615687283
1202 => 0.064060636809058
1203 => 0.06605409761402
1204 => 0.068486257377389
1205 => 0.066900007194843
1206 => 0.06696218519883
1207 => 0.064700609297734
1208 => 0.068686356662062
1209 => 0.068105666796491
1210 => 0.071118286846295
1211 => 0.070399300893623
1212 => 0.072855975595001
1213 => 0.072209050813994
1214 => 0.07489439941088
1215 => 0.075965657669088
1216 => 0.077764467012655
1217 => 0.079087678488254
1218 => 0.079864693575728
1219 => 0.079818044504386
1220 => 0.082896965388337
1221 => 0.081081433312374
1222 => 0.078800697136907
1223 => 0.078759445815124
1224 => 0.079940671398679
1225 => 0.082416196168399
1226 => 0.083058063723767
1227 => 0.083416780122035
1228 => 0.082867393471079
1229 => 0.080896763522977
1230 => 0.080045855502707
1231 => 0.080770853789156
]
'min_raw' => 0.029895164732468
'max_raw' => 0.083416780122035
'avg_raw' => 0.056655972427252
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.029895'
'max' => '$0.083416'
'avg' => '$0.056655'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.011835048076668
'max_diff' => 0.043098841935351
'year' => 2036
]
11 => [
'items' => [
101 => 0.079884243184642
102 => 0.081414781827031
103 => 0.083516538288446
104 => 0.083082533890409
105 => 0.084533345523469
106 => 0.08603478293385
107 => 0.088181905864469
108 => 0.088743243306265
109 => 0.089671112751802
110 => 0.090626195200495
111 => 0.090932941942821
112 => 0.091518616651846
113 => 0.091515529857033
114 => 0.093280500013135
115 => 0.095227316751892
116 => 0.095962195001861
117 => 0.097652007016243
118 => 0.09475826315969
119 => 0.096953201115819
120 => 0.098933090095108
121 => 0.096572584832758
122 => 0.09982599140972
123 => 0.099952313814725
124 => 0.10185963215344
125 => 0.099926199619172
126 => 0.098778133552057
127 => 0.10209255727034
128 => 0.10369630250425
129 => 0.10321324138809
130 => 0.099537122442402
131 => 0.097397463539854
201 => 0.091797563482506
202 => 0.098430886998114
203 => 0.10166178538587
204 => 0.099528755196105
205 => 0.10060453155286
206 => 0.10647361853369
207 => 0.10870818686075
208 => 0.10824341226953
209 => 0.1083219515246
210 => 0.1095276840336
211 => 0.11487456598751
212 => 0.11167059038097
213 => 0.11411990968149
214 => 0.11541901980681
215 => 0.1166257056914
216 => 0.11366246653584
217 => 0.10980733593308
218 => 0.10858625424382
219 => 0.099316667381164
220 => 0.098834145129187
221 => 0.098563290767232
222 => 0.096855592328216
223 => 0.09551380913312
224 => 0.094446773319162
225 => 0.091646552699473
226 => 0.092591544957279
227 => 0.088128577740958
228 => 0.090983826008114
301 => 0.083860822568753
302 => 0.089793071494243
303 => 0.08656441811036
304 => 0.088732372023283
305 => 0.088724808236314
306 => 0.084732917732209
307 => 0.08243047859807
308 => 0.083897682426615
309 => 0.0854706413976
310 => 0.085725848698573
311 => 0.087765231062885
312 => 0.088334378844387
313 => 0.086609834495466
314 => 0.08371321415486
315 => 0.084386032995107
316 => 0.082416843945747
317 => 0.078965915880507
318 => 0.081444432664386
319 => 0.082290707267093
320 => 0.082664470342849
321 => 0.079270878932451
322 => 0.07820453883285
323 => 0.077636828311283
324 => 0.083275144118674
325 => 0.083584023786381
326 => 0.082003751735207
327 => 0.089146731254057
328 => 0.087530054997495
329 => 0.089336278471374
330 => 0.084324981737508
331 => 0.084516420021348
401 => 0.082143991837943
402 => 0.083472393094941
403 => 0.082533521902866
404 => 0.083365071400892
405 => 0.083863498741403
406 => 0.086235537632687
407 => 0.089820156368123
408 => 0.085881234122856
409 => 0.084164989294187
410 => 0.085229737933366
411 => 0.088065303870433
412 => 0.09236133141504
413 => 0.089817996643021
414 => 0.090946685426218
415 => 0.091193253713478
416 => 0.089317892811962
417 => 0.092430478646466
418 => 0.094098538681779
419 => 0.095809623121621
420 => 0.097295309797238
421 => 0.095126178368795
422 => 0.097447459930006
423 => 0.095576916753026
424 => 0.093898846150075
425 => 0.093901391090502
426 => 0.092848712888572
427 => 0.090809016226342
428 => 0.090432864867266
429 => 0.092389651739861
430 => 0.093958809503276
501 => 0.094088052852429
502 => 0.094956819216493
503 => 0.09547094620174
504 => 0.10051008957891
505 => 0.10253687473119
506 => 0.10501518925031
507 => 0.10598063242567
508 => 0.10888627025294
