Previsão de Preço Marlin - Projeção POND
Previsão de Preço Marlin até $0.004418 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.00148 | $0.004418 |
| 2027 | $0.001424 | $0.003743 |
| 2028 | $0.002571 | $0.006298 |
| 2029 | $0.005648 | $0.018581 |
| 2030 | $0.0048039 | $0.013889 |
| 2031 | $0.005679 | $0.012679 |
| 2032 | $0.008669 | $0.02352 |
| 2033 | $0.020146 | $0.062649 |
| 2034 | $0.016196 | $0.036283 |
| 2035 | $0.019149 | $0.04275 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Marlin hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,956.48, com um retorno de 39.56% nos próximos 90 dias.
Previsão de preço de longo prazo de Marlin para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Marlin'
'name_with_ticker' => 'Marlin <small>POND</small>'
'name_lang' => 'Marlin'
'name_lang_with_ticker' => 'Marlin <small>POND</small>'
'name_with_lang' => 'Marlin'
'name_with_lang_with_ticker' => 'Marlin <small>POND</small>'
'image' => '/uploads/coins/marlin.png?1717126201'
'price_for_sd' => 0.004283
'ticker' => 'POND'
'marketcap' => '$35.07M'
'low24h' => '$0.004065'
'high24h' => '$0.004301'
'volume24h' => '$2.18M'
'current_supply' => '8.2B'
'max_supply' => '10B'
'algo' => null
'proof' => null
'ico_price_and_roi' => ''
'price' => '$0.004283'
'change_24h_pct' => '4.8452%'
'ath_price' => '$0.3233'
'ath_days' => 1842
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '21 de dez. de 2020'
'ath_pct' => '-98.68%'
'fdv' => '$42.75M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.211227'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.00432'
'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' => '$0.003786'
'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' => '$0.00148'
'current_year_max_price_prediction' => '$0.004418'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.0048039'
'grand_prediction_max_price' => '$0.013889'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0043651082201528
107 => 0.0043814059497126
108 => 0.0044181255665934
109 => 0.0041043604607045
110 => 0.0042452317815891
111 => 0.0043279804847511
112 => 0.0039541188334417
113 => 0.0043205904419615
114 => 0.0040988985082753
115 => 0.0040236529362811
116 => 0.004124961186121
117 => 0.0040854812626329
118 => 0.0040515387427567
119 => 0.0040325982334593
120 => 0.0041069878311582
121 => 0.0041035174675107
122 => 0.0039818016472766
123 => 0.0038230283215527
124 => 0.0038763178612224
125 => 0.0038569572718683
126 => 0.0037867919984833
127 => 0.0038340749209573
128 => 0.003625864859721
129 => 0.0032676502711811
130 => 0.0035042978007801
131 => 0.0034951871283135
201 => 0.0034905931141198
202 => 0.0036684271921562
203 => 0.0036513325488832
204 => 0.0036203056039515
205 => 0.003786222164308
206 => 0.0037256603878852
207 => 0.003912297512671
208 => 0.0040352287939874
209 => 0.0040040494446352
210 => 0.0041196669088917
211 => 0.0038775455445866
212 => 0.0039579685495857
213 => 0.0039745436194545
214 => 0.0037841747797077
215 => 0.0036541294439357
216 => 0.003645456902665
217 => 0.0034199762117875
218 => 0.0035404261768377
219 => 0.0036464171615237
220 => 0.0035956557050918
221 => 0.0035795861444408
222 => 0.0036616820447442
223 => 0.0036680615993016
224 => 0.0035226070793178
225 => 0.003552851679968
226 => 0.0036789766924259
227 => 0.0035496736532576
228 => 0.0032984589696849
301 => 0.0032361542548442
302 => 0.0032278416573807
303 => 0.0030588663292834
304 => 0.0032403177538114
305 => 0.0031611093444091
306 => 0.0034113277606487
307 => 0.0032684043432409
308 => 0.0032622432003739
309 => 0.0032529297292872
310 => 0.0031074856841109
311 => 0.0031393286865532
312 => 0.0032451796764978
313 => 0.0032829485022067
314 => 0.0032790089042544
315 => 0.0032446609489002
316 => 0.0032603852669714
317 => 0.0032097317597486
318 => 0.0031918449520867
319 => 0.0031353892669515
320 => 0.0030524150060839
321 => 0.0030639530859683
322 => 0.0028995593637932
323 => 0.002809988938917
324 => 0.0027851970258305
325 => 0.0027520442435259
326 => 0.002788941720808
327 => 0.0028990936570333
328 => 0.0027662270519087
329 => 0.0025384365769313
330 => 0.0025521271726136
331 => 0.0025828858763372
401 => 0.0025255672354374
402 => 0.0024713199522147
403 => 0.0025184835637556
404 => 0.002421965736599
405 => 0.0025945495946297
406 => 0.0025898816849306
407 => 0.0026542102746903
408 => 0.0026944362620226
409 => 0.0026017283845397
410 => 0.0025784126040616
411 => 0.0025916943322651
412 => 0.0023721769504762
413 => 0.0026362710213357
414 => 0.0026385549178273
415 => 0.002618998809473
416 => 0.002759620749216
417 => 0.0030563769031567
418 => 0.0029447253010555
419 => 0.0029014904260344
420 => 0.0028193008970149
421 => 0.0029288135645021
422 => 0.0029204047003028
423 => 0.0028823766274266
424 => 0.0028593771302963
425 => 0.002901754408962
426 => 0.0028541261165011
427 => 0.0028455707664371
428 => 0.0027937346533623
429 => 0.0027752315193875
430 => 0.0027615325356235
501 => 0.0027464513005337
502 => 0.0027797167471321
503 => 0.0027043328687061
504 => 0.002613427301297
505 => 0.0026058694869788
506 => 0.0026267372768011
507 => 0.002617504833229
508 => 0.0026058252855909
509 => 0.0025835258484143
510 => 0.0025769100817561
511 => 0.0025984081138816
512 => 0.0025741380890251
513 => 0.0026099498327575
514 => 0.0026002110200165
515 => 0.0025458108037092
516 => 0.0024780079926506
517 => 0.002477404405411
518 => 0.0024627964009873
519 => 0.0024441909110256
520 => 0.0024390152893542
521 => 0.0025145115759417
522 => 0.002670786629764
523 => 0.0026401060973536
524 => 0.0026622759262875
525 => 0.0027713295423564
526 => 0.0028059944075481
527 => 0.0027813901073174
528 => 0.0027477102236344
529 => 0.0027491919675882
530 => 0.0028642863257269
531 => 0.0028714646196664
601 => 0.0028896018526461
602 => 0.0029129133226065
603 => 0.0027853601514533
604 => 0.0027431842246975
605 => 0.0027231989307693
606 => 0.0026616519607526
607 => 0.0027280250912772
608 => 0.0026893523105013
609 => 0.0026945705898783
610 => 0.0026911721785884
611 => 0.0026930279409522
612 => 0.0025945013539241
613 => 0.0026303992638322
614 => 0.0025707120260959
615 => 0.0024907975149738
616 => 0.0024905296135108
617 => 0.0025100885768932
618 => 0.002498454140131
619 => 0.0024671461699529
620 => 0.0024715933193473
621 => 0.0024326316111422
622 => 0.0024763239761478
623 => 0.0024775769168374
624 => 0.002460752976371
625 => 0.0025280670930467
626 => 0.0025556457415718
627 => 0.0025445718635531
628 => 0.0025548687687693
629 => 0.0026413810119895
630 => 0.0026554862824282
701 => 0.0026617509118152
702 => 0.002653357138341
703 => 0.0025564500537626
704 => 0.0025607482950444
705 => 0.0025292106524465
706 => 0.0025025646678062
707 => 0.002503630367452
708 => 0.0025173298672927
709 => 0.0025771563865619
710 => 0.002703057769398
711 => 0.0027078356348439
712 => 0.0027136265471445
713 => 0.0026900719965386
714 => 0.0026829677186891
715 => 0.0026923400949423
716 => 0.0027396220347553
717 => 0.0028612440208758
718 => 0.0028182546881215
719 => 0.0027833036914234
720 => 0.0028139651382487
721 => 0.0028092450488423
722 => 0.0027694027441223
723 => 0.0027682845033277
724 => 0.0026918143822147
725 => 0.0026635451195796
726 => 0.0026399212078041
727 => 0.0026141245128631
728 => 0.002598831367389
729 => 0.0026223285894475
730 => 0.0026277026821432
731 => 0.0025763255954512
801 => 0.0025693230883799
802 => 0.0026112787264241
803 => 0.0025928156143847
804 => 0.0026118053829803
805 => 0.0026162111721858
806 => 0.0026155017386498
807 => 0.0025962241292057
808 => 0.0026085111025988
809 => 0.0025794487476011
810 => 0.0025478478015658
811 => 0.0025276883668038
812 => 0.0025100965862129
813 => 0.002519857528525
814 => 0.00248506155146
815 => 0.0024739296180923
816 => 0.0026043485524788
817 => 0.00270069042155
818 => 0.0026992895726182
819 => 0.0026907622650146
820 => 0.0026780924156168
821 => 0.0027386951563562
822 => 0.0027175823732726
823 => 0.002732943686998
824 => 0.0027368537860534
825 => 0.0027486884782476
826 => 0.0027529183634809
827 => 0.0027401327124618
828 => 0.0026972225060058
829 => 0.0025902943512975
830 => 0.0025405190066337
831 => 0.0025240923138207
901 => 0.0025246893929058
902 => 0.0025082192862625
903 => 0.0025130704708073
904 => 0.0025065322422533
905 => 0.0024941504191393
906 => 0.0025190929858388
907 => 0.0025219673842948
908 => 0.0025161454911857
909 => 0.0025175167577685
910 => 0.0024693139693879
911 => 0.0024729787226975
912 => 0.0024525729105752
913 => 0.0024487470667981
914 => 0.0023971629506902
915 => 0.002305774211768
916 => 0.0023564124444504
917 => 0.002295248580183
918 => 0.0022720848980012
919 => 0.0023817381667584
920 => 0.0023707320198834
921 => 0.0023518942806905
922 => 0.0023240293382953
923 => 0.0023136939601082
924 => 0.0022508994740265
925 => 0.0022471892407933
926 => 0.0022783118836891
927 => 0.0022639498548574
928 => 0.0022437801270521
929 => 0.0021707274175137
930 => 0.0020885919850717
1001 => 0.0020910711374922
1002 => 0.002117196890368
1003 => 0.002193161040392
1004 => 0.0021634805327845
1005 => 0.0021419469839706
1006 => 0.0021379143975739
1007 => 0.0021883906591205
1008 => 0.0022598251443127
1009 => 0.0022933406065083
1010 => 0.0022601278013522
1011 => 0.0022219747190932
1012 => 0.0022242969204259
1013 => 0.0022397454855282
1014 => 0.0022413689112894
1015 => 0.0022165351769391
1016 => 0.0022235257276943
1017 => 0.0022129064418678
1018 => 0.0021477359043522
1019 => 0.0021465571759865
1020 => 0.0021305632750633
1021 => 0.0021300789860998
1022 => 0.0021028693707638
1023 => 0.0020990625574871
1024 => 0.002045036214732
1025 => 0.0020805965171403
1026 => 0.0020567445332845
1027 => 0.0020207939674997
1028 => 0.0020145960764078
1029 => 0.0020144097603174
1030 => 0.002051322952979
1031 => 0.0020801651649921
1101 => 0.0020571594487556
1102 => 0.0020519214931156
1103 => 0.0021078491557412
1104 => 0.0021007318508801
1105 => 0.0020945683107722
1106 => 0.002253428969664
1107 => 0.0021276783620993
1108 => 0.0020728439196073
1109 => 0.0020049758842453
1110 => 0.0020270740587795
1111 => 0.0020317304688436
1112 => 0.0018685200779309
1113 => 0.0018023056426641
1114 => 0.0017795833437189
1115 => 0.0017665063394298
1116 => 0.0017724656944951
1117 => 0.0017128649365764
1118 => 0.0017529176316033
1119 => 0.0017013084131723
1120 => 0.0016926559597515
1121 => 0.0017849396354613
1122 => 0.0017977803698229
1123 => 0.0017429978077328
1124 => 0.0017781770810859
1125 => 0.0017654205875396
1126 => 0.0017021931050949
1127 => 0.0016997782803354
1128 => 0.0016680529521981
1129 => 0.0016184089568973
1130 => 0.0015957203189187
1201 => 0.0015839038792676
1202 => 0.0015887795725654
1203 => 0.0015863142728354
1204 => 0.0015702265245036
1205 => 0.0015872364037381
1206 => 0.0015437831912614
1207 => 0.0015264797719269
1208 => 0.0015186642188498
1209 => 0.0014800969917032
1210 => 0.0015414746010172
1211 => 0.0015535667632668
1212 => 0.0015656827508115
1213 => 0.0016711441504521
1214 => 0.0016658755969569
1215 => 0.0017135007546641
1216 => 0.0017116501286126
1217 => 0.0016980666621581
1218 => 0.0016407602515584
1219 => 0.0016636015654349
1220 => 0.0015932995516513
1221 => 0.0016459746004502
1222 => 0.001621935907941
1223 => 0.0016378470943321
1224 => 0.0016092373465471
1225 => 0.0016250711622389
1226 => 0.0015564342635258
1227 => 0.0014923420932548
1228 => 0.001518134653539
1229 => 0.0015461741163049
1230 => 0.0016069708159036
1231 => 0.0015707608031845
]
'min_raw' => 0.0014800969917032
'max_raw' => 0.0044181255665934
'avg_raw' => 0.0029491112791483
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.00148'
'max' => '$0.004418'
'avg' => '$0.002949'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0028038330082968
'max_diff' => 0.00013419556659344
'year' => 2026
]
1 => [
'items' => [
101 => 0.0015837832930105
102 => 0.0015401601320319
103 => 0.0014501530905933
104 => 0.0014506625206731
105 => 0.0014368168982578
106 => 0.001424852258997
107 => 0.0015749199587302
108 => 0.0015562566680491
109 => 0.0015265191569399
110 => 0.0015663239972813
111 => 0.0015768490288553
112 => 0.0015771486617078
113 => 0.0016061892457092
114 => 0.0016216882105966
115 => 0.0016244199703344
116 => 0.001670115956724
117 => 0.0016854326486172
118 => 0.0017485199348258
119 => 0.0016203732317112
120 => 0.0016177341346898
121 => 0.0015668841330144
122 => 0.0015346342580452
123 => 0.0015690923095445
124 => 0.0015996174391799
125 => 0.0015678326338807
126 => 0.0015719830584389
127 => 0.0015293145542387
128 => 0.0015445665367505
129 => 0.0015577035987537
130 => 0.0015504500852763
131 => 0.0015395912245268
201 => 0.0015971147266538
202 => 0.0015938690252274
203 => 0.0016474362328676
204 => 0.0016891957018509
205 => 0.0017640361356671
206 => 0.0016859362414599
207 => 0.001683089970896
208 => 0.001710912722214
209 => 0.001685428389099
210 => 0.0017015336079384
211 => 0.0017614413359263
212 => 0.0017627070918174
213 => 0.0017415040498084
214 => 0.0017402138427752
215 => 0.0017442861189289
216 => 0.0017681375675563
217 => 0.0017598031385249
218 => 0.0017694479508019
219 => 0.001781508936241
220 => 0.0018313982857689
221 => 0.0018434264390404
222 => 0.001814204262473
223 => 0.0018168426978302
224 => 0.0018059128016273
225 => 0.0017953546588464
226 => 0.0018190878219248
227 => 0.001862460643927
228 => 0.0018621908238523
301 => 0.0018722524755097
302 => 0.0018785208011369
303 => 0.0018516125588498
304 => 0.0018340962825644
305 => 0.0018408131374819
306 => 0.0018515535347689
307 => 0.0018373301713971
308 => 0.0017495369837634
309 => 0.001776167828641
310 => 0.0017717351538716
311 => 0.0017654224859683
312 => 0.0017922000064228
313 => 0.0017896172492508
314 => 0.0017122536446584
315 => 0.0017172062116188
316 => 0.0017125548266586
317 => 0.0017275844030487
318 => 0.001684616742651
319 => 0.0016978333055977
320 => 0.0017061226099803
321 => 0.0017110050739431
322 => 0.0017286438817135
323 => 0.001726574171208
324 => 0.0017285152256025
325 => 0.0017546689210535
326 => 0.00188694533778
327 => 0.001894144851291
328 => 0.0018586918136646
329 => 0.0018728546029161
330 => 0.0018456651446148
331 => 0.001863917610126
401 => 0.0018764054834664
402 => 0.0018199751851211
403 => 0.0018166337490827
404 => 0.0017893320702151
405 => 0.0018040024459924
406 => 0.0017806608232934
407 => 0.0017863880410484
408 => 0.0017703742409155
409 => 0.001799195892839
410 => 0.0018314229781214
411 => 0.0018395648125499
412 => 0.0018181471514486
413 => 0.0018026393533187
414 => 0.0017754127683887
415 => 0.0018206911859112
416 => 0.0018339319750296
417 => 0.0018206216376828
418 => 0.0018175373416829
419 => 0.0018116926063363
420 => 0.0018187773299165
421 => 0.0018338598628484
422 => 0.0018267472188484
423 => 0.0018314452455191
424 => 0.0018135412124345
425 => 0.0018516214665977
426 => 0.0019121020747211
427 => 0.0019122965297658
428 => 0.0019051838474259
429 => 0.0019022734910573
430 => 0.0019095715347717
501 => 0.0019135304241053
502 => 0.0019371309592451
503 => 0.0019624552737369
504 => 0.0020806327996062
505 => 0.0020474490232371
506 => 0.0021523031546009
507 => 0.0022352291589047
508 => 0.0022600950416807
509 => 0.002237219599557
510 => 0.0021589639477587
511 => 0.0021551243521432
512 => 0.0022720713346137
513 => 0.0022390284555547
514 => 0.0022350981102322
515 => 0.0021932858764239
516 => 0.0022180020851505
517 => 0.0022125962877371
518 => 0.0022040629720594
519 => 0.0022512197765636
520 => 0.0023394931048787
521 => 0.0023257348788387
522 => 0.0023154650013257
523 => 0.0022704653875798
524 => 0.0022975652060824
525 => 0.0022879154797765
526 => 0.0023293768278545
527 => 0.0023048160437344
528 => 0.0022387781232472
529 => 0.0022492948797486
530 => 0.0022477052931602
531 => 0.0022804188725104
601 => 0.0022705990679904
602 => 0.0022457878187255
603 => 0.002339191396239
604 => 0.0023331262874533
605 => 0.0023417252250346
606 => 0.0023455107432888
607 => 0.0024023638549657
608 => 0.002425654755723
609 => 0.0024309421979595
610 => 0.0024530667522961
611 => 0.0024303917188926
612 => 0.0025211080195313
613 => 0.0025814290660132
614 => 0.0026514950655945
615 => 0.0027538803229481
616 => 0.0027923781268296
617 => 0.0027854238431389
618 => 0.0028630511767576
619 => 0.0030025457697117
620 => 0.0028136196886779
621 => 0.0030125593107548
622 => 0.0029495773232737
623 => 0.0028002481639534
624 => 0.0027906331265683
625 => 0.0028917605670072
626 => 0.0031160514967451
627 => 0.0030598691627324
628 => 0.0031161433909168
629 => 0.0030504965145581
630 => 0.0030472365938316
701 => 0.0031129550686586
702 => 0.0032665098672196
703 => 0.0031935617383388
704 => 0.0030889727079732
705 => 0.0031661996204096
706 => 0.0030992985218439
707 => 0.0029485516223368
708 => 0.0030598262011604
709 => 0.0029854200592186
710 => 0.0030071357270853
711 => 0.0031635263703687
712 => 0.0031447090344105