509 => 0.10653973172305
510 => 0.10603204335169
511 => 0.098983916409606
512 => 0.10013804680153
513 => 0.10198592091602
514 => 0.09901438717314
515 => 0.10089914138021
516 => 0.10127123178524
517 => 0.098913415593628
518 => 0.10017282709679
519 => 0.096828203533878
520 => 0.089893060021993
521 => 0.092438199443711
522 => 0.094312278742761
523 => 0.091637736510705
524 => 0.096431749942587
525 => 0.093631186264206
526 => 0.092743542028923
527 => 0.089280525399067
528 => 0.090914935944625
529 => 0.093125499609997
530 => 0.091759628270407
531 => 0.09459401638667
601 => 0.098608265862999
602 => 0.10146905909252
603 => 0.10168867527407
604 => 0.099849376885751
605 => 0.10279686429128
606 => 0.10281833351919
607 => 0.099493555684907
608 => 0.097457147773852
609 => 0.096994471611822
610 => 0.098150327377579
611 => 0.099553749659953
612 => 0.10176655544342
613 => 0.10310370763438
614 => 0.10659029137768
615 => 0.10753366097043
616 => 0.10857013814107
617 => 0.10995519127876
618 => 0.1116183026909
619 => 0.10797950960213
620 => 0.1081240856351
621 => 0.10473569189335
622 => 0.10111470723548
623 => 0.1038625832287
624 => 0.1074550655552
625 => 0.10663094614016
626 => 0.10653821587074
627 => 0.10669416246268
628 => 0.10607280333696
629 => 0.10326241903999
630 => 0.10185106163998
701 => 0.10367207276166
702 => 0.10463985912895
703 => 0.10614081138478
704 => 0.10595578733799
705 => 0.1098220791585
706 => 0.11132440324935
707 => 0.11094004445884
708 => 0.11101077572641
709 => 0.11373066173255
710 => 0.11675573435859
711 => 0.11958911406638
712 => 0.12247134960163
713 => 0.11899670216832
714 => 0.11723249048814
715 => 0.11905270661333
716 => 0.11808687431591
717 => 0.12363683318137
718 => 0.12402110029164
719 => 0.1295706578319
720 => 0.13483784876662
721 => 0.13152962051205
722 => 0.13464913075024
723 => 0.13802313541024
724 => 0.14453213781192
725 => 0.1423401347925
726 => 0.14066109483269
727 => 0.13907441018373
728 => 0.14237604905912
729 => 0.14662355472733
730 => 0.14753842676616
731 => 0.14902086897708
801 => 0.14746226225671
802 => 0.1493394323765
803 => 0.15596666776971
804 => 0.15417593026624
805 => 0.15163279513589
806 => 0.15686436099238
807 => 0.15875764433865
808 => 0.17204569838293
809 => 0.18882241551597
810 => 0.18187674446103
811 => 0.17756534230182
812 => 0.17857862407706
813 => 0.18470491324634
814 => 0.18667248288881
815 => 0.18132395033864
816 => 0.1832131424557
817 => 0.19362277676195
818 => 0.1992072115862
819 => 0.19162279900521
820 => 0.17069770549642
821 => 0.15140381364245
822 => 0.1565214225774
823 => 0.15594124454207
824 => 0.16712509797581
825 => 0.15413322176902
826 => 0.15435197164482
827 => 0.16576709532366
828 => 0.16272173603091
829 => 0.1577886439968
830 => 0.15143983067359
831 => 0.13970346205147
901 => 0.12930823307
902 => 0.14969567098091
903 => 0.14881652758604
904 => 0.14754339766852
905 => 0.15037661053292
906 => 0.16413388798093
907 => 0.16381673820779
908 => 0.16179919316233
909 => 0.16332948329749
910 => 0.15752037673726
911 => 0.15901751576873
912 => 0.15140075739141
913 => 0.15484385028188
914 => 0.15777805979686
915 => 0.15836714579871
916 => 0.15969438664034
917 => 0.14835325896553
918 => 0.15344509233351
919 => 0.15643606739693
920 => 0.14292273324779
921 => 0.15616895222948
922 => 0.14815583516444
923 => 0.14543606287959
924 => 0.14909787795839
925 => 0.14767086506095
926 => 0.14644400316874
927 => 0.14575939315273
928 => 0.14844822600682
929 => 0.14832278874032
930 => 0.14392333631106
1001 => 0.13818442996172
1002 => 0.14011059530574
1003 => 0.13941080137836
1004 => 0.13687465791033
1005 => 0.13858371239265
1006 => 0.13105790138517
1007 => 0.11811013470442
1008 => 0.12666382597455
1009 => 0.12633451816527
1010 => 0.12616846623492
1011 => 0.13259632881775
1012 => 0.13197843814643
1013 => 0.13085696052759
1014 => 0.13685406109438
1015 => 0.13466503871512
1016 => 0.14141108988948
1017 => 0.14585447550014
1018 => 0.14472748918081
1019 => 0.14890651482439
1020 => 0.14015497026496
1021 => 0.14306188231658
1022 => 0.14366099286161
1023 => 0.13678005780429
1024 => 0.13207953270184
1025 => 0.13176606126742
1026 => 0.12361599851203
1027 => 0.12796969625095
1028 => 0.13180077009295
1029 => 0.12996598302597
1030 => 0.12938514425327
1031 => 0.13235252357444
1101 => 0.13258311436158
1102 => 0.12732561997787
1103 => 0.12841881954344
1104 => 0.13297764346115
1105 => 0.12830394887745
1106 => 0.11922372374498
1107 => 0.11697170236819
1108 => 0.11667124120354
1109 => 0.11056358061963
1110 => 0.11712219320505
1111 => 0.11425918305162
1112 => 0.12330339782217
1113 => 0.11813739085033
1114 => 0.11791469461494
1115 => 0.11757805659272
1116 => 0.11232094082386
1117 => 0.1134719150701
1118 => 0.11729792876294
1119 => 0.11866309355168
1120 => 0.11852069567975
1121 => 0.11727917920857
1122 => 0.11784753909148
1123 => 0.11601665387892
1124 => 0.11537013020378
1125 => 0.11332952364471
1126 => 0.11033039573481
1127 => 0.1107474428654
1128 => 0.1048053857114
1129 => 0.10156783760505
1130 => 0.10067172695942
1201 => 0.099473410353027
1202 => 0.10080708000871
1203 => 0.10478855261006
1204 => 0.099986051936294
1205 => 0.091752501387375
1206 => 0.092247351804653
1207 => 0.093359133769868
1208 => 0.091287335432863
1209 => 0.089326552179742
1210 => 0.091031294134957
1211 => 0.087542630226401
1212 => 0.093780722135928
1213 => 0.093611999231826
1214 => 0.095937174134681
1215 => 0.097391153718829
1216 => 0.094040201508848
1217 => 0.093197446089976
1218 => 0.093677517877664
1219 => 0.085743000600309
1220 => 0.095288754795289
1221 => 0.095371306873964
1222 => 0.094664445857534
1223 => 0.099747265274265
1224 => 0.1104735996147
1225 => 0.10643792117003
1226 => 0.10487518449723
1227 => 0.10190442093987
1228 => 0.10586278699356
1229 => 0.10555884624077
1230 => 0.10418431089053
1231 => 0.10335298762189
]
'min_raw' => 0.077636828311283
'max_raw' => 0.1992072115862
'avg_raw' => 0.13842201994874
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.077636'
'max' => '$0.1992072'
'avg' => '$0.138422'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.047741663578815
'max_diff' => 0.11579043146417
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0024369313270746
]
1 => [
'year' => 2028
'avg' => 0.004182481603479
]
2 => [
'year' => 2029
'avg' => 0.011425785921738
]
3 => [
'year' => 2030
'avg' => 0.0088149768228302
]
4 => [
'year' => 2031
'avg' => 0.0086573996680704
]
5 => [
'year' => 2032
'avg' => 0.015179146202075
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0024369313270746
'min' => '$0.002436'
'max_raw' => 0.015179146202075
'max' => '$0.015179'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.015179146202075
]
1 => [
'year' => 2033
'avg' => 0.039042324884933
]
2 => [
'year' => 2034
'avg' => 0.024746901798407
]
3 => [
'year' => 2035
'avg' => 0.029189027421242
]
4 => [
'year' => 2036
'avg' => 0.056655972427252
]
5 => [
'year' => 2037
'avg' => 0.13842201994874
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.015179146202075
'min' => '$0.015179'
'max_raw' => 0.13842201994874
'max' => '$0.138422'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.13842201994874
]
]
]
]
'prediction_2025_max_price' => '$0.004166'
'last_price' => 0.00404015
'sma_50day_nextmonth' => '$0.003763'
'sma_200day_nextmonth' => '$0.006994'
'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' => '$0.003948'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.003885'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.003832'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.003861'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.004368'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.005886'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.008026'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.003961'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.003915'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.003876'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.003966'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.004546'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.005928'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.014334'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.006848'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.015592'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.003995'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.004129'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.0048091'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.007773'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.0473061'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.126348'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.063174'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '49.10'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 120