713 => 0.0031690604095788
714 => 0.0031260808697933
715 => 0.0030859312023822
716 => 0.003010988866606
717 => 0.0029888021355952
718 => 0.0029949337498516
719 => 0.0029887990970717
720 => 0.0029468695489605
721 => 0.0029378148670381
722 => 0.0029227233338059
723 => 0.0029274008310021
724 => 0.0028990243333419
725 => 0.0029525766473103
726 => 0.0029625164286842
727 => 0.003001487336898
728 => 0.0030055334258698
729 => 0.0031140668505291
730 => 0.0030542884640569
731 => 0.0030943929667201
801 => 0.0030908056425236
802 => 0.0028034845796415
803 => 0.0028430748870515
804 => 0.0029046649812585
805 => 0.0028769187273016
806 => 0.0028376920158301
807 => 0.0028060143431137
808 => 0.00275801942974
809 => 0.0028255713486528
810 => 0.0029143949386775
811 => 0.0030077861386941
812 => 0.0031199895462801
813 => 0.0030949470518986
814 => 0.0030056885740363
815 => 0.0030096926441499
816 => 0.0030344442300483
817 => 0.0030023886773911
818 => 0.0029929348691138
819 => 0.0030331454219641
820 => 0.0030334223299422
821 => 0.0029965385425672
822 => 0.0029555489625618
823 => 0.0029553772147249
824 => 0.0029480835148753
825 => 0.0030517940475583
826 => 0.0031088243542164
827 => 0.0031153627869659
828 => 0.0031083842655969
829 => 0.0031110700215042
830 => 0.0030778853426369
831 => 0.0031537356779167
901 => 0.0032233434463902
902 => 0.0032046870774863
903 => 0.0031767185283401
904 => 0.0031544402317973
905 => 0.0031994390188352
906 => 0.0031974352936831
907 => 0.0032227354832571
908 => 0.003221587720517
909 => 0.0032130802183516
910 => 0.0032046873813159
911 => 0.0032379640314789
912 => 0.0032283808906386
913 => 0.0032187828645337
914 => 0.003199532553796
915 => 0.003202148990739
916 => 0.0031741852707572
917 => 0.0031612479743608
918 => 0.0029667020774742
919 => 0.0029147130568555
920 => 0.0029310698610762
921 => 0.0029364549457299
922 => 0.0029138292573309
923 => 0.0029462686824326
924 => 0.0029412130323924
925 => 0.0029608816092426
926 => 0.0029485935363369
927 => 0.0029490978431352
928 => 0.0029852344454575
929 => 0.0029957250548477
930 => 0.0029903894462423
1001 => 0.0029941263236156
1002 => 0.0030802410854464
1003 => 0.0030679983201091
1004 => 0.003061494595031
1005 => 0.0030632961713249
1006 => 0.003085300339294
1007 => 0.0030914603049423
1008 => 0.0030653600976373
1009 => 0.0030776691062859
1010 => 0.0031300793028656
1011 => 0.0031484199055083
1012 => 0.003206954305155
1013 => 0.0031820878518191
1014 => 0.0032277313031121
1015 => 0.0033680237113875
1016 => 0.0034800989946141
1017 => 0.0033770299324519
1018 => 0.0035828419173964
1019 => 0.0037430960696515
1020 => 0.0037369452483707
1021 => 0.0037090012301797
1022 => 0.0035265561384144
1023 => 0.0033586674448689
1024 => 0.0034991134659502
1025 => 0.0034994714917409
1026 => 0.0034874070539746
1027 => 0.0034124758671531
1028 => 0.003484799611096
1029 => 0.0034905404072489
1030 => 0.0034873270880042
1031 => 0.0034298775227536
1101 => 0.0033421626550704
1102 => 0.003359301930256
1103 => 0.0033873764126417
1104 => 0.003334225560535
1105 => 0.0033172406427632
1106 => 0.0033488188364138
1107 => 0.0034505703559338
1108 => 0.003431334820575
1109 => 0.0034308325030099
1110 => 0.0035131302804115
1111 => 0.0034542228327639
1112 => 0.0033595181114036
1113 => 0.0033356039202584
1114 => 0.0032507246522221
1115 => 0.0033093510649843
1116 => 0.003311460925209
1117 => 0.0032793518380866
1118 => 0.0033621235868603
1119 => 0.0033613608306237
1120 => 0.0034399402871354
1121 => 0.0035901546948898
1122 => 0.0035457289029147
1123 => 0.0034940665403602
1124 => 0.0034996836716118
1125 => 0.0035612897371807
1126 => 0.0035240413036081
1127 => 0.0035374361000261
1128 => 0.003561269462552
1129 => 0.0035756487219131
1130 => 0.003497614717474
1201 => 0.0034794212582413
1202 => 0.0034422038256878
1203 => 0.0034324944922309
1204 => 0.0034628073144785
1205 => 0.0034548209567841
1206 => 0.0033112835996269
1207 => 0.0032962831471697
1208 => 0.0032967431896309
1209 => 0.0032590238386945
1210 => 0.0032014927748351
1211 => 0.0033526809756563
1212 => 0.0033405384472529
1213 => 0.0033271340356525
1214 => 0.003328775999589
1215 => 0.003394401673322
1216 => 0.0033563354683809
1217 => 0.0034575407131451
1218 => 0.0034367359573297
1219 => 0.0034153976380312
1220 => 0.003412448032323
1221 => 0.0034042345998929
1222 => 0.0033760676840066
1223 => 0.0033420544405046
1224 => 0.0033195959509679
1225 => 0.0030621517915899
1226 => 0.0031099319300867
1227 => 0.0031648986241306
1228 => 0.0031838729066493
1229 => 0.0031514160834206
1230 => 0.0033773492772143
1231 => 0.0034186294488669
]
'min_raw' => 0.001424852258997
'max_raw' => 0.0037430960696515
'avg_raw' => 0.0025839741643242
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.001424'
'max' => '$0.003743'
'avg' => '$0.002583'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -5.5244732706221E-5
'max_diff' => -0.00067502949694195
'year' => 2027
]
2 => [
'items' => [
101 => 0.0032935891162924
102 => 0.0032701991754308
103 => 0.0033788827178432
104 => 0.0033133332557458
105 => 0.0033428501745146
106 => 0.0032790507410278
107 => 0.0034086862643403
108 => 0.0034076986588516
109 => 0.0033572675123319
110 => 0.0033998915720327
111 => 0.0033924845927331
112 => 0.0033355479525189
113 => 0.0034104912573912
114 => 0.0034105284283354
115 => 0.0033619895462779
116 => 0.0033053067585623
117 => 0.0032951732149065
118 => 0.0032875389510118
119 => 0.0033409726135854
120 => 0.0033888810683662
121 => 0.0034780268252001
122 => 0.003500440186519
123 => 0.0035879210278889
124 => 0.003535830446218
125 => 0.0035589215263868
126 => 0.0035839901603426
127 => 0.0035960089853296
128 => 0.0035764249549791
129 => 0.0037123187101774
130 => 0.0037237923067932
131 => 0.0037276393044922
201 => 0.003681816694837
202 => 0.0037225178971262
203 => 0.0037034751524572
204 => 0.003753019083859
205 => 0.0037607882049115
206 => 0.0037542080357746
207 => 0.0037566740774238
208 => 0.0036407127306633
209 => 0.0036346995230889
210 => 0.0035527090111346
211 => 0.0035861207507992
212 => 0.0035236591049625
213 => 0.0035434663362836
214 => 0.0035521971751197
215 => 0.0035476366803825
216 => 0.0035880098004293
217 => 0.003553684400706
218 => 0.0034630940272179
219 => 0.0033724789724432
220 => 0.0033713413742439
221 => 0.0033474840298103
222 => 0.0033302395394754
223 => 0.0033335614400951
224 => 0.0033452682511611
225 => 0.0033295591183344
226 => 0.0033329114582962
227 => 0.0033885826381867
228 => 0.0033997470962851
229 => 0.0033618059054315
301 => 0.0032094665492668
302 => 0.0031720820891496
303 => 0.0031989532977158
304 => 0.0031861105907486
305 => 0.0025714399124702
306 => 0.0027158476707926
307 => 0.0026300454844215
308 => 0.0026695870794701
309 => 0.0025820052655537
310 => 0.0026238038977108
311 => 0.002616085216593
312 => 0.0028482886186393
313 => 0.0028446630819017
314 => 0.0028463984344789
315 => 0.0027635655345338
316 => 0.0028955205933046
317 => 0.0029605264002055
318 => 0.0029484955554217
319 => 0.0029515234598594
320 => 0.0028994940296921
321 => 0.0028469021930936
322 => 0.0027885697524802
323 => 0.0028969442170323
324 => 0.0028848948265879
325 => 0.0029125317930335
326 => 0.0029828203800623
327 => 0.0029931706415026
328 => 0.0030070814978405
329 => 0.0030020954460855
330 => 0.0031208834274422
331 => 0.0031064974191116
401 => 0.0031411635600514
402 => 0.0030698526780118
403 => 0.0029891576460931
404 => 0.0030044951335415
405 => 0.0030030180101639
406 => 0.0029842125342042
407 => 0.0029672357913574
408 => 0.0029389742976851
409 => 0.0030283978455783
410 => 0.0030247674128404
411 => 0.0030835398989503
412 => 0.0030731512911449
413 => 0.0030037736256969
414 => 0.0030062514625909
415 => 0.003022916106511
416 => 0.0030805926293921
417 => 0.0030977149483004
418 => 0.0030897832079756
419 => 0.003108557048995
420 => 0.0031233951274655
421 => 0.0031104204831998
422 => 0.0032941140848988
423 => 0.0032178316944001
424 => 0.0032550112007597
425 => 0.0032638782939521
426 => 0.0032411654211947
427 => 0.0032460910300088
428 => 0.0032535519852141
429 => 0.0032988534442157
430 => 0.0034177375807189
501 => 0.0034703905555044
502 => 0.0036287996279988
503 => 0.0034660184589133
504 => 0.0034563596979952
505 => 0.0034848939554471
506 => 0.0035778968503046
507 => 0.0036532669612689
508 => 0.0036782715752817
509 => 0.0036815763478047
510 => 0.0037284866659681
511 => 0.0037553747855138
512 => 0.0037227905194792
513 => 0.0036951787657298
514 => 0.0035962768910965
515 => 0.0036077250523862
516 => 0.0036865915310767
517 => 0.0037979950774395
518 => 0.0038935909097823
519 => 0.0038601165811469
520 => 0.0041155020794412
521 => 0.0041408225084409
522 => 0.0041373240438606
523 => 0.0041950077493069
524 => 0.0040805173410784
525 => 0.0040315704734135
526 => 0.0037011487402972
527 => 0.0037939837695755
528 => 0.0039289249366417
529 => 0.003911064967177
530 => 0.0038130670846659
531 => 0.0038935165696007
601 => 0.0038669174539933
602 => 0.0038459376279153
603 => 0.0039420502783177
604 => 0.0038363704711102
605 => 0.0039278706997239
606 => 0.0038105207100782
607 => 0.0038602694890605
608 => 0.0038320296760325
609 => 0.0038503042960029
610 => 0.0037434712410675
611 => 0.0038011157642848
612 => 0.003741073039384
613 => 0.0037410445713146
614 => 0.0037397191248346
615 => 0.0038103591244102
616 => 0.0038126626922603
617 => 0.0037604596258428
618 => 0.0037529363484069
619 => 0.0037807538481968
620 => 0.0037481868413575
621 => 0.0037634247388833
622 => 0.0037486483817505
623 => 0.0037453219125222
624 => 0.0037188160397591
625 => 0.0037073965809785
626 => 0.0037118744450096
627 => 0.0036965891865745
628 => 0.0036873792654754
629 => 0.0037378870397176
630 => 0.0037109027734178
701 => 0.0037337513138983
702 => 0.0037077125183051
703 => 0.0036174507082157
704 => 0.003565540186732
705 => 0.0033950439947473
706 => 0.0034433965032943
707 => 0.0034754542664852
708 => 0.0034648591759419
709 => 0.0034876215301848
710 => 0.0034890189538671
711 => 0.003481618680468
712 => 0.0034730501119056
713 => 0.0034688794066009
714 => 0.0034999644269469
715 => 0.0035180103275314
716 => 0.003478671691899
717 => 0.0034694551999763
718 => 0.0035092287325462
719 => 0.0035334905644375
720 => 0.0037126262995766
721 => 0.0036993553457167
722 => 0.0037326628356119
723 => 0.0037289129233948
724 => 0.0037638244791043
725 => 0.0038208901179649
726 => 0.0037048597183577
727 => 0.0037249985837001
728 => 0.0037200609989925
729 => 0.0037739682541264
730 => 0.0037741365466928
731 => 0.0037418164543729
801 => 0.0037593377007531
802 => 0.0037495578216939
803 => 0.0037672313849838
804 => 0.003699178104037
805 => 0.0037820596543325
806 => 0.0038290481525809
807 => 0.0038297005879247
808 => 0.0038519727631706
809 => 0.0038746025831379
810 => 0.0039180385519232
811 => 0.0038733911775434
812 => 0.0037930748973684
813 => 0.0037988734733771
814 => 0.0037517840676971
815 => 0.0037525756491139
816 => 0.0037483501254733
817 => 0.0037610312400014
818 => 0.003701960895555
819 => 0.0037158245873285
820 => 0.00369641533766
821 => 0.0037249563917819
822 => 0.0036942509355519
823 => 0.0037200586179396
824 => 0.0037311963581199
825 => 0.0037722948591636
826 => 0.0036881806535316
827 => 0.0035166660942169
828 => 0.0035527205339979
829 => 0.0034993931855467
830 => 0.0035043288346773
831 => 0.0035142996314241
901 => 0.0034819810169262
902 => 0.0034881463900958
903 => 0.0034879261195811
904 => 0.0034860279472854
905 => 0.0034776206274504
906 => 0.0034654283503521
907 => 0.0035139986297267
908 => 0.0035222516666464
909 => 0.0035405971453841
910 => 0.0035951808462502
911 => 0.0035897266473614
912 => 0.0035986226720416
913 => 0.0035792027001137
914 => 0.0035052296714773
915 => 0.0035092467628272
916 => 0.0034591535693239
917 => 0.0035393161498014
918 => 0.0035203325926499
919 => 0.0035080937698591
920 => 0.0035047542936687
921 => 0.0035594732969716
922 => 0.0035758460803751
923 => 0.0035656436604947
924 => 0.0035447181996677
925 => 0.0035849012705126
926 => 0.003595652565083
927 => 0.0035980593834449
928 => 0.0036692560806424
929 => 0.0036020384879216
930 => 0.0036182184305749
1001 => 0.0037444497243877
1002 => 0.0036299753596273
1003 => 0.0036906149837239
1004 => 0.0036876469896777
1005 => 0.0037186681694325
1006 => 0.0036851023474974
1007 => 0.0036855184360886
1008 => 0.0037130631421541
1009 => 0.003674381570199
1010 => 0.0036648034690027
1011 => 0.0036515713907998
1012 => 0.0036804631494701
1013 => 0.0036977824521311
1014 => 0.0038373633119525
1015 => 0.0039275389130577
1016 => 0.0039236241523925
1017 => 0.0039593977367475
1018 => 0.0039432814093471
1019 => 0.0038912375368987
1020 => 0.003980070081094
1021 => 0.0039519597471991
1022 => 0.0039542771289713
1023 => 0.003954190875906
1024 => 0.0039728817904981
1025 => 0.0039596375645125
1026 => 0.0039335318356028
1027 => 0.0039508620367564
1028 => 0.0040023265385222
1029 => 0.0041620739311269
1030 => 0.0042514706884
1031 => 0.0041566921340892
1101 => 0.0042220691117174
1102 => 0.0041828662213394
1103 => 0.0041757418899728
1104 => 0.004216803463244
1105 => 0.0042579369093635
1106 => 0.0042553168866705
1107 => 0.0042254561170135
1108 => 0.0042085885259233
1109 => 0.0043363155767161
1110 => 0.0044304226919667
1111 => 0.0044240052176088
1112 => 0.0044523298623504
1113 => 0.0045354918953603
1114 => 0.0045430951894382
1115 => 0.0045421373491441
1116 => 0.0045232917914504
1117 => 0.0046051756129032
1118 => 0.0046734845373679
1119 => 0.0045189295893448
1120 => 0.0045777820902791
1121 => 0.0046042028740577
1122 => 0.004642996423338
1123 => 0.0047084476435277
1124 => 0.0047795450287324
1125 => 0.0047895989785435
1126 => 0.0047824652200267
1127 => 0.0047355745832839
1128 => 0.0048133701905431
1129 => 0.0048589410327441
1130 => 0.0048860774264046
1201 => 0.0049548908056622
1202 => 0.0046043660398236
1203 => 0.0043562471883519
1204 => 0.0043174998468149
1205 => 0.0043962940894943
1206 => 0.0044170715029165
1207 => 0.0044086961536187
1208 => 0.0041294158283081
1209 => 0.0043160294937005
1210 => 0.0045168101067401
1211 => 0.0045245229077918
1212 => 0.004625037880804
1213 => 0.0046577696762647
1214 => 0.0047386974043383
1215 => 0.004733635352913
1216 => 0.0047533399668575
1217 => 0.004748810217348
1218 => 0.0048987117922606
1219 => 0.0050640754899885
1220 => 0.0050583494709605
1221 => 0.0050345764829177
1222 => 0.0050698834240581
1223 => 0.005240556481564
1224 => 0.0052248436414089
1225 => 0.0052401073272031
1226 => 0.0054413404807146
1227 => 0.0057029722053619
1228 => 0.0055814180018675
1229 => 0.0058451556471704
1230 => 0.0060111645147568
1231 => 0.00629825968561
]
'min_raw' => 0.0025714399124702
'max_raw' => 0.00629825968561
'avg_raw' => 0.0044348497990401
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.002571'
'max' => '$0.006298'
'avg' => '$0.004434'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0011465876534732
'max_diff' => 0.0025551636159585
'year' => 2028
]
3 => [
'items' => [
101 => 0.0062623139562457
102 => 0.0063740779994572
103 => 0.0061979635985834
104 => 0.0057935693355843
105 => 0.0057295723955057
106 => 0.0058576958902038
107 => 0.0061726749998113
108 => 0.0058477760771268
109 => 0.0059135027060366
110 => 0.0058945734324889
111 => 0.0058935647719457
112 => 0.0059320612423579
113 => 0.0058762201041842
114 => 0.0056487132616359
115 => 0.0057529783068696
116 => 0.0057127165656861
117 => 0.0057573899692408
118 => 0.0059984739035122
119 => 0.0058918849494476
120 => 0.0057796021449241
121 => 0.0059204296993456
122 => 0.0060997515697221
123 => 0.0060885299293463
124 => 0.0060667552567355
125 => 0.0061894979461579
126 => 0.0063922329088499
127 => 0.0064470313546106
128 => 0.0064874824469661
129 => 0.0064930599691752
130 => 0.0065505119143389
131 => 0.0062415783254391
201 => 0.0067318638650003
202 => 0.0068165226338179
203 => 0.0068006102940266
204 => 0.0068947049525817
205 => 0.0068670199170837
206 => 0.0068269086442961
207 => 0.0069760686926138
208 => 0.0068050687338128
209 => 0.006562355820591
210 => 0.0064291987160804
211 => 0.0066045507327772
212 => 0.0067116320904318
213 => 0.0067824060561881
214 => 0.0068038222154631
215 => 0.0062655599605243
216 => 0.0059754664585055
217 => 0.0061614130673708
218 => 0.0063882807635358
219 => 0.0062403180639321
220 => 0.0062461179216261
221 => 0.0060351619959046
222 => 0.0064069456820176
223 => 0.0063527799261439
224 => 0.0066337919634342
225 => 0.0065667261854724
226 => 0.0067958805930581
227 => 0.0067355365577403
228 => 0.006986021274555
301 => 0.0070859464096953
302 => 0.0072537362637014
303 => 0.0073771631633359
304 => 0.0074496417995816
305 => 0.007445290454122
306 => 0.0077324869196407
307 => 0.0075631371978045
308 => 0.0073503940345135
309 => 0.0073465461818856
310 => 0.007456728880748
311 => 0.0076876415904163
312 => 0.0077475138963901
313 => 0.0077809743474992