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.003837'
'vwma_10_action' => 'BUY'
'hma_9' => '0.003971'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 171.77
'cci_20_action' => 'SELL'
'adx_14' => 30.5
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.000255'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 65.24
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.001215'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 15
'buy_signals' => 17
'sell_pct' => 46.88
'buy_pct' => 53.13
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767677973
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de DePlan para 2026
A previsão de preço para DePlan em 2026 sugere que o preço médio poderia variar entre $0.001395 na extremidade inferior e $0.004166 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, DePlan poderia potencialmente ganhar 3.13% até 2026 se DPLN atingir a meta de preço prevista.
Previsão de preço de DePlan 2027-2032
A previsão de preço de DPLN para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.002436 na extremidade inferior e $0.015179 na extremidade superior. Considerando a volatilidade de preços no mercado, se DePlan atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de DePlan | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.001343 | $0.002436 | $0.00353 |
| 2028 | $0.002425 | $0.004182 | $0.005939 |
| 2029 | $0.005327 | $0.011425 | $0.017524 |
| 2030 | $0.00453 | $0.008814 | $0.013099 |
| 2031 | $0.005356 | $0.008657 | $0.011958 |
| 2032 | $0.008176 | $0.015179 | $0.022181 |
Previsão de preço de DePlan 2032-2037
A previsão de preço de DePlan para 2032-2037 é atualmente estimada entre $0.015179 na extremidade inferior e $0.138422 na extremidade superior. Comparado ao preço atual, DePlan poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de DePlan | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.008176 | $0.015179 | $0.022181 |
| 2033 | $0.01900024 | $0.039042 | $0.059084 |
| 2034 | $0.015275 | $0.024746 | $0.034218 |
| 2035 | $0.01806 | $0.029189 | $0.040317 |
| 2036 | $0.029895 | $0.056655 | $0.083416 |
| 2037 | $0.077636 | $0.138422 | $0.1992072 |
DePlan Histograma de preços potenciais
Previsão de preço de DePlan baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para DePlan é Altista, com 17 indicadores técnicos mostrando sinais de alta e 15 indicando sinais de baixa. A previsão de preço de DPLN 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 DePlan
De acordo com nossos indicadores técnicos, o SMA de 200 dias de DePlan está projetado para aumentar no próximo mês, alcançando $0.006994 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para DePlan é esperado para alcançar $0.003763 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 49.10, sugerindo que o mercado de DPLN está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de DPLN 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 | $0.003948 | BUY |
| SMA 5 | $0.003885 | BUY |
| SMA 10 | $0.003832 | BUY |
| SMA 21 | $0.003861 | BUY |
| SMA 50 | $0.004368 | SELL |
| SMA 100 | $0.005886 | SELL |
| SMA 200 | $0.008026 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.003961 | BUY |
| EMA 5 | $0.003915 | BUY |
| EMA 10 | $0.003876 | BUY |
| EMA 21 | $0.003966 | BUY |
| EMA 50 | $0.004546 | SELL |
| EMA 100 | $0.005928 | SELL |
| EMA 200 | $0.014334 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.006848 | SELL |
| SMA 50 | $0.015592 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.007773 | SELL |
| EMA 50 | $0.0473061 | SELL |
| EMA 100 | $0.126348 | SELL |
| EMA 200 | $0.063174 | SELL |
Osciladores de DePlan
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 49.10 | NEUTRAL |
| Stoch RSI (14) | 120 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 171.77 | SELL |
| Índice Direcional Médio (14) | 30.5 | SELL |
| Oscilador Impressionante (5, 34) | -0.000255 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 65.24 | NEUTRAL |
| VWMA (10) | 0.003837 | BUY |
| Média Móvel de Hull (9) | 0.003971 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.001215 | SELL |
Previsão do preço de DePlan com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do DePlan
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de DePlan por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.005677 | $0.007977 | $0.0112093 | $0.015751 | $0.022132 | $0.03110034 |
| Amazon.com stock | $0.00843 | $0.017589 | $0.036702 | $0.07658 | $0.15979 | $0.333412 |
| Apple stock | $0.00573 | $0.008128 | $0.011529 | $0.016353 | $0.023196 | $0.0329028 |
| Netflix stock | $0.006374 | $0.010058 | $0.01587 | $0.025041 | $0.03951 | $0.062341 |
| Google stock | $0.005231 | $0.006775 | $0.008774 | $0.011362 | $0.014714 | $0.019054 |
| Tesla stock | $0.009158 | $0.020762 | $0.047066 | $0.106695 | $0.24187 | $0.5483018 |
| Kodak stock | $0.003029 | $0.002271 | $0.0017037 | $0.001277 | $0.000958 | $0.000718 |
| Nokia stock | $0.002676 | $0.001773 | $0.001174 | $0.000778 | $0.000515 | $0.000341 |
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 DePlan
Você pode fazer perguntas como: 'Devo investir em DePlan agora?', 'Devo comprar DPLN hoje?', 'DePlan será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para DePlan regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como DePlan, 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 DePlan para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de DePlan é de $0.00404 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de DePlan com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se DePlan tiver 1% da média anterior do crescimento anual do Bitcoin | $0.004145 | $0.004252 | $0.004363 | $0.004476 |
| Se DePlan tiver 2% da média anterior do crescimento anual do Bitcoin | $0.00425 | $0.004471 | $0.0047035 | $0.004948 |
| Se DePlan tiver 5% da média anterior do crescimento anual do Bitcoin | $0.004565 | $0.005158 | $0.005828 | $0.006586 |
| Se DePlan tiver 10% da média anterior do crescimento anual do Bitcoin | $0.00509 | $0.006413 | $0.00808 | $0.01018 |
| Se DePlan tiver 20% da média anterior do crescimento anual do Bitcoin | $0.00614 | $0.009332 | $0.014184 | $0.021558 |
| Se DePlan tiver 50% da média anterior do crescimento anual do Bitcoin | $0.00929 | $0.021366 | $0.049134 | $0.112993 |
| Se DePlan tiver 100% da média anterior do crescimento anual do Bitcoin | $0.014541 | $0.05234 | $0.18839 | $0.678078 |
Perguntas Frequentes sobre DePlan
DPLN é um bom investimento?
A decisão de adquirir DePlan depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de DePlan experimentou uma escalada de 0.7% nas últimas 24 horas, e DePlan registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em DePlan dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
DePlan pode subir?
Parece que o valor médio de DePlan pode potencialmente subir para $0.004166 até o final deste ano. Observando as perspectivas de DePlan em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.013099. 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 DePlan na próxima semana?
Com base na nossa nova previsão experimental de DePlan, o preço de DePlan aumentará 0.86% na próxima semana e atingirá $0.0040747 até 13 de janeiro de 2026.
Qual será o preço de DePlan no próximo mês?
Com base na nossa nova previsão experimental de DePlan, o preço de DePlan diminuirá -11.62% no próximo mês e atingirá $0.00357 até 5 de fevereiro de 2026.
Até onde o preço de DePlan pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de DePlan em 2026, espera-se que DPLN fluctue dentro do intervalo de $0.001395 e $0.004166. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de DePlan não considera flutuações repentinas e extremas de preço.
Onde estará DePlan em 5 anos?
O futuro de DePlan parece seguir uma tendência de alta, com um preço máximo de $0.013099 projetada após um período de cinco anos. Com base na previsão de DePlan para 2030, o valor de DePlan pode potencialmente atingir seu pico mais alto de aproximadamente $0.013099, enquanto seu pico mais baixo está previsto para cerca de $0.00453.
Quanto será DePlan em 2026?
Com base na nossa nova simulação experimental de previsão de preços de DePlan, espera-se que o valor de DPLN em 2026 aumente 3.13% para $0.004166 se o melhor cenário ocorrer. O preço ficará entre $0.004166 e $0.001395 durante 2026.