314 => 0.0077297285018589
315 => 0.0075459115162096
316 => 0.0074665402737796
317 => 0.0075341668719363
318 => 0.0074514653536105
319 => 0.0075942313761885
320 => 0.007790279618365
321 => 0.0077497964316144
322 => 0.0078851256553434
323 => 0.0080251771648534
324 => 0.0082254571135595
325 => 0.0082778177084963
326 => 0.0083643677808318
327 => 0.0084534562354827
328 => 0.0084820690461154
329 => 0.0085366997796469
330 => 0.0085364118487147
331 => 0.0087010452412844
401 => 0.0088826409715606
402 => 0.008951189155789
403 => 0.0091088119256534
404 => 0.0088388884560213
405 => 0.0090436285083946
406 => 0.0092283091606111
407 => 0.0090081252735489
408 => 0.0093115974655982
409 => 0.0093233806031327
410 => 0.0095012919903184
411 => 0.009320944715708
412 => 0.0092138550797333
413 => 0.0095230188461961
414 => 0.00967261345422
415 => 0.0096275543408419
416 => 0.0092846522631916
417 => 0.0090850685462372
418 => 0.0085627194621437
419 => 0.0091814645160537
420 => 0.0094828371827726
421 => 0.0092838717807911
422 => 0.0093842183564243
423 => 0.0099316767355924
424 => 0.010140113441075
425 => 0.010096760063417
426 => 0.010104086070584
427 => 0.010216554733468
428 => 0.010715302722321
429 => 0.010416441366512
430 => 0.010644909674907
501 => 0.010766088441875
502 => 0.010878646034002
503 => 0.010602240161932
504 => 0.010242640183577
505 => 0.010128739775452
506 => 0.0092640885927436
507 => 0.0092190797436939
508 => 0.0091938149128146
509 => 0.0090345237279018
510 => 0.008909364490088
511 => 0.0088098332173139
512 => 0.0085486334350007
513 => 0.0086367806939314
514 => 0.0082204827575554
515 => 0.0084868154245558
516 => 0.0078223938662346
517 => 0.0083757438833977
518 => 0.0080745806267938
519 => 0.0082768036538435
520 => 0.0082760981167527
521 => 0.0079037414090851
522 => 0.0076889738309887
523 => 0.0078258320906309
524 => 0.0079725550087896
525 => 0.0079963603086256
526 => 0.0081865904018783
527 => 0.008239679531923
528 => 0.0080788169893932
529 => 0.0078086252062564
530 => 0.0078713845950606
531 => 0.0076877020139777
601 => 0.0073658053558783
602 => 0.0075969971555017
603 => 0.0076759362006791
604 => 0.0077108001800876
605 => 0.0073942517869277
606 => 0.007294785409197
607 => 0.0072418303442968
608 => 0.007767762783744
609 => 0.0077965745500023
610 => 0.0076491694802517
611 => 0.0083154543730464
612 => 0.0081646535813817
613 => 0.0083331350127621
614 => 0.0078656898383395
615 => 0.0078835468735008
616 => 0.0076622508367879
617 => 0.0077861618303406
618 => 0.0076985855339353
619 => 0.0077761510465738
620 => 0.0078226434950348
621 => 0.0080439032192456
622 => 0.0083782703140338
623 => 0.0080108543948101
624 => 0.0078507660173115
625 => 0.0079500839463404
626 => 0.0082145806793081
627 => 0.0086153067690929
628 => 0.0083780688585762
629 => 0.0084833510147025
630 => 0.008506350482139
701 => 0.0083314200299488
702 => 0.0086217567043833
703 => 0.0087773504869037
704 => 0.0089369575121729
705 => 0.0090755398201269
706 => 0.0088732069564467
707 => 0.0090897321238612
708 => 0.0089152510607624
709 => 0.008758723509642
710 => 0.0087589608973253
711 => 0.0086607688780049
712 => 0.0084705094675808
713 => 0.0084354227131956
714 => 0.0086179484404763
715 => 0.0087643167885046
716 => 0.0087763723867054
717 => 0.0088574094248511
718 => 0.0089053663092779
719 => 0.0093754089708835
720 => 0.0095644640177781
721 => 0.0097956369504919
722 => 0.0098856918359765
723 => 0.010156724754822
724 => 0.0099378436606369
725 => 0.0098904873590833
726 => 0.0092330501521564
727 => 0.0093407054579603
728 => 0.0095130719897444
729 => 0.0092358924127789
730 => 0.0094116990564195
731 => 0.009446407011968
801 => 0.0092264739568177
802 => 0.0093439497043199
803 => 0.0090319689480859
804 => 0.0083850706419747
805 => 0.0086224768871237
806 => 0.0087972877936314
807 => 0.0085478110760156
808 => 0.0089949884362597
809 => 0.0087337566540195
810 => 0.0086509587203863
811 => 0.0083279344616886
812 => 0.00848038947745
813 => 0.0086865870692128
814 => 0.0085591809305463
815 => 0.0088235677984072
816 => 0.0091980101127003
817 => 0.0094648600042909
818 => 0.009485345425479
819 => 0.0093137788227404
820 => 0.0095887153985524
821 => 0.0095907180113521
822 => 0.0092805884306873
823 => 0.0090906357893389
824 => 0.0090474781495607
825 => 0.0091552943952802
826 => 0.0092862032215606
827 => 0.0094926099542584
828 => 0.0096173372199397
829 => 0.0099425597786062
830 => 0.01003055567812
831 => 0.010127236492996
901 => 0.010256431876929
902 => 0.010411564060357
903 => 0.010072143674696
904 => 0.010085629479377
905 => 0.0097695659158449
906 => 0.0094318066701106
907 => 0.0096881238353385
908 => 0.010023224432431
909 => 0.0099463519852044
910 => 0.0099377022645298
911 => 0.009952248695472
912 => 0.0098942893806829
913 => 0.0096321415479642
914 => 0.0095004925475051
915 => 0.0096703533453393
916 => 0.0097606267997538
917 => 0.0099006330548782
918 => 0.0098833743287606
919 => 0.010244015406387
920 => 0.010384149623932
921 => 0.010348297294403
922 => 0.010354894985871
923 => 0.010608601293054
924 => 0.010890774885324
925 => 0.011155067690569
926 => 0.011423917683705
927 => 0.011099808523586
928 => 0.010935245880352
929 => 0.011105032522275
930 => 0.011014941340151
1001 => 0.011532631995419
1002 => 0.011568475773173
1003 => 0.012086128993515
1004 => 0.012577443540618
1005 => 0.012268857676397
1006 => 0.012559840247345
1007 => 0.012874561621982
1008 => 0.013481710215361
1009 => 0.013277243928856
1010 => 0.013120625957789
1011 => 0.012972622731902
1012 => 0.013280593950121
1013 => 0.013676794002399
1014 => 0.013762131698903
1015 => 0.013900411368748
1016 => 0.01375502720394
1017 => 0.013930126416911
1018 => 0.014548303581194
1019 => 0.014381266654604
1020 => 0.01414404736632
1021 => 0.014632038867156
1022 => 0.014808641094289
1023 => 0.016048128011615
1024 => 0.017613031445391
1025 => 0.016965151148098
1026 => 0.016562990940601
1027 => 0.016657508128731
1028 => 0.017228957887421
1029 => 0.017412489413004
1030 => 0.016913587459359
1031 => 0.017089808063641
1101 => 0.018060800918859
1102 => 0.018581707432503
1103 => 0.017874246419896
1104 => 0.015922389544424
1105 => 0.014122688364883
1106 => 0.014600050159297
1107 => 0.014545932146072
1108 => 0.015589142835178
1109 => 0.014377282879148
1110 => 0.014397687492819
1111 => 0.015462470674197
1112 => 0.01517840477641
1113 => 0.014718254402407
1114 => 0.014126047971846
1115 => 0.013031299612488
1116 => 0.012061650461289
1117 => 0.013963355743654
1118 => 0.013881350753852
1119 => 0.01376259537616
1120 => 0.01402687261854
1121 => 0.015310127891134
1122 => 0.015280544703609
1123 => 0.015092351558048
1124 => 0.015235094400297
1125 => 0.01469323089201
1126 => 0.014832881456098
1127 => 0.014122403283021
1128 => 0.014443569089441
1129 => 0.014717267126369
1130 => 0.014772216059451
1201 => 0.014896018811446
1202 => 0.013838137850562
1203 => 0.014313095344246
1204 => 0.014592088374286
1205 => 0.01333158771471
1206 => 0.014567172329065
1207 => 0.013819722496605
1208 => 0.013566026797149
1209 => 0.0139075946346
1210 => 0.01377448531616
1211 => 0.013660045740606
1212 => 0.013596186491126
1213 => 0.013846996213483
1214 => 0.013835295640153
1215 => 0.013424922254306
1216 => 0.012889606901429
1217 => 0.013069276304982
1218 => 0.013004000726261
1219 => 0.012767433608261
1220 => 0.01292685128257
1221 => 0.01222485652435
1222 => 0.011017111029344
1223 => 0.01181498469759
1224 => 0.011784267429282
1225 => 0.011768778389684
1226 => 0.012368358399762
1227 => 0.012310722616457
1228 => 0.012206113105388
1229 => 0.012765512372554
1230 => 0.012561324115057
1231 => 0.01319058421186
]
'min_raw' => 0.0056487132616359
'max_raw' => 0.018581707432503
'avg_raw' => 0.012115210347069
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.005648'
'max' => '$0.018581'
'avg' => '$0.012115'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0030772733491657
'max_diff' => 0.012283447746893
'year' => 2029
]
4 => [
'items' => [
101 => 0.013605055609606
102 => 0.013499932256393
103 => 0.013889744609287
104 => 0.013073415525158
105 => 0.013344567301468
106 => 0.013400451306765
107 => 0.012758609472431
108 => 0.0123201525434
109 => 0.012290912465008
110 => 0.011530688573155
111 => 0.01193679403987
112 => 0.012294150044794
113 => 0.012123004250382
114 => 0.012068824604706
115 => 0.012345616664331
116 => 0.012367125777928
117 => 0.011876715708492
118 => 0.011978687491195
119 => 0.012403926776464
120 => 0.011967972552258
121 => 0.011120984707344
122 => 0.010910920011282
123 => 0.010882893508567
124 => 0.010313181392406
125 => 0.010924957538736
126 => 0.010657900856282
127 => 0.011501529716325
128 => 0.011019653435941
129 => 0.010998880712607
130 => 0.010967479694593
131 => 0.010477104941702
201 => 0.010584465847644
202 => 0.010941349850522
203 => 0.011068690083335
204 => 0.011055407453785
205 => 0.01093960092421
206 => 0.010992616560424
207 => 0.010821834724308
208 => 0.010761528103458
209 => 0.010571183819415
210 => 0.010291430305822
211 => 0.010330331747715
212 => 0.0097760668357988
213 => 0.0094740738947214
214 => 0.0093904862288341
215 => 0.0092787093086407
216 => 0.009403111729397
217 => 0.009774496672943
218 => 0.0093265276373155
219 => 0.0085585161471063
220 => 0.0086046749462957
221 => 0.008708380063404
222 => 0.0085151262637507
223 => 0.0083322277609409
224 => 0.0084912431701095
225 => 0.0081658265771913
226 => 0.008747705103962
227 => 0.0087319669205086
228 => 0.008948855252162
301 => 0.0090844799769415
302 => 0.0087719088953508
303 => 0.0086932981136129
304 => 0.0087380783875516
305 => 0.0079979602086365
306 => 0.0088883718069985
307 => 0.0088960721234763
308 => 0.0088301373387958
309 => 0.0093042540265497
310 => 0.010304788118414
311 => 0.0099283469466638
312 => 0.0097825775469677
313 => 0.0095054698115884
314 => 0.009874699415952
315 => 0.009846348343216
316 => 0.0097181340404786
317 => 0.0096405896301301
318 => 0.0097834675838387
319 => 0.0096228854705053
320 => 0.0095940405104493
321 => 0.0094192714361357
322 => 0.009356886828092
323 => 0.0093106997478992
324 => 0.0092598523108557
325 => 0.0093720090865818
326 => 0.009117847077334
327 => 0.0088113526099901
328 => 0.0087858709113465
329 => 0.0088562281216752
330 => 0.0088251002935831
331 => 0.0087857218832814
401 => 0.0087105377739435
402 => 0.0086882322547573
403 => 0.008760714371013
404 => 0.0086788862877302
405 => 0.0087996280820203
406 => 0.0087667929949216
407 => 0.0085833788675398
408 => 0.0083547769562148
409 => 0.0083527419196953
410 => 0.0083034900128826
411 => 0.0082407603044829
412 => 0.0082233103346674
413 => 0.0084778513358794
414 => 0.0090047435906171
415 => 0.008901302033549
416 => 0.0089760491596479
417 => 0.0093437310401045
418 => 0.0094606060533218
419 => 0.0093776509372765
420 => 0.0092640968579851
421 => 0.0092690926611773
422 => 0.0096571413252734
423 => 0.0096813434444629
424 => 0.0097424943917552
425 => 0.0098210906402815
426 => 0.0093910362182603
427 => 0.0092488371365742
428 => 0.0091814553227666
429 => 0.008973945416283
430 => 0.0091977270598708
501 => 0.0090673390794375
502 => 0.0090849328726857
503 => 0.0090734748917521
504 => 0.0090797317241271
505 => 0.0087475424570551
506 => 0.0088685747666222
507 => 0.0086673350773643
508 => 0.0083978977236632
509 => 0.0083969944751767
510 => 0.0084629388857834
511 => 0.0084237125699495
512 => 0.0083181555626412
513 => 0.0083331494373143
514 => 0.0082017873178814
515 => 0.0083490991770014
516 => 0.0083533235540138
517 => 0.0082966004641214
518 => 0.0085235547082149
519 => 0.008616538047197
520 => 0.0085792016943035
521 => 0.0086139184291469
522 => 0.0089056004972558
523 => 0.0089531574013384
524 => 0.0089742790366991
525 => 0.0089459788433962
526 => 0.0086192498419036
527 => 0.0086337416624788
528 => 0.0085274102985721
529 => 0.008437571500994
530 => 0.0084411645817547
531 => 0.0084873534019361
601 => 0.0086890626886064
602 => 0.0091135479909923
603 => 0.0091296568979231
604 => 0.0091491813630532
605 => 0.009069765551159
606 => 0.0090458129823848
607 => 0.0090774126032806
608 => 0.0092368269644798
609 => 0.0096468839820611
610 => 0.0095019424452605
611 => 0.0093841027196922
612 => 0.0094874799283775
613 => 0.0094715658173977
614 => 0.0093372347053334
615 => 0.0093334644784214
616 => 0.0090756401261154
617 => 0.0089803283334444
618 => 0.0089006786655244
619 => 0.008813703307463
620 => 0.0087621413997638
621 => 0.0088413639244577
622 => 0.0088594830531886
623 => 0.0086862616183726
624 => 0.0086626521768824
625 => 0.0088041085397975
626 => 0.0087418588685033
627 => 0.0088058841991469
628 => 0.0088207386250554
629 => 0.0088183467203577
630 => 0.0087533509141973
701 => 0.0087947773028411
702 => 0.0086967915438978
703 => 0.008590246748032
704 => 0.008522277806245
705 => 0.008462965889764
706 => 0.0084958755882565
707 => 0.0083785585222044
708 => 0.0083410264316482
709 => 0.0087807429744918
710 => 0.0091055663124399
711 => 0.0091008432524619
712 => 0.0090720928395187
713 => 0.0090293755576934
714 => 0.0092337019292448
715 => 0.009162518707031
716 => 0.0092143104487488
717 => 0.0092274936207085
718 => 0.0092673951117132
719 => 0.0092816564650983
720 => 0.0092385487500216
721 => 0.0090938739930603
722 => 0.0087333582539759
723 => 0.0085655372042384
724 => 0.0085101534625444
725 => 0.0085121665563663
726 => 0.0084566364419123
727 => 0.0084729925493042
728 => 0.0084509484552497
729 => 0.0084092022741496
730 => 0.0084932978792112
731 => 0.0085029891142898
801 => 0.0084833601952008
802 => 0.0084879835162235
803 => 0.0083254644497873
804 => 0.0083378204214356
805 => 0.0082690208011769
806 => 0.0082561217017702
807 => 0.0080822022528247
808 => 0.0077740787389904
809 => 0.0079448090759277
810 => 0.0077385908372256
811 => 0.0076604928655129
812 => 0.0080301965168744
813 => 0.0079930885242608
814 => 0.0079295757713629
815 => 0.0078356271726095
816 => 0.0078007807234587
817 => 0.0075890647294633
818 => 0.0075765554190771
819 => 0.0076814875825139
820 => 0.0076330649995831
821 => 0.007565061354082
822 => 0.0073187590434961
823 => 0.007041833698505
824 => 0.0070501923339796
825 => 0.0071382771338421
826 => 0.0073943955692959
827 => 0.0072943256656701
828 => 0.0072217238024198
829 => 0.0072081276558371
830 => 0.0073783118957815
831 => 0.0076191582500034
901 => 0.0077321579707709
902 => 0.0076201786793429
903 => 0.0074915428987436
904 => 0.0074993723626679
905 => 0.0075514582784944
906 => 0.0075569317717925
907 => 0.0074732031025943
908 => 0.0074967722325301
909 => 0.0074609685689512
910 => 0.0072412415516558
911 => 0.0072372673866748
912 => 0.0071833428330537
913 => 0.007181710019001
914 => 0.0070899709011812
915 => 0.0070771359644357
916 => 0.0068949823778381
917 => 0.0070148764201485
918 => 0.0069344577912864
919 => 0.0068132479487545
920 => 0.0067923513262152
921 => 0.0067917231485083
922 => 0.0069161785547637
923 => 0.0070134220862649
924 => 0.0069358567077657
925 => 0.0069181965746231
926 => 0.00710676059391
927 => 0.0070827641036565
928 => 0.0070619832978578
929 => 0.0075975931006088
930 => 0.0071736161475773
1001 => 0.0069887379962971
1002 => 0.0067599161766792
1003 => 0.0068344217149666
1004 => 0.0068501211265978
1005 => 0.0062998458986498
1006 => 0.0060765993072038
1007 => 0.0059999894898898
1008 => 0.0059558994569218
1009 => 0.0059759918385931
1010 => 0.0057750437220781
1011 => 0.0059100841797513
1012 => 0.0057360800965708
1013 => 0.0057069077457673
1014 => 0.0060180486014636
1015 => 0.0060613420338752
1016 => 0.0058766388009921
1017 => 0.0059952481772402
1018 => 0.005952238768619
1019 => 0.0057390628971549
1020 => 0.0057309211468806
1021 => 0.0056239569880741
1022 => 0.0054565787918844
1023 => 0.0053800824648692
1024 => 0.0053402425135881
1025 => 0.0053566812539518
1026 => 0.0053483693237902
1027 => 0.0052941283570791
1028 => 0.0053514783525098
1029 => 0.0052049728128384
1030 => 0.0051466331264659
1031 => 0.0051202824436019
1101 => 0.0049902503445993
1102 => 0.0051971892396493
1103 => 0.0052379588089217
1104 => 0.0052788087068399
1105 => 0.005634379178808
1106 => 0.0056166158828602
1107 => 0.0057771874271523
1108 => 0.0057709479122133
1109 => 0.0057251503066946
1110 => 0.0055319377423517
1111 => 0.005608948826816
1112 => 0.0053719206790147
1113 => 0.0055495182836948
1114 => 0.0054684701535721
1115 => 0.0055221158293732
1116 => 0.0054256560672472
1117 => 0.0054790408823337
1118 => 0.0052476267862475
1119 => 0.0050315355594063
1120 => 0.0051184969771834
1121 => 0.0052130339835514
1122 => 0.0054180143009386
1123 => 0.0052959297149537
1124 => 0.0053398359486032
1125 => 0.0051927574156922
1126 => 0.004889292391391
1127 => 0.0048910099704723
1128 => 0.0048443284878285
1129 => 0.0048039888712162
1130 => 0.005309952598259
1201 => 0.0052470280106984
1202 => 0.0051467659157869
1203 => 0.0052809707140832
1204 => 0.0053164565928693