Quanto será DePlan em 2027?
De acordo com nossa última simulação experimental para previsão de preços de DePlan, o valor de DPLN pode diminuir -12.62% para $0.00353 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.00353 e $0.001343 ao longo do ano.
Quanto será DePlan em 2028?
Nosso novo modelo experimental de previsão de preços de DePlan sugere que o valor de DPLN em 2028 pode aumentar 47.02%, alcançando $0.005939 no melhor cenário. O preço é esperado para variar entre $0.005939 e $0.002425 durante o ano.
Quanto será DePlan em 2029?
Com base no nosso modelo de previsão experimental, o valor de DePlan pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.017524 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.017524 e $0.005327.
Quanto será DePlan em 2030?
Usando nossa nova simulação experimental para previsões de preços de DePlan, espera-se que o valor de DPLN em 2030 aumente 224.23%, alcançando $0.013099 no melhor cenário. O preço está previsto para variar entre $0.013099 e $0.00453 ao longo de 2030.
Quanto será DePlan em 2031?
Nossa simulação experimental indica que o preço de DePlan poderia aumentar 195.98% em 2031, potencialmente atingindo $0.011958 sob condições ideais. O preço provavelmente oscilará entre $0.011958 e $0.005356 durante o ano.
Quanto será DePlan em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de DePlan, DPLN poderia ver um 449.04% aumento em valor, atingindo $0.022181 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.022181 e $0.008176 ao longo do ano.
Quanto será DePlan em 2033?
De acordo com nossa previsão experimental de preços de DePlan, espera-se que o valor de DPLN seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.059084. Ao longo do ano, o preço de DPLN poderia variar entre $0.059084 e $0.01900024.
Quanto será DePlan em 2034?
Os resultados da nossa nova simulação de previsão de preços de DePlan sugerem que DPLN pode aumentar 746.96% em 2034, atingindo potencialmente $0.034218 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.034218 e $0.015275.
Quanto será DePlan em 2035?
Com base em nossa previsão experimental para o preço de DePlan, DPLN poderia aumentar 897.93%, com o valor potencialmente atingindo $0.040317 em 2035. A faixa de preço esperada para o ano está entre $0.040317 e $0.01806.
Quanto será DePlan em 2036?
Nossa recente simulação de previsão de preços de DePlan sugere que o valor de DPLN pode aumentar 1964.7% em 2036, possivelmente atingindo $0.083416 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.083416 e $0.029895.
Quanto será DePlan em 2037?
De acordo com a simulação experimental, o valor de DePlan poderia aumentar 4830.69% em 2037, com um pico de $0.1992072 sob condições favoráveis. O preço é esperado para cair entre $0.1992072 e $0.077636 ao longo do ano.
Previsões relacionadas
Previsão de Preço do SolPod
Previsão de Preço do zuzalu
Previsão de Preço do SOFT COQ INU
Previsão de Preço do All Street Bets
Previsão de Preço do MagicRing
Previsão de Preço do AI INU
Previsão de Preço do Wall Street Baby On Solana
Previsão de Preço do Meta Masters Guild Games
Previsão de Preço do Morfey
Previsão de Preço do PANTIESPrevisão de Preço do Celer Bridged BUSD (zkSync)
Previsão de Preço do Bridged BUSD
Previsão de Preço do Multichain Bridged BUSD (Moonriver)
Previsão de Preço do tooker kurlson
Previsão de Preço do dogwifsaudihatPrevisão de Preço do Harmony Horizen Bridged BUSD (Harmony)
Previsão de Preço do IoTeX Bridged BUSD (IoTeX)
Previsão de Preço do MIMANY
Previsão de Preço do The Open League MEME
Previsão de Preço do Sandwich Cat
Previsão de Preço do Hege
Previsão de Preço do DexNet
Previsão de Preço do SolDocs
Previsão de Preço do Secret Society
Previsão de Preço do duk
Como ler e prever os movimentos de preço de DePlan?
Traders de DePlan 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 DePlan
Médias móveis são ferramentas populares para a previsão de preço de DePlan. Uma média móvel simples (SMA) calcula o preço médio de fechamento de DPLN 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 DPLN 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 DPLN.
Como ler gráficos de DePlan 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 DePlan 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 DPLN 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 DePlan?
A ação de preço de DePlan 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 DPLN. A capitalização de mercado de DePlan pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de DPLN, grandes detentores de DePlan, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de DePlan.
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