1205 => 0.005317466825951
1206 => 0.0054153791824608
1207 => 0.0054676350246818
1208 => 0.005476845343363
1209 => 0.0056309125518676
1210 => 0.0056825538479627
1211 => 0.0058952570380288
1212 => 0.0054632014815606
1213 => 0.0054543035816972
1214 => 0.0052828592508149
1215 => 0.0051741265457417
1216 => 0.0052903042721561
1217 => 0.0053932218779182
1218 => 0.0052860571877076
1219 => 0.005300050633879
1220 => 0.0051561907929482
1221 => 0.0052076139168463
1222 => 0.0052519064385902
1223 => 0.0052274507114773
1224 => 0.0051908393043188
1225 => 0.0053847838079026
1226 => 0.0053738406989357
1227 => 0.0055544462794379
1228 => 0.0056952412446682
1229 => 0.0059475709924715
1230 => 0.0056842517463915
1231 => 0.0056746553464652
]
'min_raw' => 0.0048039888712162
'max_raw' => 0.013889744609287
'avg_raw' => 0.0093468667402515
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.0048039'
'max' => '$0.013889'
'avg' => '$0.009346'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00084472439041976
'max_diff' => -0.004691962823216
'year' => 2030
]
5 => [
'items' => [
101 => 0.0057684616950563
102 => 0.0056825394866995
103 => 0.0057368393564472
104 => 0.0059388224439825
105 => 0.0059430900283413
106 => 0.0058716024918589
107 => 0.0058672524687671
108 => 0.0058809824321365
109 => 0.0059613992564388
110 => 0.0059332991470682
111 => 0.0059658173050396
112 => 0.0060064817595185
113 => 0.0061746871846148
114 => 0.0062152409431488
115 => 0.0061167163346244
116 => 0.0061256120036409
117 => 0.0060887610954917
118 => 0.0060531635799602
119 => 0.0061331815962754
120 => 0.0062794160938495
121 => 0.0062785063766296
122 => 0.0063124299376744
123 => 0.0063335640351673
124 => 0.0062428410176228
125 => 0.0061837836691791
126 => 0.0062064300144891
127 => 0.0062426420138131
128 => 0.0061946869511615
129 => 0.00589868608953
130 => 0.0059884738423407
131 => 0.0059735287698762
201 => 0.0059522451693039
202 => 0.0060425274490632
203 => 0.0060338195029354
204 => 0.0057729827086976
205 => 0.0057896806339818
206 => 0.0057739981648394
207 => 0.0058246714309698
208 => 0.005679802964033
209 => 0.0057243635287588
210 => 0.0057523114972254
211 => 0.0057687730653587
212 => 0.005828243537259
213 => 0.0058212653637871
214 => 0.0058278097641981
215 => 0.0059159887744038
216 => 0.0063619679486417
217 => 0.0063862416110979
218 => 0.0062667092194887
219 => 0.0063144600522644
220 => 0.0062227888952942
221 => 0.0062843283571117
222 => 0.0063264320939543
223 => 0.0061361734032454
224 => 0.0061249075183503
225 => 0.0060328580019061
226 => 0.0060823201980921
227 => 0.0060036222875023
228 => 0.006022932002025
301 => 0.005968940356829
302 => 0.0060661145685525
303 => 0.0061747704366053
304 => 0.0062022211998257
305 => 0.0061300100600895
306 => 0.0060777244359745
307 => 0.0059859281039837
308 => 0.006138587449899
309 => 0.0061832296948539
310 => 0.006138352963191
311 => 0.0061279540438888
312 => 0.0061082481106015
313 => 0.0061321347507916
314 => 0.0061829865636004
315 => 0.0061590057877653
316 => 0.0061748455126913
317 => 0.0061144808151269
318 => 0.0062428710507166
319 => 0.0064467856436258
320 => 0.0064474412623854
321 => 0.006423460357285
322 => 0.0064136478875937
323 => 0.0064382537515097
324 => 0.0064516014232988
325 => 0.0065311722752595
326 => 0.0066165549696558
327 => 0.0070149987490156
328 => 0.0069031173301699
329 => 0.0072566403547445
330 => 0.0075362311679634
331 => 0.0076200682278233
401 => 0.0075429420775907
402 => 0.0072790976839178
403 => 0.0072661522192281
404 => 0.0076604471356051
405 => 0.0075490407618773
406 => 0.0075357893282146
407 => 0.0073948164626931
408 => 0.0074781488860454
409 => 0.0074599228626453
410 => 0.0074311521930608
411 => 0.0075901446518299
412 => 0.007887764341291
413 => 0.0078413775216287
414 => 0.0078067519125735
415 => 0.0076550325730566
416 => 0.0077464015031871
417 => 0.0077138667772242
418 => 0.007853656607008
419 => 0.0077708482085679
420 => 0.0075481967490252
421 => 0.0075836547278262
422 => 0.0075782953256619
423 => 0.0076885914424302
424 => 0.0076554832858943
425 => 0.0075718304267314
426 => 0.0078867471095478
427 => 0.0078662981718244
428 => 0.0078952900902383
429 => 0.0079080532293289
430 => 0.0080997374647049
501 => 0.0081782643627271
502 => 0.0081960913433849
503 => 0.0082706858230177
504 => 0.0081942353647777
505 => 0.0085000917059909
506 => 0.0087034683256854
507 => 0.0089397007351257
508 => 0.0092848997786036
509 => 0.009414697812221
510 => 0.0093912509592252
511 => 0.0096529769342879
512 => 0.010123292693634
513 => 0.0094863152210312
514 => 0.010157054046384
515 => 0.0099447058783296
516 => 0.0094412321918525
517 => 0.0094088144220082
518 => 0.0097497726479402
519 => 0.010505985177044
520 => 0.010316562515395
521 => 0.01050629500466
522 => 0.010284961977698
523 => 0.010273970927368
524 => 0.010495545353565
525 => 0.011013266077767
526 => 0.01076731636817
527 => 0.010414687150119
528 => 0.010675063077209
529 => 0.010449501352509
530 => 0.0099412476560087
531 => 0.010316417667456
601 => 0.010065552165028
602 => 0.01013876805538
603 => 0.010666050028056
604 => 0.010602606066089
605 => 0.010684708427627
606 => 0.010539799908505
607 => 0.010404432501668
608 => 0.010151759184292
609 => 0.010076955071661
610 => 0.010097628237222
611 => 0.010076944827066
612 => 0.0099355764281821
613 => 0.0099050479359029
614 => 0.0098541657779535
615 => 0.0098699362863229
616 => 0.0097742629432777
617 => 0.0099548183087253
618 => 0.0099883309756008
619 => 0.010119724113506
620 => 0.010133365784963
621 => 0.010499293803764
622 => 0.010297746800179
623 => 0.010432961930915
624 => 0.010420867016927
625 => 0.0094521439933042
626 => 0.0095856254788439
627 => 0.0097932807815459
628 => 0.0096997323491487
629 => 0.0095674767527011
630 => 0.0094606732674732
701 => 0.0092988550661358
702 => 0.0095266110770748
703 => 0.0098260860123082
704 => 0.010140960963529
705 => 0.010519262585997
706 => 0.010434830067779
707 => 0.010133888877838
708 => 0.010147388879781
709 => 0.010230840579738
710 => 0.010122763045908
711 => 0.010090888871257
712 => 0.010226461557603
713 => 0.010227395172184
714 => 0.010103038907905
715 => 0.009964839677116
716 => 0.0099642606172929
717 => 0.0099396693990201
718 => 0.010289336700799
719 => 0.010481618361426
720 => 0.010503663143939
721 => 0.010480134571919
722 => 0.010489189785474
723 => 0.010377305323793
724 => 0.01063304002489
725 => 0.010867727476157
726 => 0.010804826225852
727 => 0.010710528309704
728 => 0.010635415477489
729 => 0.010787132029702
730 => 0.010780376330456
731 => 0.010865677686007
801 => 0.010861807923795
802 => 0.010833124286269
803 => 0.010804827250235
804 => 0.010917021799561
805 => 0.010884711571144
806 => 0.010852351156018
807 => 0.010787447389352
808 => 0.01079626888918
809 => 0.010701987254896
810 => 0.010658368256843
811 => 0.010002443182729
812 => 0.0098271585699553
813 => 0.0098823066773812
814 => 0.0099004628662657
815 => 0.0098241787781534
816 => 0.0099335505647321
817 => 0.0099165050876472
818 => 0.009982819067714
819 => 0.0099413889719866
820 => 0.0099430892775666
821 => 0.010064926355273
822 => 0.010100296177263
823 => 0.01008230680033
824 => 0.010094905943294
825 => 0.010385247875148
826 => 0.01034397053705
827 => 0.010322042773874
828 => 0.010328116914131
829 => 0.010402305502721
830 => 0.010423074256979
831 => 0.010335075585792
901 => 0.010376576267838
902 => 0.01055328090477
903 => 0.010615117527079
904 => 0.01081247034223
905 => 0.010728631358687
906 => 0.010882521441446
907 => 0.011355527090849
908 => 0.011733396733094
909 => 0.011385892193962
910 => 0.012079801670537
911 => 0.012620109733452
912 => 0.012599371810067
913 => 0.012505156601747
914 => 0.011890030236951
915 => 0.011323981785048
916 => 0.011797505350752
917 => 0.011798712459702
918 => 0.01175803636546
919 => 0.011505400637564
920 => 0.011749245189749
921 => 0.011768600684789
922 => 0.011757766754608
923 => 0.011564071534365
924 => 0.011268334733915
925 => 0.011326120996829
926 => 0.01142077607429
927 => 0.011241574265539
928 => 0.011184308429422
929 => 0.011290776514034
930 => 0.01163383886616
1001 => 0.011568984915715
1002 => 0.011567291316974
1003 => 0.011844764019331
1004 => 0.0116461534468
1005 => 0.011326849866662
1006 => 0.01124622150158
1007 => 0.010960045123314
1008 => 0.011157708167108
1009 => 0.011164821708161
1010 => 0.011056563679143
1011 => 0.011335634409072
1012 => 0.011333062723167
1013 => 0.011597998847038
1014 => 0.012104457210417
1015 => 0.011954672551064
1016 => 0.01178048928876
1017 => 0.01179942783895
1018 => 0.012007136990214
1019 => 0.011881551295821
1020 => 0.01192671278714
1021 => 0.012007068632888
1022 => 0.012055549309752
1023 => 0.011792452215625
1024 => 0.011731111697595
1025 => 0.011605630525303
1026 => 0.011572894829669
1027 => 0.01167509662625
1028 => 0.011648170063694
1029 => 0.01116422384258
1030 => 0.011113648769823
1031 => 0.0111151998351
1101 => 0.010988026409937
1102 => 0.010794056411444
1103 => 0.011303797986136
1104 => 0.01126285860386
1105 => 0.011217664694283
1106 => 0.011223200690333
1107 => 0.011444462231162
1108 => 0.011316119363506
1109 => 0.011657339912152
1110 => 0.011587195225379
1111 => 0.01151525159207
1112 => 0.01150530679049
1113 => 0.011477614629609
1114 => 0.011382647906147
1115 => 0.011267969880951
1116 => 0.011192249515477
1117 => 0.010324258557956
1118 => 0.010485352630801
1119 => 0.010670676677422
1120 => 0.010734649795676
1121 => 0.010625219350097
1122 => 0.011386968887125
1123 => 0.011526147867941
1124 => 0.011104565656629
1125 => 0.01102570483798
1126 => 0.011392138989266
1127 => 0.011171134401288
1128 => 0.011270652753722
1129 => 0.011055548509387
1130 => 0.011492623727099
1201 => 0.011489293946241
1202 => 0.01131926181476
1203 => 0.011462971807958
1204 => 0.01143799866011
1205 => 0.011246032802439
1206 => 0.01149870938719
1207 => 0.011498834711624
1208 => 0.01133518248189
1209 => 0.011144072505641
1210 => 0.011109906555704
1211 => 0.011084167101976
1212 => 0.011264322425962
1213 => 0.011425849126117
1214 => 0.011726410269241
1215 => 0.011801978481778
1216 => 0.012096926246174
1217 => 0.011921299213222
1218 => 0.011999152402179
1219 => 0.012083673051798
1220 => 0.012124195359369
1221 => 0.012058166433728
1222 => 0.012516341717179
1223 => 0.01255502574923
1224 => 0.012567996170561
1225 => 0.012413502042876
1226 => 0.012550728988061
1227 => 0.012486525044887
1228 => 0.012653565868656
1229 => 0.012679760002707
1230 => 0.012657574503049
1231 => 0.012665888934643
]
'min_raw' => 0.005679802964033
'max_raw' => 0.012679760002707
'avg_raw' => 0.0091797814833699
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.005679'
'max' => '$0.012679'
'avg' => '$0.009179'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00087581409281684
'max_diff' => -0.00120998460658
'year' => 2031
]
6 => [
'items' => [
101 => 0.012274917157877
102 => 0.012254643208711
103 => 0.011978206473263
104 => 0.012090856486275
105 => 0.011880262686404
106 => 0.011947044149699
107 => 0.011976480782403
108 => 0.011961104755993
109 => 0.012097225548992
110 => 0.011981495067302
111 => 0.011676063298269
112 => 0.011370548314555
113 => 0.011366712822802
114 => 0.011286276120377
115 => 0.011228135117241
116 => 0.011239335137108
117 => 0.01127880546796
118 => 0.011225841029859
119 => 0.011237143678093
120 => 0.011424842947931
121 => 0.011462484697887
122 => 0.011334563323955
123 => 0.010820940548652
124 => 0.010694896231267
125 => 0.010785494387036
126 => 0.010742194303847
127 => 0.0086697891970947
128 => 0.0091566700365067
129 => 0.0088673819746391
130 => 0.0090006992230514
131 => 0.0087054110226652
201 => 0.0088463380292701
202 => 0.0088203139569804
203 => 0.0096032039389034
204 => 0.0095909801886656
205 => 0.009596831051038
206 => 0.0093175541456648
207 => 0.0097624498391185
208 => 0.0099816214556455
209 => 0.0099410586224901
210 => 0.0099512674137034
211 => 0.0097758465573155
212 => 0.0095985295083788
213 => 0.0094018576122098
214 => 0.0097672496859108
215 => 0.0097266243247659
216 => 0.0098198042866886
217 => 0.010056787165249
218 => 0.010091683794327
219 => 0.010138585217695
220 => 0.010121774396088
221 => 0.010522276368744
222 => 0.010473772937258
223 => 0.01059065225175
224 => 0.010350222634186
225 => 0.010078153700125
226 => 0.010129865109887
227 => 0.01012488488529
228 => 0.010061480910135
229 => 0.010004242636349
301 => 0.0099089570372783
302 => 0.010210454772353
303 => 0.010198214514908
304 => 0.010396370055192
305 => 0.010361344138667
306 => 0.010127432495814
307 => 0.0101357866959
308 => 0.010191972706365
309 => 0.010386433130105
310 => 0.010444162223746
311 => 0.010417419807465
312 => 0.010480717123209
313 => 0.010530744740734
314 => 0.010486999821731
315 => 0.011106335624937
316 => 0.010849144219505
317 => 0.010974497520986
318 => 0.011004393544765
319 => 0.010927815508501
320 => 0.010944422542513
321 => 0.010969577673895
322 => 0.011122314705766
323 => 0.011523140872212
324 => 0.011700664052814
325 => 0.012234751300497
326 => 0.011685923223907
327 => 0.011653358037119
328 => 0.011749563278316
329 => 0.012063129031583
330 => 0.012317244622872
331 => 0.012401549424783
401 => 0.012412691696076
402 => 0.012570853108938
403 => 0.012661508281254
404 => 0.012551648153358
405 => 0.012458553197801
406 => 0.012125098622366
407 => 0.01216369689744
408 => 0.012429600736626
409 => 0.012805205571136
410 => 0.013127513594167
411 => 0.01301465255807
412 => 0.013875702596016
413 => 0.013961072190204
414 => 0.013949276872616
415 => 0.014143761512876
416 => 0.013757749108069
417 => 0.013592721326375
418 => 0.012478681383865
419 => 0.012791681166612
420 => 0.013246644732667
421 => 0.013186428598673
422 => 0.012856021895793
423 => 0.013127262951055
424 => 0.013037582175693
425 => 0.012966847227307
426 => 0.013290897738509
427 => 0.012934590890181
428 => 0.013243090299294
429 => 0.012847436616089
430 => 0.013015168097777
501 => 0.012919955596512
502 => 0.012981569753635
503 => 0.012621374650075
504 => 0.012815727184714
505 => 0.012613288945662
506 => 0.012613192963578
507 => 0.012608724128231
508 => 0.012846891818728
509 => 0.012854658458564
510 => 0.012678652175436
511 => 0.012653286920302
512 => 0.012747075563
513 => 0.012637273625685
514 => 0.01268864926107
515 => 0.012638829741344
516 => 0.012627614318094
517 => 0.012538247917492
518 => 0.012499746414933
519 => 0.012514843846148
520 => 0.012463308530151
521 => 0.012432256638149
522 => 0.012602547125347
523 => 0.012511567787536
524 => 0.012588603237
525 => 0.012500811619687
526 => 0.012196487625092
527 => 0.012021467677633
528 => 0.011446627862693
529 => 0.011609651721123
530 => 0.011717736707923
531 => 0.011682014620431
601 => 0.011758759486977
602 => 0.011763470998487
603 => 0.011738520460052
604 => 0.011709630932905
605 => 0.011695569108781
606 => 0.011800374425164
607 => 0.011861217438909
608 => 0.011728584482339
609 => 0.011697510436347
610 => 0.011831609678306
611 => 0.011913410138434
612 => 0.012517378776313
613 => 0.012472634828826
614 => 0.012584933356463
615 => 0.012572290265612
616 => 0.012689997013134
617 => 0.012882397798748
618 => 0.012491193205488
619 => 0.012559092796041
620 => 0.012542445384468
621 => 0.012724197458837
622 => 0.012724764868974
623 => 0.0126157954212
624 => 0.012674869526666
625 => 0.012641895981608
626 => 0.012701483634169
627 => 0.012472037246129
628 => 0.012751478179555
629 => 0.012909903182031
630 => 0.012912102913345
701 => 0.01298719510718
702 => 0.013063493125163
703 => 0.013209940526525
704 => 0.013059408786624
705 => 0.01278861684051
706 => 0.012808167144367
707 => 0.012649401925439
708 => 0.012652070797453
709 => 0.012637824149482
710 => 0.012680579412481
711 => 0.01248141962202
712 => 0.012528162026766
713 => 0.012462722386398
714 => 0.012558950543043
715 => 0.012455424953577
716 => 0.012542437356582
717 => 0.012579989025212
718 => 0.012718555490887
719 => 0.012434958573932
720 => 0.011856685262438
721 => 0.011978245323401
722 => 0.011798448444901
723 => 0.011815089330541
724 => 0.011848706567911
725 => 0.011739742102718
726 => 0.011760529088812
727 => 0.011759786431393
728 => 0.011753386610972
729 => 0.011725040745168
730 => 0.011683933631693
731 => 0.011847691719673
801 => 0.011875517409857
802 => 0.011937370472261
803 => 0.012121403230644
804 => 0.01210301401829
805 => 0.0121330075866
806 => 0.012067531795386
807 => 0.011818126564706
808 => 0.011831670468657
809 => 0.011662777769366
810 => 0.011933051506218
811 => 0.011869047117892
812 => 0.011827783072365
813 => 0.011816523795235
814 => 0.012001012735229
815 => 0.012056214717586
816 => 0.012021816546648
817 => 0.011951264894501
818 => 0.012086744923347
819 => 0.012122993663623
820 => 0.012131108419769
821 => 0.012371153055165
822 => 0.012144524248324
823 => 0.012199076054627
824 => 0.012624673674905
825 => 0.01223871536177
826 => 0.012443166088135
827 => 0.012433159288989
828 => 0.012537749362362
829 => 0.012424579850217
830 => 0.012425982721953
831 => 0.012518851621563
901 => 0.012388434001055
902 => 0.01235614076415
903 => 0.012311527888655
904 => 0.01240893847017
905 => 0.012467331708286
906 => 0.012937938322399
907 => 0.013241971657384
908 => 0.013228772768482
909 => 0.013349385905767
910 => 0.01329504858273
911 => 0.013119579033183
912 => 0.013419084158028
913 => 0.0133243082047
914 => 0.01333212141914
915 => 0.013331830610908
916 => 0.013394848334413
917 => 0.01335019450182
918 => 0.013262177214158
919 => 0.013320607197303
920 => 0.013494123358143
921 => 0.014032722845517
922 => 0.014334130254145
923 => 0.014014577741059
924 => 0.014235000785607
925 => 0.01410282550364
926 => 0.014078805323032
927 => 0.014217247284143
928 => 0.014355931569581
929 => 0.014347097980147
930 => 0.014246420310436
1001 => 0.014189550049418
1002 => 0.014620190718784
1003 => 0.0149374794282
1004 => 0.014915842465349
1005 => 0.015011340982659
1006 => 0.015291727583139
1007 => 0.015317362619968
1008 => 0.015314133194542
1009 => 0.015250594081023
1010 => 0.015526671101997
1011 => 0.015756979410007
1012 => 0.015235886612065
1013 => 0.015434311927915
1014 => 0.015523391445065
1015 => 0.015654186604943
1016 => 0.01587485996347
1017 => 0.016114569761549
1018 => 0.016148467355281
1019 => 0.016124415390379
1020 => 0.015966320334801
1021 => 0.016228613656191
1022 => 0.016382258932326
1023 => 0.016473751178155
1024 => 0.016705760290719
1025 => 0.015523941569837
1026 => 0.014687391538995
1027 => 0.01455675217175
1028 => 0.014822412462182
1029 => 0.014892464962167
1030 => 0.014864226887261
1031 => 0.013922613771747
1101 => 0.014551794773568
1102 => 0.015228740628485
1103 => 0.015254744875722
1104 => 0.015593638124964
1105 => 0.015703995658621
1106 => 0.015976849144014
1107 => 0.015959782084213
1108 => 0.016026217565859
1109 => 0.016010945199131
1110 => 0.016516348824742
1111 => 0.017073884076956
1112 => 0.017054578404026
1113 => 0.016974426115062
1114 => 0.017093465932169
1115 => 0.017668902061563
1116 => 0.017615925123944
1117 => 0.017667387706276
1118 => 0.01834585933299
1119 => 0.019227968959182
1120 => 0.018818140475457
1121 => 0.01970735036017
1122 => 0.020267060847607
1123 => 0.021235022260483
1124 => 0.021113828724281
1125 => 0.021490648999084
1126 => 0.020896867000624
1127 => 0.019533423509017
1128 => 0.019317653357418
1129 => 0.019749630665089
1130 => 0.02081160472427
1201 => 0.019716185322721
1202 => 0.019937787240977
1203 => 0.019873965873611
1204 => 0.019870565104167
1205 => 0.0200003586419
1206 => 0.019812086345843
1207 => 0.019045031142171
1208 => 0.01939656802173
1209 => 0.019260822750345
1210 => 0.019411442249427
1211 => 0.020224273565765
1212 => 0.019864901465334
1213 => 0.019486332150547
1214 => 0.019961142082545
1215 => 0.020565738288373
1216 => 0.020527903744376
1217 => 0.02045448891541
1218 => 0.020868324462418
1219 => 0.021551859543637
1220 => 0.021736616329425
1221 => 0.021873000011507
1222 => 0.021891805017045
1223 => 0.022085508261331
1224 => 0.021043917097301
1225 => 0.022696949024575
1226 => 0.022982381974329
1227 => 0.022928732409759
1228 => 0.023245979120557
1229 => 0.023152637090468
1230 => 0.023017399133785
1231 => 0.02352030265071
]
'min_raw' => 0.0086697891970947
'max_raw' => 0.02352030265071
'avg_raw' => 0.016095045923902
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.008669'
'max' => '$0.02352'
'avg' => '$0.016095'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0029899862330617
'max_diff' => 0.010840542648003
'year' => 2032
]
7 => [
'items' => [
101 => 0.022943764350777
102 => 0.022125440818175
103 => 0.021676492343585
104 => 0.022267703910565
105 => 0.022628736184079
106 => 0.022867355550907
107 => 0.022939561627132
108 => 0.021124772854335
109 => 0.020146702358597
110 => 0.020773634332764
111 => 0.021538534609781
112 => 0.021039668037641
113 => 0.02105922266279
114 => 0.020347970030747
115 => 0.021601464685585
116 => 0.021418841057925
117 => 0.022366292761283
118 => 0.022140175808501
119 => 0.022912785892727
120 => 0.022709331764567
121 => 0.023553858475592
122 => 0.023890763045268
123 => 0.024456478252763
124 => 0.024872620662271
125 => 0.025116987444671
126 => 0.025102316579652
127 => 0.026070619514565
128 => 0.025499645103775
129 => 0.024782366675486
130 => 0.024769393371702
131 => 0.025140882033627
201 => 0.025919420356085
202 => 0.026121284015826
203 => 0.026234098262874
204 => 0.026061319316427
205 => 0.025441567515619
206 => 0.025173961830243
207 => 0.025401969627466
208 => 0.025123135684395
209 => 0.025604481297122
210 => 0.026265471633272
211 => 0.026128979742696
212 => 0.026585251668883
213 => 0.02705744511128
214 => 0.027732702941442
215 => 0.027909240342972
216 => 0.028201049954584
217 => 0.028501417899397
218 => 0.028597887988127
219 => 0.028782079320425
220 => 0.028781108541184
221 => 0.02933618151857
222 => 0.029948444201805
223 => 0.030179559190812
224 => 0.03071099536428
225 => 0.029800929540961
226 => 0.030491224922031
227 => 0.031113888634971
228 => 0.030371523286993
301 => 0.031394700970239
302 => 0.031434428641109
303 => 0.032034269304382
304 => 0.031426215876588
305 => 0.03106515569214
306 => 0.032107522915894
307 => 0.032611891581209
308 => 0.032459971634527
309 => 0.031303853339071
310 => 0.030630942902869
311 => 0.028869806496599
312 => 0.030955948645257
313 => 0.031972047632267
314 => 0.031301221888166
315 => 0.031639547373888
316 => 0.033485341521576
317 => 0.034188100426695
318 => 0.034041931487086
319 => 0.034066631631735
320 => 0.03444582758096
321 => 0.036127391246852
322 => 0.035119759319909
323 => 0.035890056172809
324 => 0.036298618846075
325 => 0.036678114626449
326 => 0.035746192930722
327 => 0.03453377649723
328 => 0.034149753318963
329 => 0.031234521488446
330 => 0.031082771011457
331 => 0.030997588870213
401 => 0.030460527518925
402 => 0.030038544410296
403 => 0.029702967775087
404 => 0.028822314472632
405 => 0.029119509110361
406 => 0.027715931552876
407 => 0.028613890734421
408 => 0.026373747062109
409 => 0.028239405278639
410 => 0.027224012332452
411 => 0.027905821386911
412 => 0.02790344261935
413 => 0.026648015982334
414 => 0.025923912098188
415 => 0.026385339275711
416 => 0.026880025838149
417 => 0.02696028706858
418 => 0.027601661109422
419 => 0.027780654817932
420 => 0.027238295524729
421 => 0.026327325063696
422 => 0.02653892272477
423 => 0.02591962407834
424 => 0.024834327021451
425 => 0.025613806315178
426 => 0.025879954817341
427 => 0.025997501158042
428 => 0.024930236149801
429 => 0.024594878312761
430 => 0.024416336614245
501 => 0.026189554553272
502 => 0.026286695434785
503 => 0.025789708950628
504 => 0.02803613498521
505 => 0.027527699587538
506 => 0.028095746496435
507 => 0.026519722454889
508 => 0.026579928695674
509 => 0.0258338136575
510 => 0.026251588223453
511 => 0.02595631862574
512 => 0.026217836167052
513 => 0.026374588703038
514 => 0.027120581311075
515 => 0.028247923315918
516 => 0.027009154892095
517 => 0.026469405750345
518 => 0.026804263082223
519 => 0.027696032283995
520 => 0.029047108273507
521 => 0.028247244094778
522 => 0.028602210234723
523 => 0.028679754544957
524 => 0.028089964312143
525 => 0.029068854680659
526 => 0.029593449981637
527 => 0.030131576210739
528 => 0.030598816137514
529 => 0.029916636761186
530 => 0.030646666480429
531 => 0.030058391394312
601 => 0.029530647827305
602 => 0.029531448196454
603 => 0.029200386947767
604 => 0.028558914062034
605 => 0.028440616619945
606 => 0.029056014853012
607 => 0.029549505957501
608 => 0.02959015224853
609 => 0.029863374280464
610 => 0.030025064264551
611 => 0.031609845915485
612 => 0.032247258205492
613 => 0.033026673888115
614 => 0.033330300221958
615 => 0.03424410663076
616 => 0.033506133739925
617 => 0.033346468662925
618 => 0.031129873218971
619 => 0.031492840598743
620 => 0.0320739863949
621 => 0.031139456099101
622 => 0.031732200472563
623 => 0.031849220767926
624 => 0.031107701117252
625 => 0.03150377880185
626 => 0.030451913900406
627 => 0.028270851096355
628 => 0.029071282827049
629 => 0.029660670003248
630 => 0.028819541831898
701 => 0.030327231522887
702 => 0.029446470330444
703 => 0.029167311316432
704 => 0.028078212475399
705 => 0.028592225205108
706 => 0.029287434781993
707 => 0.028857876090266
708 => 0.029749274874161
709 => 0.031011733279528
710 => 0.03191143631989
711 => 0.031980504347672
712 => 0.031402055568141
713 => 0.03232902342895
714 => 0.032335775377822
715 => 0.031290151844055
716 => 0.030649713251679
717 => 0.030504204255997
718 => 0.03086771425593
719 => 0.031309082503496
720 => 0.032004997213645
721 => 0.032425523898069
722 => 0.033522034460927
723 => 0.033818718779815
724 => 0.034144684897208
725 => 0.034580276154272
726 => 0.035103315141684
727 => 0.033958935613853
728 => 0.034004403945884
729 => 0.032938773574581
730 => 0.031799994695991
731 => 0.03266418591405
801 => 0.033794000973122
802 => 0.033534820150236
803 => 0.033505657013078
804 => 0.033554701320599
805 => 0.033359287444197
806 => 0.032475437723609
807 => 0.032031573927121
808 => 0.032604271466321
809 => 0.032908634720571
810 => 0.033380675584648
811 => 0.033322486584576
812 => 0.03453841315695
813 => 0.035010885455263
814 => 0.034890006823125
815 => 0.034912251400545
816 => 0.035767639928423
817 => 0.036719007895491
818 => 0.03761008954071
819 => 0.038516536063074
820 => 0.037423779401154
821 => 0.036868944960092
822 => 0.037441392477462
823 => 0.037137643766964
824 => 0.03888307395521
825 => 0.039003923754438
826 => 0.040749227728215
827 => 0.04240572902626
828 => 0.041365310240261
829 => 0.042346378293967
830 => 0.043407483381702
831 => 0.045454527254038
901 => 0.044765154893707
902 => 0.044237106469535
903 => 0.043738103260205
904 => 0.044776449724293
905 => 0.046112265862353
906 => 0.046399987864203
907 => 0.046866207425465
908 => 0.046376034563414
909 => 0.046966393784984
910 => 0.049050621254115
911 => 0.048487444593971
912 => 0.047687643201401
913 => 0.049332940616946
914 => 0.0499283673557
915 => 0.054107384035679
916 => 0.05938356522072
917 => 0.057199191564839
918 => 0.055843280347337
919 => 0.056161951646094
920 => 0.058088634404867
921 => 0.058707423757131
922 => 0.057025340988197
923 => 0.057619481058861
924 => 0.060893251262785
925 => 0.062649523942067
926 => 0.060264269744712
927 => 0.053683448014764
928 => 0.047615629836817
929 => 0.049225088455022
930 => 0.049042625795033
1001 => 0.052559883467999
1002 => 0.048474013016882
1003 => 0.04854280859648
1004 => 0.052132799433282
1005 => 0.051175051426047
1006 => 0.049623622313424
1007 => 0.047626956986253
1008 => 0.043935936459789
1009 => 0.040666696647778
1010 => 0.047078428780096
1011 => 0.046801943231572
1012 => 0.046401551184447
1013 => 0.047292580358379
1014 => 0.051619165103952
1015 => 0.051519423321779
1016 => 0.050884916992294
1017 => 0.051366184450926
1018 => 0.049539253801032
1019 => 0.050010095427947
1020 => 0.047614668663416
1021 => 0.048697501602843
1022 => 0.049620293643331
1023 => 0.049805557807628
1024 => 0.050222967429613
1025 => 0.0466562479111
1026 => 0.048257600261529
1027 => 0.049198244740982
1028 => 0.044948378761874
1029 => 0.049114238554936
1030 => 0.046594159259518
1031 => 0.045738806496332
1101 => 0.046890426307804
1102 => 0.046441638947286
1103 => 0.046055797928391
1104 => 0.045840492010257
1105 => 0.046686114500162
1106 => 0.046646665200271
1107 => 0.045263062678534
1108 => 0.043458209591782
1109 => 0.044063977529979
1110 => 0.043843896358927
1111 => 0.043046293804
1112 => 0.043583781623121
1113 => 0.041216957284072
1114 => 0.037144959025561
1115 => 0.039835045803813
1116 => 0.039731480389101
1117 => 0.039679258010686
1118 => 0.041700783876005
1119 => 0.041506460808592
1120 => 0.041153762538419
1121 => 0.043039816223679
1122 => 0.042351381257557
1123 => 0.044472975607467
1124 => 0.045870394862436
1125 => 0.045515964137599
1126 => 0.046830243701211
1127 => 0.044077933199796
1128 => 0.044992140344835
1129 => 0.045180557170391
1130 => 0.043016542613967
1201 => 0.041538254465655
1202 => 0.041439669499881
1203 => 0.038876521571362
1204 => 0.040245734505769
1205 => 0.041450585226167
1206 => 0.040873555231289
1207 => 0.040690884773192
1208 => 0.041624108527224
1209 => 0.041696628005433
1210 => 0.040043176216993
1211 => 0.040386981201818
1212 => 0.041820705141361
1213 => 0.040350855037099
1214 => 0.037495176383167
1215 => 0.036786928594146
1216 => 0.036692435283494
1217 => 0.034771611107828
1218 => 0.036834257098027
1219 => 0.035933856847829
1220 => 0.038778210449753
1221 => 0.037153530926908
1222 => 0.037083494239884
1223 => 0.036977623515299
1224 => 0.035324290799056
1225 => 0.035686265589138
1226 => 0.036889524921687
1227 => 0.037318861407227
1228 => 0.037274078094335
1229 => 0.036883628294521
1230 => 0.037062374213449
1231 => 0.036486571329376
]
'min_raw' => 0.020146702358597
'max_raw' => 0.062649523942067
'avg_raw' => 0.041398113150332
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.020146'
'max' => '$0.062649'
'avg' => '$0.041398'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.011476913161502
'max_diff' => 0.039129221291357
'year' => 2033
]
8 => [
'items' => [
101 => 0.036283243346708
102 => 0.035641484303643
103 => 0.034698275800798
104 => 0.034829434728152
105 => 0.032960691880086
106 => 0.031942501594769
107 => 0.031660679943326
108 => 0.031283816252879
109 => 0.031703247699958
110 => 0.032955397966392
111 => 0.031445039086575
112 => 0.028855634726484
113 => 0.029011262340656
114 => 0.029360911383447
115 => 0.028709342705366
116 => 0.028092687633577
117 => 0.028628819187691
118 => 0.027531654424806
119 => 0.029493498503275
120 => 0.029440436118957
121 => 0.030171690271786
122 => 0.030628958500396
123 => 0.029575103275797
124 => 0.029310061536738
125 => 0.029461041356781
126 => 0.026965681243168
127 => 0.029967766113598
128 => 0.029993728268222
129 => 0.029771424538252
130 => 0.031369942052784
131 => 0.034743312598563
201 => 0.033474114905725
202 => 0.032982643197355
203 => 0.03204835512048
204 => 0.033293238510379
205 => 0.033197650889241
206 => 0.032765367415925
207 => 0.032503921022457
208 => 0.032985644018806
209 => 0.032444230212217
210 => 0.032346977415498
211 => 0.031757731279462
212 => 0.031547397217889
213 => 0.03139167425234
214 => 0.031220238568293
215 => 0.03159838296819
216 => 0.030741458008986
217 => 0.029708090513575
218 => 0.029622177187523
219 => 0.02985939143433
220 => 0.029754441788642
221 => 0.029621674728997
222 => 0.029368186255177
223 => 0.029292981639919
224 => 0.029537360155415
225 => 0.029261471059573
226 => 0.029668560448945
227 => 0.029557854660319
228 => 0.028939461124286
301 => 0.028168713819778
302 => 0.028161852552071
303 => 0.027995796309593
304 => 0.027784298718075
305 => 0.027725464926524
306 => 0.028583667683596
307 => 0.030360121706886
308 => 0.030011361275172
309 => 0.030263376429492
310 => 0.031503041560181
311 => 0.031897093827196
312 => 0.031617404861708
313 => 0.031234549355285
314 => 0.031251393054543
315 => 0.032559726218236
316 => 0.032641325352821
317 => 0.03284750004104
318 => 0.033112492780361
319 => 0.031662534271076
320 => 0.031183100139148
321 => 0.030955917649448
322 => 0.030256283511859
323 => 0.031010778947151
324 => 0.030571166767722
325 => 0.030630485470017
326 => 0.030591854087329
327 => 0.03061294943452
328 => 0.029492950127872
329 => 0.029901019009784
330 => 0.029222525347345
331 => 0.028314098497826
401 => 0.028311053132491
402 => 0.028533389316943
403 => 0.028401135054415
404 => 0.02804524223452
405 => 0.02809579512982
406 => 0.027652898572741
407 => 0.02814957079075
408 => 0.028163813572784
409 => 0.027972567714932
410 => 0.028737759794332
411 => 0.0290512596136
412 => 0.028925377493079
413 => 0.029042427388448
414 => 0.030025853845669
415 => 0.030186195268101
416 => 0.030257408336385
417 => 0.030161992258808
418 => 0.029060402618785
419 => 0.029109262803641
420 => 0.028750759186411
421 => 0.028447861408032
422 => 0.028459975730677
423 => 0.028615704562719
424 => 0.029295781505621
425 => 0.030726963339232
426 => 0.030781275643637
427 => 0.030847103740978
428 => 0.030579347786542
429 => 0.030498590028605
430 => 0.03060513035667
501 => 0.031142607005408
502 => 0.03252514286945
503 => 0.032036462358632
504 => 0.031639157496572
505 => 0.03198770097322
506 => 0.031934045436964
507 => 0.031481138713941
508 => 0.031468427130678
509 => 0.030599154326157
510 => 0.03027780396271
511 => 0.030009259546355
512 => 0.029716016054226
513 => 0.029542171482481
514 => 0.029809275755626
515 => 0.029870365663179
516 => 0.029286337501763
517 => 0.02920673662142
518 => 0.029683666625156
519 => 0.029473787512255
520 => 0.029689653384625
521 => 0.029739736118679
522 => 0.029731671644993
523 => 0.029512533746661
524 => 0.029652205708272
525 => 0.029321839880847
526 => 0.028962616662866
527 => 0.028733454630191
528 => 0.028533480362749
529 => 0.028644437708898
530 => 0.028248895029888
531 => 0.028122352966171
601 => 0.029604887990397
602 => 0.03070005255273
603 => 0.03068412842626
604 => 0.030587194401733
605 => 0.030443170103633
606 => 0.03113207073093
607 => 0.030892071527383
608 => 0.031066691000568
609 => 0.03111113898525
610 => 0.031245669648005
611 => 0.031293752796639
612 => 0.031148412125574
613 => 0.03066063108161
614 => 0.029445127096881
615 => 0.0288793067108
616 => 0.028692576558909
617 => 0.02869936384528
618 => 0.028512140187409
619 => 0.028567285945428
620 => 0.028492962743254
621 => 0.028352212579049
622 => 0.028635746782882
623 => 0.02866842145857
624 => 0.028602241187414
625 => 0.028617829037032
626 => 0.028069884657824
627 => 0.028111543678902
628 => 0.027879580955764
629 => 0.027836090741528
630 => 0.02724970917674
701 => 0.026210849237351
702 => 0.026786478488347
703 => 0.026091199298865
704 => 0.025827886534609
705 => 0.027074368207059
706 => 0.026949256019165
707 => 0.026735118338451
708 => 0.026418364078472
709 => 0.026300876842259
710 => 0.025587061586965
711 => 0.025544885573625
712 => 0.025898671688782
713 => 0.025735411569674
714 => 0.025506132531005
715 => 0.024675707094586
716 => 0.023742033959638
717 => 0.023770215682722
718 => 0.024067199735343
719 => 0.024930720922093
720 => 0.024593328255362
721 => 0.024348546004513
722 => 0.024302705647057
723 => 0.024876493693914
724 => 0.025688523992528
725 => 0.026069510440484
726 => 0.02569196444129
727 => 0.025258259925936
728 => 0.025284657510193
729 => 0.025460268811924
730 => 0.025478723076726
731 => 0.025196426022775
801 => 0.025275890989898
802 => 0.02515517643841
803 => 0.024414351458748
804 => 0.024400952284047
805 => 0.024219141886621
806 => 0.024213636740043
807 => 0.023904331899293
808 => 0.023861058013949
809 => 0.023246914479178
810 => 0.023651145613562
811 => 0.023380008591704
812 => 0.022971341145007
813 => 0.02290088672316
814 => 0.022898768778163
815 => 0.023318378869553
816 => 0.023646242225335
817 => 0.023384725136283
818 => 0.023325182764402
819 => 0.023960939520547
820 => 0.023880033678276
821 => 0.023809969740656
822 => 0.025615815585714
823 => 0.024186347687442
824 => 0.023563018092621
825 => 0.02279152935195
826 => 0.023042729976096
827 => 0.023095661638509
828 => 0.021240370288493
829 => 0.020487678818853
830 => 0.020229383471052
831 => 0.020080730846633
901 => 0.020148473714243
902 => 0.019470963109663
903 => 0.019926261440932
904 => 0.019339594525912
905 => 0.019241237908429
906 => 0.02029027102657
907 => 0.020436237856597
908 => 0.019813498011364
909 => 0.020213397804426
910 => 0.020068388580439
911 => 0.019349651246334
912 => 0.019322200766845
913 => 0.01896156363743
914 => 0.018397236363004
915 => 0.018139323655669
916 => 0.018005000478388
917 => 0.018060424839241
918 => 0.01803240058638
919 => 0.01784952338013
920 => 0.018042882893774
921 => 0.017548929238082
922 => 0.01735223291233
923 => 0.017263389745308
924 => 0.016824977444969
925 => 0.017522686377643
926 => 0.017660143826885
927 => 0.017797872109765
928 => 0.018996702781143
929 => 0.018936812588662
930 => 0.01947819076099
1001 => 0.019457153800744
1002 => 0.019302743976251
1003 => 0.018651314325898
1004 => 0.018910962573912
1005 => 0.018111805624823
1006 => 0.018710588348471
1007 => 0.018437328919162
1008 => 0.018618199060547
1009 => 0.018292978237934
1010 => 0.018472968869207
1011 => 0.017692740087436
1012 => 0.016964173429133
1013 => 0.017257369920621
1014 => 0.017576108037954
1015 => 0.018267213489293
1016 => 0.017855596783971
1017 => 0.018003629716156
1018 => 0.017507744173751
1019 => 0.016484590657068
1020 => 0.016490381594859
1021 => 0.016332991716928
1022 => 0.016196983883098
1023 => 0.017902875914082
1024 => 0.017690721273867
1025 => 0.017352680620797
1026 => 0.017805161468132
1027 => 0.017924804586005
1028 => 0.017928210657372
1029 => 0.018258329003367
1030 => 0.018434513223802
1031 => 0.018465566456279
1101 => 0.018985014806382
1102 => 0.019159127041646
1103 => 0.019876270697417
1104 => 0.018419565223629
1105 => 0.018389565333007
1106 => 0.017811528801577
1107 => 0.017444928894947
1108 => 0.017836630210824
1109 => 0.018183624104128
1110 => 0.017822310869084
1111 => 0.017869490749842
1112 => 0.01738445725217
1113 => 0.01755783390464
1114 => 0.017707169234105
1115 => 0.0176247150427
1116 => 0.017501277127338
1117 => 0.018155174561943
1118 => 0.018118279106038
1119 => 0.01872720343018
1120 => 0.019201903485445
1121 => 0.020052650847264
1122 => 0.019164851624743
1123 => 0.019132496692392
1124 => 0.019448771346017
1125 => 0.019159078621645
1126 => 0.019342154423595
1127 => 0.020023154505229
1128 => 0.020037542963848
1129 => 0.019796517743497
1130 => 0.019781851336934
1201 => 0.01982814286703
1202 => 0.020099273804688
1203 => 0.020004532324058
1204 => 0.020114169564004
1205 => 0.020251272611381
1206 => 0.020818388945821
1207 => 0.020955118774092
1208 => 0.020622936177683
1209 => 0.020652928546848
1210 => 0.020528683137175
1211 => 0.020408663628221
1212 => 0.020678449956907
1213 => 0.021171489775245
1214 => 0.021168422600124
1215 => 0.021282798254654
1216 => 0.021354053339886
1217 => 0.021048174352156
1218 => 0.020849058378626
1219 => 0.020925412112956
1220 => 0.021047503396918
1221 => 0.020885819555073
1222 => 0.019887831983962
1223 => 0.020190557661344
1224 => 0.020140169306098
1225 => 0.020068410160795
1226 => 0.020372803170311
1227 => 0.020343443721972
1228 => 0.019464014259156
1229 => 0.019520312480063
1230 => 0.019467437940434
1231 => 0.019638286395088
]
'min_raw' => 0.016196983883098
'max_raw' => 0.036283243346708
'avg_raw' => 0.026240113614903
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.016196'
'max' => '$0.036283'
'avg' => '$0.02624'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0039497184754991
'max_diff' => -0.026366280595359
'year' => 2034
]
9 => [
'items' => [
101 => 0.019149852244417
102 => 0.019300091299509
103 => 0.019394319826459
104 => 0.01944982115273
105 => 0.019650330000838
106 => 0.019626802601777
107 => 0.019648867504678
108 => 0.019946169194049
109 => 0.021449819117263
110 => 0.021531659464967
111 => 0.021128647661172
112 => 0.021289642927732
113 => 0.020980567221731
114 => 0.021188051813797
115 => 0.021330007502151
116 => 0.020688537042988
117 => 0.020650553325505
118 => 0.020340201954121
119 => 0.020506967201903
120 => 0.020241631701837
121 => 0.020306735752511
122 => 0.020124699151157
123 => 0.020452328790469
124 => 0.02081866963572
125 => 0.020911221800468
126 => 0.020667756901227
127 => 0.020491472269057
128 => 0.020181974526735
129 => 0.020696676169824
130 => 0.020847190615511
131 => 0.020695885581517
201 => 0.02066082489906
202 => 0.020594384969157
203 => 0.02067492044427
204 => 0.020846370881515
205 => 0.020765518021503
206 => 0.020818922759985
207 => 0.020615398967618
208 => 0.021048275610829
209 => 0.021735787897685
210 => 0.021737998362106
211 => 0.021657145066267
212 => 0.021624061639618
213 => 0.021707022027738
214 => 0.021752024635079
215 => 0.022020303317924
216 => 0.022308177033311
217 => 0.023651558053879
218 => 0.023274342038929
219 => 0.024466269598471
220 => 0.025408929545646
221 => 0.025691592046281
222 => 0.025431555845996
223 => 0.0245419860517
224 => 0.024498339513675
225 => 0.025827732353032
226 => 0.025452117985864
227 => 0.025407439852085
228 => 0.024932139993568
301 => 0.025213101076984
302 => 0.025151650766591
303 => 0.025054648445383
304 => 0.025590702620622
305 => 0.026594148182783
306 => 0.026437751781667
307 => 0.026321009123254
308 => 0.025809476777367
309 => 0.026117533504477
310 => 0.026007840404391
311 => 0.026479151575322
312 => 0.026199957278483
313 => 0.025449272337606
314 => 0.025568821388731
315 => 0.025550751790153
316 => 0.025922622848466
317 => 0.025810996387167
318 => 0.025528954932043
319 => 0.02659071851494
320 => 0.026521773493706
321 => 0.026619521770789
322 => 0.026662553585328
323 => 0.027308830367864
324 => 0.027573589287118
325 => 0.027633694197046
326 => 0.027885194693148
327 => 0.027627436635592
328 => 0.0286586526442
329 => 0.029344351116802
330 => 0.03014082517845
331 => 0.031304687854563
401 => 0.031742310987114
402 => 0.031663258285231
403 => 0.03254568568328
404 => 0.034131388102313
405 => 0.031983774081085
406 => 0.034245216860252
407 => 0.03352927018598
408 => 0.031831773500613
409 => 0.031722474726246
410 => 0.032872039189919
411 => 0.035421662528866
412 => 0.034783010800048
413 => 0.035422707134304
414 => 0.034676467380924
415 => 0.034639410287366
416 => 0.03538646393512
417 => 0.037131995502874
418 => 0.036302758885307
419 => 0.035113844856863
420 => 0.035991720473915
421 => 0.035231223370872
422 => 0.03351761054798
423 => 0.034782522435108
424 => 0.033936711878802
425 => 0.034183564364894
426 => 0.035961332349423
427 => 0.035747426602134
428 => 0.036024240446265
429 => 0.035535671256854
430 => 0.035079270593653
501 => 0.034227364863032
502 => 0.03397515757464
503 => 0.034044858595684
504 => 0.033975123034275
505 => 0.03349848960741
506 => 0.03339556066426
507 => 0.033224007916254
508 => 0.033277179286284
509 => 0.032954609930507
510 => 0.033563364951087
511 => 0.033676355247237
512 => 0.034119356385259
513 => 0.034165350233009
514 => 0.035399102096673
515 => 0.034719572302525
516 => 0.035175459556219
517 => 0.035134680709272
518 => 0.031868563401045
519 => 0.032318605548921
520 => 0.033018729900011
521 => 0.032703324828842
522 => 0.032257415851627
523 => 0.0318973204444
524 => 0.031351739080805
525 => 0.032119634373103
526 => 0.033129335025915
527 => 0.034190957907824
528 => 0.035466428240151
529 => 0.035181758110087
530 => 0.034167113877159
531 => 0.034212630076251
601 => 0.034493993309067
602 => 0.034129602358024
603 => 0.034022136352805
604 => 0.034479229130203
605 => 0.034482376876947
606 => 0.034063101049655
607 => 0.033597152694286
608 => 0.033595200353663
609 => 0.033512289344353
610 => 0.034691217065292
611 => 0.035339508108772
612 => 0.035413833632134
613 => 0.035334505408855
614 => 0.03536503569357
615 => 0.034987809419488
616 => 0.035850036819064
617 => 0.036641301946367
618 => 0.036429225989336
619 => 0.036111293981373
620 => 0.03585804582335
621 => 0.036369568771648
622 => 0.036346791459972
623 => 0.036634390935765
624 => 0.036621343762288
625 => 0.036524634875742
626 => 0.036429229443115
627 => 0.03680750119934
628 => 0.036698565008406
629 => 0.036589459609478
630 => 0.036370632028727
701 => 0.036400374331293
702 => 0.036082497218773
703 => 0.035935432721454
704 => 0.033723935538852
705 => 0.033132951228906
706 => 0.03331888692341
707 => 0.033380101781859
708 => 0.033122904652803
709 => 0.033491659267347
710 => 0.033434189251278
711 => 0.033657771464968
712 => 0.033518087004666
713 => 0.033523819703641
714 => 0.033934601917521
715 => 0.034053853741803
716 => 0.033993201301493
717 => 0.034035680191643
718 => 0.035014588285912
719 => 0.034875418858626
720 => 0.034801487874129
721 => 0.034821967262088
722 => 0.0350720992682
723 => 0.035142122573211
724 => 0.034845428909432
725 => 0.034985351356436
726 => 0.035581123376974
727 => 0.035789609866387
728 => 0.0364549986614
729 => 0.036172329674935
730 => 0.036691180833218
731 => 0.038285952404382
801 => 0.039559966285227
802 => 0.038388330469552
803 => 0.040727894717034
804 => 0.042549581074258
805 => 0.042479661717691
806 => 0.042162008564944
807 => 0.040088067079282
808 => 0.03817959520345
809 => 0.03977611296558
810 => 0.039780182817682
811 => 0.039643040526034
812 => 0.038791261530966
813 => 0.039613400463344
814 => 0.039678658866226
815 => 0.039642131514222
816 => 0.038989074555805
817 => 0.037991977285402
818 => 0.038186807705325
819 => 0.038505943907592
820 => 0.037901752497915
821 => 0.037708676733274
822 => 0.038067641313908
823 => 0.03922429998595
824 => 0.039005640364068
825 => 0.038999930277668
826 => 0.039935448866189
827 => 0.039265819454355
828 => 0.038189265140854
829 => 0.037917420978688
830 => 0.036952557339169
831 => 0.037618992091711
901 => 0.037642975892024
902 => 0.037277976388855
903 => 0.038218882838909
904 => 0.038210212220328
905 => 0.039103462859211
906 => 0.040811022591137
907 => 0.040306013154495
908 => 0.039718742124551
909 => 0.039782594768766
910 => 0.040482900674041
911 => 0.040059479737283
912 => 0.040211744858337
913 => 0.040482670202544
914 => 0.040646126189402
915 => 0.039759075967702
916 => 0.039552262128506
917 => 0.039129193595307
918 => 0.039018822911943
919 => 0.03936340340462
920 => 0.039272618619008
921 => 0.037640960146478
922 => 0.037470442757636
923 => 0.037475672282509
924 => 0.037046898200607
925 => 0.036392914808136
926 => 0.038111544116231
927 => 0.037973514130589
928 => 0.037821139709113
929 => 0.037839804706307
930 => 0.038585803439199
1001 => 0.038153086500283
1002 => 0.039303535403304
1003 => 0.039067037694502
1004 => 0.038824474711858
1005 => 0.038790945119007
1006 => 0.03869757906519
1007 => 0.038377392126673
1008 => 0.037990747158161
1009 => 0.037735450659336
1010 => 0.034808958544863
1011 => 0.035352098458688
1012 => 0.035976931420782
1013 => 0.036192621255436
1014 => 0.035823668867978
1015 => 0.038391960615721
1016 => 0.038861212266708
1017 => 0.037439818407339
1018 => 0.03717393365138
1019 => 0.038409391976057
1020 => 0.037664259577639
1021 => 0.037999792651021
1022 => 0.037274553673147
1023 => 0.038748183285278
1024 => 0.038736956696638
1025 => 0.038163681494085
1026 => 0.038648209769664
1027 => 0.038564011058127
1028 => 0.037916784766359
1029 => 0.038768701513164
1030 => 0.038769124053241
1031 => 0.038217359134862
1101 => 0.037573018507066
1102 => 0.037457825621463
1103 => 0.037371043256147
1104 => 0.037978449509009
1105 => 0.038523048056016
1106 => 0.039536410934565
1107 => 0.03979119443914
1108 => 0.040785631419396
1109 => 0.040193492615911
1110 => 0.040455980078015
1111 => 0.040740947349247
1112 => 0.0408775711384
1113 => 0.040654950005612
1114 => 0.04219971996254
1115 => 0.042330145877433
1116 => 0.042373876558517
1117 => 0.041852988820591
1118 => 0.042315659047163
1119 => 0.042099190970177
1120 => 0.04266238076993
1121 => 0.042750696121699
1122 => 0.04267589616066
1123 => 0.042703928847275
1124 => 0.041385740205131
1125 => 0.041317385170036
1126 => 0.040385359416274
1127 => 0.040765166800119
1128 => 0.040055135100663
1129 => 0.040280293466698
1130 => 0.040379541129058
1201 => 0.040327699782496
1202 => 0.040786640539743
1203 => 0.040396447140681
1204 => 0.039366662606821
1205 => 0.038336597508854
1206 => 0.038323665880622
1207 => 0.038052467922487
1208 => 0.037856441471138
1209 => 0.03789420312008
1210 => 0.03802728009628
1211 => 0.037848706795361
1212 => 0.037886814463008
1213 => 0.038519655656013
1214 => 0.038646567444053
1215 => 0.038215271600656
1216 => 0.036483556553722
1217 => 0.036058589337527
1218 => 0.036364047345062
1219 => 0.036218058091475
1220 => 0.029230799583357
1221 => 0.030872352326369
1222 => 0.029896997428335
1223 => 0.03034648583927
1224 => 0.029350901055304
1225 => 0.029826046297282
1226 => 0.029738304320615
1227 => 0.032377872554301
1228 => 0.032336659326939
1229 => 0.032356385917922
1230 => 0.031414784332965
1231 => 0.03291478122507
]
'min_raw' => 0.019149852244417
'max_raw' => 0.042750696121699
'avg_raw' => 0.030950274183058
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.019149'
'max' => '$0.04275'
'avg' => '$0.03095'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0029528683613193
'max_diff' => 0.0064674527749906
'year' => 2035
]
10 => [
'items' => [
101 => 0.033653733632264
102 => 0.033516973208274
103 => 0.033551392860605
104 => 0.0329599491958
105 => 0.032362112385429
106 => 0.031699019356302
107 => 0.032930964243645
108 => 0.032793993002173
109 => 0.033108155749412
110 => 0.033907160070093
111 => 0.034024816491436
112 => 0.034182947914874
113 => 0.034126269056132
114 => 0.035476589419097
115 => 0.035313056713442
116 => 0.035707123482501
117 => 0.034896498240628
118 => 0.033979198834193
119 => 0.03415354746258
120 => 0.034136756287643
121 => 0.033922985358685
122 => 0.033730002522366
123 => 0.033408740472472
124 => 0.034425261136175
125 => 0.034383992253613
126 => 0.035052087492458
127 => 0.034933995169461
128 => 0.034145345734396
129 => 0.034173512503255
130 => 0.034362947560319
131 => 0.035018584455752
201 => 0.03521322212548
202 => 0.035123058201892
203 => 0.035336469521201
204 => 0.035505141126503
205 => 0.035357652077914
206 => 0.037445785979067
207 => 0.036578647199121
208 => 0.037001284606954
209 => 0.037102081138398
210 => 0.036843892942627
211 => 0.036899884717263
212 => 0.036984696998992
213 => 0.037499660565704
214 => 0.038851073970666
215 => 0.039449605768341
216 => 0.041250318212685
217 => 0.039399906034509
218 => 0.039290110233622
219 => 0.039614472921155
220 => 0.040671681750756
221 => 0.041528450208571
222 => 0.041812689734186
223 => 0.041850256679779
224 => 0.04238350892572
225 => 0.042689159168528
226 => 0.042318758077137
227 => 0.042004881934793
228 => 0.04088061655266
229 => 0.041010753331915
301 => 0.041907266690547
302 => 0.043173644613987
303 => 0.044260328616466
304 => 0.043879809753559
305 => 0.046782900073085
306 => 0.047070729620206
307 => 0.047030960883437
308 => 0.047686679426557
309 => 0.046385211653223
310 => 0.045828808965372
311 => 0.042072745519414
312 => 0.043128046139891
313 => 0.044661987567387
314 => 0.044458964667473
315 => 0.043344975400453
316 => 0.044259483555713
317 => 0.04395711856027
318 => 0.043718630743229
319 => 0.044811189666232
320 => 0.043609876250543
321 => 0.044650003547109
322 => 0.043316029530524
323 => 0.043881547931672
324 => 0.043560532336133
325 => 0.043768268768639
326 => 0.042553845828965
327 => 0.043209118968763
328 => 0.042526584312012
329 => 0.042526260701716
330 => 0.042511193711338
331 => 0.043314192708184
401 => 0.043340378476642
402 => 0.042746961004709
403 => 0.042661440276081
404 => 0.042977655233049
405 => 0.042607450335268
406 => 0.042780666876898
407 => 0.042612696887855
408 => 0.042574883305332
409 => 0.04227357824634
410 => 0.042143767742371
411 => 0.042194669785782
412 => 0.042020914869819
413 => 0.041916221247961
414 => 0.042490367514851
415 => 0.042183624325446
416 => 0.042443354721758
417 => 0.042147359154571
418 => 0.041121309559572
419 => 0.040531217587211
420 => 0.038593105017106
421 => 0.039142751337766
422 => 0.039507167417015
423 => 0.039386727904997
424 => 0.039645478580715
425 => 0.039661363770718
426 => 0.039577241288391
427 => 0.039479838230614
428 => 0.039432427808815
429 => 0.039785786250274
430 => 0.03999092271904
501 => 0.039543741445825
502 => 0.039438973130242
503 => 0.039891098087017
504 => 0.040166894049465
505 => 0.042203216479819
506 => 0.042052359136943
507 => 0.042430981463302
508 => 0.042388354399787
509 => 0.042785210917078
510 => 0.043433903598771
511 => 0.042114929999563
512 => 0.04234385820971
513 => 0.042287730299307
514 => 0.042900520107565
515 => 0.042902433170458
516 => 0.042535035069286
517 => 0.042734207540285
518 => 0.042623034930984
519 => 0.04282393886187
520 => 0.042050344345156
521 => 0.042992498962145
522 => 0.043526639918876
523 => 0.043534056466578
524 => 0.043787235040864
525 => 0.044044479135452
526 => 0.044538236773776
527 => 0.044030708502907
528 => 0.043117714550495
529 => 0.043183629764907
530 => 0.042648341744659
531 => 0.042657340032987
601 => 0.042609306464684
602 => 0.042753458818961
603 => 0.04208197768053
604 => 0.042239572961582
605 => 0.042018938645232
606 => 0.042343378593796
607 => 0.041994334840986
608 => 0.042287703232729
609 => 0.042414311305289
610 => 0.042881497818712
611 => 0.041925331013095
612 => 0.039975642169641
613 => 0.040385490402227
614 => 0.039779292673348
615 => 0.039835398581113
616 => 0.039948741443988
617 => 0.039581360141933
618 => 0.03965144491685
619 => 0.039648940995511
620 => 0.039627363554139
621 => 0.039531793488536
622 => 0.03939319798545
623 => 0.039945319812299
624 => 0.040039136069481
625 => 0.04024767798782
626 => 0.040868157281464
627 => 0.040806156768119
628 => 0.04090728217776
629 => 0.040686525976309
630 => 0.039845638828154
701 => 0.039891303045929
702 => 0.039321869518557
703 => 0.040233116292264
704 => 0.040017321028381
705 => 0.039878196417924
706 => 0.03984023497898
707 => 0.040462252320778
708 => 0.040648369658371
709 => 0.040532393823453
710 => 0.04029452400248
711 => 0.040751304378648
712 => 0.040873519537293
713 => 0.040900879004193
714 => 0.041710206251812
715 => 0.04094611140683
716 => 0.041130036630467
717 => 0.042564968721509
718 => 0.041263683322027
719 => 0.04195300322026
720 => 0.041919264598289
721 => 0.042271897332912
722 => 0.041890338421472
723 => 0.041895068301473
724 => 0.042208182280408
725 => 0.041768470167398
726 => 0.041659591264532
727 => 0.041509175840027
728 => 0.041837602416595
729 => 0.042034479295791
730 => 0.043621162351975
731 => 0.044646231967808
801 => 0.044601730992356
802 => 0.045008386605653
803 => 0.044825184527324
804 => 0.044233576690134
805 => 0.045243379129328
806 => 0.044923835385638
807 => 0.044950178183622
808 => 0.044949197703366
809 => 0.04516166635792
810 => 0.045011112843702
811 => 0.044714356413177
812 => 0.044911357180802
813 => 0.045496379031586
814 => 0.047312304807082
815 => 0.048328520928866
816 => 0.047251127320552
817 => 0.047994299004692
818 => 0.047548660813355
819 => 0.047467675097401
820 => 0.047934441834997
821 => 0.048402025585977
822 => 0.048372242522459
823 => 0.048032800729939
824 => 0.047841058674361
825 => 0.0492929937575
826 => 0.050362754793687
827 => 0.050289804262788
828 => 0.050611784181393
829 => 0.05155712718088
830 => 0.051643557497329
831 => 0.051632669264035
901 => 0.051418442706645
902 => 0.052349255657941
903 => 0.053125756198008
904 => 0.05136885544821
905 => 0.052037860254214
906 => 0.052338198065617
907 => 0.052779183078971
908 => 0.053523198714169
909 => 0.054331397034395
910 => 0.054445685138318
911 => 0.054364592259395
912 => 0.053831563741669
913 => 0.054715903987471
914 => 0.055233929763132
915 => 0.055542402257728
916 => 0.056324637179096
917 => 0.052340052849693
918 => 0.049519566014651
919 => 0.049079106267036
920 => 0.049974798484036
921 => 0.050210985378647
922 => 0.050115778737582
923 => 0.046941064377298
924 => 0.049062392052951
925 => 0.051344762265656
926 => 0.051432437400772
927 => 0.052575039651362
928 => 0.052947117781003
929 => 0.05386706235703
930 => 0.053809519573325
1001 => 0.054033511438072
1002 => 0.053982019587365
1003 => 0.055686023197269
1004 => 0.057565792225977
1005 => 0.057500701801812
1006 => 0.057230462763518
1007 => 0.057631813817988
1008 => 0.059571936903907
1009 => 0.059393321459994
1010 => 0.059566831149328
1011 => 0.061854345608171
1012 => 0.064828439799805
1013 => 0.063446674453616
1014 => 0.066444707662578
1015 => 0.068331810648708
1016 => 0.071595360133128
1017 => 0.071186747664359
1018 => 0.072457223529612
1019 => 0.070455246065266
1020 => 0.065858301140728
1021 => 0.065130817010021
1022 => 0.066587258662528
1023 => 0.070167778347717
1024 => 0.066474495355654
1025 => 0.067221641694806
1026 => 0.067006463498867
1027 => 0.066994997567254
1028 => 0.067432605541613
1029 => 0.066797832350708
1030 => 0.064211652177443
1031 => 0.065396883310395
1101 => 0.064939208650488
1102 => 0.065447032807561
1103 => 0.068187550340667
1104 => 0.066975902213502
1105 => 0.065699529337836
1106 => 0.067300384173737
1107 => 0.069338822493244
1108 => 0.069211260686635
1109 => 0.068963737465115
1110 => 0.070359012904929
1111 => 0.072663599154156
1112 => 0.073286519556744
1113 => 0.073746346662888
1114 => 0.073809749051983
1115 => 0.074462833064023
1116 => 0.070951035732923
1117 => 0.07652434828673
1118 => 0.077486705405121
1119 => 0.077305822152479
1120 => 0.078375441587392
1121 => 0.078060732416015
1122 => 0.077604768203045
1123 => 0.07930034252196
1124 => 0.077356503391116
1125 => 0.074597468467424
1126 => 0.073083807340764
1127 => 0.07507711841591
1128 => 0.076294363932532
1129 => 0.077098885787664
1130 => 0.077342333614922
1201 => 0.071223646562931
1202 => 0.067926013599849
1203 => 0.070039758521746
1204 => 0.072618673209342
1205 => 0.07093670973162
1206 => 0.071002639515569
1207 => 0.068604601608565
1208 => 0.072830846353554
1209 => 0.072215118042522
1210 => 0.075409517609359
1211 => 0.074647148516075
1212 => 0.077252057356954
1213 => 0.076566097559148
1214 => 0.079413478328342
1215 => 0.08054937560693
1216 => 0.082456723925974
1217 => 0.083859777113767
1218 => 0.08468367678177
1219 => 0.084634212936073
1220 => 0.087898913885886
1221 => 0.085973833795745
1222 => 0.083555479495987
1223 => 0.083511739096515
1224 => 0.084764239056705
1225 => 0.08738913536668
1226 => 0.088069732789168
1227 => 0.088450093899531
1228 => 0.087867557618544
1229 => 0.08577802115243
1230 => 0.084875769900552
1231 => 0.085644514107887
]
'min_raw' => 0.031699019356302
'max_raw' => 0.088450093899531
'avg_raw' => 0.060074556627916
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.031699'
'max' => '$0.08845'
'avg' => '$0.060074'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.012549167111885
'max_diff' => 0.045699397777832
'year' => 2036
]
11 => [
'items' => [
101 => 0.084704406001259
102 => 0.086327296341046
103 => 0.088555871408245
104 => 0.08809567946961
105 => 0.089634032124638
106 => 0.091226065283173
107 => 0.093502744202561
108 => 0.094097952377265
109 => 0.095081808856312
110 => 0.096094520353269
111 => 0.096419775992751
112 => 0.09704078992942
113 => 0.097037516879433
114 => 0.098908984176645
115 => 0.10097327055999
116 => 0.10175249088136
117 => 0.1035442650439
118 => 0.10047591458181
119 => 0.10280329365397
120 => 0.10490264783514
121 => 0.10239971123414
122 => 0.10584942622919
123 => 0.10598337084522
124 => 0.10800577552098
125 => 0.10595568093624
126 => 0.10473834131596
127 => 0.1082527551866
128 => 0.1099532693556
129 => 0.10944106064866
130 => 0.10554312709792
131 => 0.10327436258116
201 => 0.097336568228807
202 => 0.1043701421328
203 => 0.10779599080927
204 => 0.10553425497748
205 => 0.10667494297372
206 => 0.11289816681188
207 => 0.11526756752555
208 => 0.11477474874047
209 => 0.11485802700266
210 => 0.11613651262009
211 => 0.12180602192267
212 => 0.11840872053037
213 => 0.12100583015033
214 => 0.12238332772818
215 => 0.12366282424726
216 => 0.12052078518542
217 => 0.11643303853169
218 => 0.11513827757452
219 => 0.10530936992295
220 => 0.1047977325949
221 => 0.10451053505847
222 => 0.10269979521617
223 => 0.10127704970351
224 => 0.10014562964869
225 => 0.097176445554213
226 => 0.098178458024786
227 => 0.093446198295069
228 => 0.096473730369155
301 => 0.08892092957612
302 => 0.095211126509247
303 => 0.091787658298706
304 => 0.094086425128202
305 => 0.09407840494729
306 => 0.089845646389501
307 => 0.087404279588786
308 => 0.088960013533619
309 => 0.090627883816794
310 => 0.09089849015885
311 => 0.093060927516856
312 => 0.09366441730204
313 => 0.091835815078689
314 => 0.088764414567388
315 => 0.089477830854976
316 => 0.087389822230488
317 => 0.083730667430165
318 => 0.086358736290471
319 => 0.08725607454741
320 => 0.087652390241907
321 => 0.084054031752558
322 => 0.082923349391041
323 => 0.082321383589113
324 => 0.088299911672664
325 => 0.088627428936845
326 => 0.08695180430702
327 => 0.094525786523073
328 => 0.092811561081995
329 => 0.094726770895109
330 => 0.089413095804553
331 => 0.089616085348825
401 => 0.087100506405534
402 => 0.088509062522731
403 => 0.087513540458979
404 => 0.088395265108084
405 => 0.088923767227271
406 => 0.09143893338881
407 => 0.095239845666645
408 => 0.091063251437676
409 => 0.089243449522183
410 => 0.090372444395601
411 => 0.093379106520715
412 => 0.097934353548466
413 => 0.095237555625147
414 => 0.096434348748918
415 => 0.096695794804841
416 => 0.094707275857072
417 => 0.098007673078464
418 => 0.099776382761787
419 => 0.10159071291398
420 => 0.10316604494875
421 => 0.10086602955322
422 => 0.10332737572069
423 => 0.10134396519579
424 => 0.099564640913752
425 => 0.099567339414214
426 => 0.098451143300309
427 => 0.096288372679855
428 => 0.095889524594589
429 => 0.097964382703104
430 => 0.099628222416339
501 => 0.099765264224375
502 => 0.10068645138079
503 => 0.10123160045098
504 => 0.10657480243302
505 => 0.10872388247149
506 => 0.11135173686252
507 => 0.11237543424558
508 => 0.11545639635278
509 => 0.11296826922771
510 => 0.11242994727315
511 => 0.1049565409761
512 => 0.10618031083858
513 => 0.10813968446462
514 => 0.10498885032552
515 => 0.10698732936473
516 => 0.10738187146065
517 => 0.10488178618715
518 => 0.10621718975403
519 => 0.10267075379995
520 => 0.095317148279152
521 => 0.098015859743548
522 => 0.1000030197578
523 => 0.0971670974024
524 => 0.1022503784591
525 => 0.099280830605998
526 => 0.098339626499998
527 => 0.094667653719003
528 => 0.096400683524439
529 => 0.098744631150887
530 => 0.097296344030901
531 => 0.10030175726628
601 => 0.104558223922
602 => 0.10759163553784
603 => 0.10782450321569
604 => 0.1058742227695
605 => 0.10899955963104
606 => 0.10902232429807
607 => 0.10549693155087
608 => 0.10333764812268
609 => 0.10284705438462
610 => 0.10407265372885
611 => 0.10556075759087
612 => 0.10790708262335
613 => 0.10932491770012
614 => 0.11302187961872
615 => 0.11402217151369
616 => 0.11512118903671
617 => 0.11658981537191
618 => 0.11835327783539
619 => 0.11449492235928
620 => 0.11464822201522
621 => 0.11105537481843
622 => 0.10721590232226
623 => 0.11012958334985
624 => 0.11393883370268
625 => 0.1130649874629
626 => 0.11296666190986
627 => 0.11313201821683
628 => 0.11247316668918
629 => 0.1094932056478
630 => 0.10799668786836
701 => 0.10992757760624
702 => 0.11095375956791
703 => 0.11254527829799
704 => 0.11234909002162
705 => 0.11644867135366
706 => 0.11804164469438
707 => 0.11763409394665
708 => 0.11770909309249
709 => 0.12059309523555
710 => 0.12380069875891
711 => 0.1268050427391
712 => 0.12986119047533
713 => 0.12617688509583
714 => 0.12430622204049
715 => 0.12623626881231
716 => 0.12521215882781
717 => 0.13109699856952
718 => 0.13150445210508
719 => 0.1373888663059
720 => 0.14297387608549
721 => 0.13946603150878
722 => 0.14277377094783
723 => 0.14635136083512
724 => 0.15325311217074
725 => 0.15092884512744
726 => 0.14914849299818
727 => 0.14746606883863
728 => 0.15096692643734
729 => 0.15547072381052
730 => 0.15644079862786
731 => 0.15801269042907
801 => 0.15636003840189
802 => 0.15835047573498
803 => 0.16537759416326
804 => 0.16347880473385
805 => 0.16078221849845
806 => 0.16632945360596
807 => 0.16833697642703
808 => 0.18242682293321
809 => 0.20021583616978
810 => 0.19285106788088
811 => 0.18827951854437
812 => 0.18935394107705
813 => 0.19584988651495
814 => 0.1979361780186
815 => 0.19226491852387
816 => 0.19426810325365
817 => 0.20530584806352
818 => 0.21122724402076
819 => 0.20318519296125
820 => 0.18099749304043
821 => 0.16053942041194
822 => 0.16596582251203
823 => 0.16535063691474
824 => 0.17720931672624
825 => 0.16343351923393
826 => 0.1636654683337
827 => 0.17576937308513
828 => 0.17254025881091
829 => 0.16730950724038
830 => 0.1605776106871
831 => 0.1481330772833
901 => 0.13711060700607
902 => 0.15872820954303
903 => 0.15779601921257
904 => 0.15644606947121
905 => 0.15945023654079
906 => 0.17403761908299
907 => 0.17370133270065
908 => 0.17156205031097
909 => 0.17318467714877
910 => 0.16702505291043
911 => 0.16861252832869
912 => 0.16053617974871
913 => 0.16418702660497
914 => 0.16729828439676
915 => 0.16792291546142
916 => 0.16933024114455
917 => 0.15730479726748
918 => 0.1627038685198
919 => 0.16587531705598
920 => 0.15154659719125
921 => 0.1655920843346
922 => 0.15709546104378
923 => 0.15421157948387
924 => 0.15809434608178
925 => 0.15658122816246
926 => 0.1552803382287
927 => 0.15455441929353
928 => 0.15740549455772
929 => 0.15727248848888
930 => 0.1526075759868
1001 => 0.14652238779399
1002 => 0.14856477669099
1003 => 0.14782275765722
1004 => 0.14513358495645
1005 => 0.14694576266481
1006 => 0.13896584915931
1007 => 0.1252368227329
1008 => 0.13430663812164
1009 => 0.13395746009523
1010 => 0.13378138870036
1011 => 0.14059710429371
1012 => 0.13994193050472
1013 => 0.13875278366223
1014 => 0.14511174534214
1015 => 0.14279063878887
1016 => 0.14994374226458
1017 => 0.1546552388474
1018 => 0.15346025091305
1019 => 0.15789143622184
1020 => 0.14861182920613
1021 => 0.15169414242354
1022 => 0.15232940290574
1023 => 0.14503327674209
1024 => 0.14004912503927
1025 => 0.13971673894418
1026 => 0.1310749067499
1027 => 0.13569130375365
1028 => 0.13975354207747
1029 => 0.13780804516279
1030 => 0.13719215895967
1031 => 0.14033858800199
1101 => 0.14058309248592
1102 => 0.13500836434088
1103 => 0.13616752685091
1104 => 0.14100142721249
1105 => 0.13604572496431
1106 => 0.12641760500547
1107 => 0.1240296981365
1108 => 0.12371110734232
1109 => 0.1172349145264
1110 => 0.1241892694917
1111 => 0.12115350718423
1112 => 0.13074344393954
1113 => 0.12526572349677
1114 => 0.12502958991666
1115 => 0.12467263937706
1116 => 0.11909831269224
1117 => 0.12031873596928
1118 => 0.12437560881785
1119 => 0.12582314675416
1120 => 0.12567215668808
1121 => 0.12435572792767
1122 => 0.12495838227298
1123 => 0.12301702264805
1124 => 0.12233148815858
1125 => 0.1201677527387
1126 => 0.11698765941864
1127 => 0.11742987089944
1128 => 0.11112927391573
1129 => 0.10769637428101
1130 => 0.10674619290701
1201 => 0.10547557066288
1202 => 0.10688971307048
1203 => 0.1111114251161
1204 => 0.10601914470291
1205 => 0.097288787116424
1206 => 0.097813496483177
1207 => 0.098992362642662
1208 => 0.096795553353441
1209 => 0.094716457725423
1210 => 0.096524062691625
1211 => 0.092824895091961
1212 => 0.099439389374099
1213 => 0.099260485840673
1214 => 0.10172596027147
1215 => 0.10326767202968
1216 => 0.099714525562121
1217 => 0.09882091883426
1218 => 0.099329957838611
1219 => 0.090916676995083
1220 => 0.10103841573461
1221 => 0.10112594895154
1222 => 0.1003764364052
1223 => 0.10576594981037
1224 => 0.11713950412668
1225 => 0.11286031549272
1226 => 0.11120328431449
1227 => 0.1080532668334
1228 => 0.11225047809743
1229 => 0.11192819775905
1230 => 0.11047072384769
1231 => 0.10958923907851
]
'min_raw' => 0.082321383589113
'max_raw' => 0.21122724402076
'avg_raw' => 0.14677431380494
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.082321'
'max' => '$0.211227'
'avg' => '$0.146774'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.050622364232811
'max_diff' => 0.12277715012123
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0025839741643242
]
1 => [
'year' => 2028
'avg' => 0.0044348497990401
]
2 => [
'year' => 2029
'avg' => 0.012115210347069
]
3 => [
'year' => 2030
'avg' => 0.0093468667402515
]
4 => [
'year' => 2031
'avg' => 0.0091797814833699
]
5 => [
'year' => 2032
'avg' => 0.016095045923902
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0025839741643242
'min' => '$0.002583'
'max_raw' => 0.016095045923902
'max' => '$0.016095'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.016095045923902
]
1 => [
'year' => 2033
'avg' => 0.041398113150332
]
2 => [
'year' => 2034
'avg' => 0.026240113614903
]
3 => [
'year' => 2035
'avg' => 0.030950274183058
]
4 => [
'year' => 2036
'avg' => 0.060074556627916
]
5 => [
'year' => 2037
'avg' => 0.14677431380494
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.016095045923902
'min' => '$0.016095'
'max_raw' => 0.14677431380494
'max' => '$0.146774'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.14677431380494
]
]
]
]
'prediction_2025_max_price' => '$0.004418'
'last_price' => 0.00428393
'sma_50day_nextmonth' => '$0.003955'
'sma_200day_nextmonth' => '$0.0062038'
'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' => '$0.004141'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.004039'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.0040003'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.003984'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.004369'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.00532'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.006813'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.004158'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.004092'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.004036'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.004074'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.004455'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.005267'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.006729'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.006144'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.008335'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.013824'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.013048'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.0042024'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.004277'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.00471'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.005813'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.008358'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.012521'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.024719'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '55.95'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 125.02
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.003991'
'vwma_10_action' => 'BUY'
'hma_9' => '0.004148'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 221.48
'cci_20_action' => 'SELL'
'adx_14' => 21.9
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000115'
'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' => 65.4
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.000586'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 16
'buy_signals' => 18
'sell_pct' => 47.06
'buy_pct' => 52.94
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767681606
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Marlin para 2026
A previsão de preço para Marlin em 2026 sugere que o preço médio poderia variar entre $0.00148 na extremidade inferior e $0.004418 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Marlin poderia potencialmente ganhar 3.13% até 2026 se POND atingir a meta de preço prevista.
Previsão de preço de Marlin 2027-2032
A previsão de preço de POND para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.002583 na extremidade inferior e $0.016095 na extremidade superior. Considerando a volatilidade de preços no mercado, se Marlin atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Marlin | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.001424 | $0.002583 | $0.003743 |
| 2028 | $0.002571 | $0.004434 | $0.006298 |
| 2029 | $0.005648 | $0.012115 | $0.018581 |
| 2030 | $0.0048039 | $0.009346 | $0.013889 |
| 2031 | $0.005679 | $0.009179 | $0.012679 |
| 2032 | $0.008669 | $0.016095 | $0.02352 |
Previsão de preço de Marlin 2032-2037
A previsão de preço de Marlin para 2032-2037 é atualmente estimada entre $0.016095 na extremidade inferior e $0.146774 na extremidade superior. Comparado ao preço atual, Marlin poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Marlin | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.008669 | $0.016095 | $0.02352 |
| 2033 | $0.020146 | $0.041398 | $0.062649 |
| 2034 | $0.016196 | $0.02624 | $0.036283 |
| 2035 | $0.019149 | $0.03095 | $0.04275 |
| 2036 | $0.031699 | $0.060074 | $0.08845 |
| 2037 | $0.082321 | $0.146774 | $0.211227 |
Marlin Histograma de preços potenciais
Previsão de preço de Marlin baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Marlin é Altista, com 18 indicadores técnicos mostrando sinais de alta e 16 indicando sinais de baixa. A previsão de preço de POND 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 Marlin
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Marlin está projetado para aumentar no próximo mês, alcançando $0.0062038 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Marlin é esperado para alcançar $0.003955 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 55.95, sugerindo que o mercado de POND está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de POND 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 | $0.004141 | BUY |
| SMA 5 | $0.004039 | BUY |
| SMA 10 | $0.0040003 | BUY |
| SMA 21 | $0.003984 | BUY |
| SMA 50 | $0.004369 | SELL |
| SMA 100 | $0.00532 | SELL |
| SMA 200 | $0.006813 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.004158 | BUY |
| EMA 5 | $0.004092 | BUY |
| EMA 10 | $0.004036 | BUY |
| EMA 21 | $0.004074 | BUY |
| EMA 50 | $0.004455 | SELL |
| EMA 100 | $0.005267 | SELL |
| EMA 200 | $0.006729 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.006144 | SELL |
| SMA 50 | $0.008335 | SELL |
| SMA 100 | $0.013824 | SELL |
| SMA 200 | $0.013048 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.005813 | SELL |
| EMA 50 | $0.008358 | SELL |
| EMA 100 | $0.012521 | SELL |
| EMA 200 | $0.024719 | SELL |
Osciladores de Marlin
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 55.95 | NEUTRAL |
| Stoch RSI (14) | 125.02 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 221.48 | SELL |
| Índice Direcional Médio (14) | 21.9 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.000115 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 65.4 | NEUTRAL |
| VWMA (10) | 0.003991 | BUY |
| Média Móvel de Hull (9) | 0.004148 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.000586 | SELL |
Previsão do preço de Marlin com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Marlin
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Marlin por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.006019 | $0.008458 | $0.011885 | $0.0167014 | $0.023468 | $0.032976 |
| Amazon.com stock | $0.008938 | $0.018651 | $0.038916 | $0.0812017 | $0.169432 | $0.35353 |
| Apple stock | $0.006076 | $0.008618 | $0.012225 | $0.01734 | $0.024596 | $0.034888 |
| Netflix stock | $0.006759 | $0.010665 | $0.016828 | $0.026552 | $0.041894 | $0.0661036 |
| Google stock | $0.005547 | $0.007184 | $0.0093035 | $0.012048 | $0.0156021 | $0.0202046 |
| Tesla stock | $0.009711 | $0.022014 | $0.049906 | $0.113133 | $0.256464 | $0.581386 |
| Kodak stock | $0.003212 | $0.002409 | $0.0018065 | $0.001354 | $0.001015 | $0.000761 |
| Nokia stock | $0.002837 | $0.00188 | $0.001245 | $0.000825 | $0.000546 | $0.000362 |
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 Marlin
Você pode fazer perguntas como: 'Devo investir em Marlin agora?', 'Devo comprar POND hoje?', 'Marlin será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Marlin regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Marlin, 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 Marlin para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Marlin é de $0.004283 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão de curto prazo para Marlin
com base no histórico de preços de 4 horas
Previsão de longo prazo para Marlin
com base no histórico de preços de 1 mês
Previsão do preço de Marlin com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Marlin tiver 1% da média anterior do crescimento anual do Bitcoin | $0.004395 | $0.0045095 | $0.004626 | $0.004747 |
| Se Marlin tiver 2% da média anterior do crescimento anual do Bitcoin | $0.0045066 | $0.00474 | $0.004987 | $0.005246 |
| Se Marlin tiver 5% da média anterior do crescimento anual do Bitcoin | $0.00484 | $0.005469 | $0.00618 | $0.006983 |
| Se Marlin tiver 10% da média anterior do crescimento anual do Bitcoin | $0.005397 | $0.00680043 | $0.008568 | $0.010795 |
| Se Marlin tiver 20% da média anterior do crescimento anual do Bitcoin | $0.00651 | $0.009895 | $0.01504 | $0.022859 |
| Se Marlin tiver 50% da média anterior do crescimento anual do Bitcoin | $0.009851 | $0.022655 | $0.052099 | $0.119811 |
| Se Marlin tiver 100% da média anterior do crescimento anual do Bitcoin | $0.015419 | $0.055498 | $0.199758 | $0.718993 |
Perguntas Frequentes sobre Marlin
POND é um bom investimento?
A decisão de adquirir Marlin depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Marlin experimentou uma escalada de 4.8452% nas últimas 24 horas, e Marlin registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Marlin dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Marlin pode subir?
Parece que o valor médio de Marlin pode potencialmente subir para $0.004418 até o final deste ano. Observando as perspectivas de Marlin em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.013889. 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 Marlin na próxima semana?
Com base na nossa nova previsão experimental de Marlin, o preço de Marlin aumentará 0.86% na próxima semana e atingirá $0.00432 até 13 de janeiro de 2026.
Qual será o preço de Marlin no próximo mês?
Com base na nossa nova previsão experimental de Marlin, o preço de Marlin diminuirá -11.62% no próximo mês e atingirá $0.003786 até 5 de fevereiro de 2026.
Até onde o preço de Marlin pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Marlin em 2026, espera-se que POND fluctue dentro do intervalo de $0.00148 e $0.004418. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Marlin não considera flutuações repentinas e extremas de preço.
Onde estará Marlin em 5 anos?
O futuro de Marlin parece seguir uma tendência de alta, com um preço máximo de $0.013889 projetada após um período de cinco anos. Com base na previsão de Marlin para 2030, o valor de Marlin pode potencialmente atingir seu pico mais alto de aproximadamente $0.013889, enquanto seu pico mais baixo está previsto para cerca de $0.0048039.
Quanto será Marlin em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Marlin, espera-se que o valor de POND em 2026 aumente 3.13% para $0.004418 se o melhor cenário ocorrer. O preço ficará entre $0.004418 e $0.00148 durante 2026.
Quanto será Marlin em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Marlin, o valor de POND pode diminuir -12.62% para $0.003743 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.003743 e $0.001424 ao longo do ano.
Quanto será Marlin em 2028?
Nosso novo modelo experimental de previsão de preços de Marlin sugere que o valor de POND em 2028 pode aumentar 47.02%, alcançando $0.006298 no melhor cenário. O preço é esperado para variar entre $0.006298 e $0.002571 durante o ano.
Quanto será Marlin em 2029?
Com base no nosso modelo de previsão experimental, o valor de Marlin pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.018581 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.018581 e $0.005648.
Quanto será Marlin em 2030?
Usando nossa nova simulação experimental para previsões de preços de Marlin, espera-se que o valor de POND em 2030 aumente 224.23%, alcançando $0.013889 no melhor cenário. O preço está previsto para variar entre $0.013889 e $0.0048039 ao longo de 2030.
Quanto será Marlin em 2031?
Nossa simulação experimental indica que o preço de Marlin poderia aumentar 195.98% em 2031, potencialmente atingindo $0.012679 sob condições ideais. O preço provavelmente oscilará entre $0.012679 e $0.005679 durante o ano.
Quanto será Marlin em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Marlin, POND poderia ver um 449.04% aumento em valor, atingindo $0.02352 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.02352 e $0.008669 ao longo do ano.
Quanto será Marlin em 2033?
De acordo com nossa previsão experimental de preços de Marlin, espera-se que o valor de POND seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.062649. Ao longo do ano, o preço de POND poderia variar entre $0.062649 e $0.020146.
Quanto será Marlin em 2034?
Os resultados da nossa nova simulação de previsão de preços de Marlin sugerem que POND pode aumentar 746.96% em 2034, atingindo potencialmente $0.036283 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.036283 e $0.016196.
Quanto será Marlin em 2035?
Com base em nossa previsão experimental para o preço de Marlin, POND poderia aumentar 897.93%, com o valor potencialmente atingindo $0.04275 em 2035. A faixa de preço esperada para o ano está entre $0.04275 e $0.019149.
Quanto será Marlin em 2036?
Nossa recente simulação de previsão de preços de Marlin sugere que o valor de POND pode aumentar 1964.7% em 2036, possivelmente atingindo $0.08845 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.08845 e $0.031699.
Quanto será Marlin em 2037?
De acordo com a simulação experimental, o valor de Marlin poderia aumentar 4830.69% em 2037, com um pico de $0.211227 sob condições favoráveis. O preço é esperado para cair entre $0.211227 e $0.082321 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Portal
Previsão de Preço do Synapse
Previsão de Preço do CHEX Token
Previsão de Preço do Toshi
Previsão de Preço do ANyONe Protocol
Previsão de Preço do Helium Mobile
Previsão de Preço do COTI
Previsão de Preço do Zebec Protocol
Previsão de Preço do Nosana
Previsão de Preço do Seedify.fund
Previsão de Preço do The Doge NFT
Previsão de Preço do iExec RLC
Previsão de Preço do Avalanche Bridged BTC (Avalanche)
Previsão de Preço do Coq Inu
Previsão de Preço do Tenset
Previsão de Preço do Mog Coin
Previsão de Preço do Venus
Previsão de Preço do Big Time
Previsão de Preço do Delysium
Previsão de Preço do Reef Finance
Previsão de Preço do Oraichain Token
Previsão de Preço do TerraUSD
Previsão de Preço do Pundi X
Previsão de Preço do MyroPrevisão de Preço do Tribe
Como ler e prever os movimentos de preço de Marlin?
Traders de Marlin 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 Marlin
Médias móveis são ferramentas populares para a previsão de preço de Marlin. Uma média móvel simples (SMA) calcula o preço médio de fechamento de POND 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 POND 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 POND.
Como ler gráficos de Marlin 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 Marlin 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 POND 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 Marlin?
A ação de preço de Marlin 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 POND. A capitalização de mercado de Marlin pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de POND, grandes detentores de Marlin, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Marlin.
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


