Previsão de Preço Linea - Projeção LINEA
Previsão de Preço Linea até $0.007692 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.002576 | $0.007692 |
| 2027 | $0.00248 | $0.006516 |
| 2028 | $0.004476 | $0.010965 |
| 2029 | $0.009834 | $0.032351 |
| 2030 | $0.008363 | $0.024182 |
| 2031 | $0.009888 | $0.022075 |
| 2032 | $0.015094 | $0.040949 |
| 2033 | $0.035075 | $0.109074 |
| 2034 | $0.028199 | $0.06317 |
| 2035 | $0.03334 | $0.07443 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Linea hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.49, com um retorno de 39.54% nos próximos 90 dias.
Previsão de preço de longo prazo de Linea para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Linea'
'name_with_ticker' => 'Linea <small>LINEA</small>'
'name_lang' => 'Linea'
'name_lang_with_ticker' => 'Linea <small>LINEA</small>'
'name_with_lang' => 'Linea'
'name_with_lang_with_ticker' => 'Linea <small>LINEA</small>'
'image' => '/uploads/coins/linea.jpeg?1756520474'
'price_for_sd' => 0.007458
'ticker' => 'LINEA'
'marketcap' => '$126.67M'
'low24h' => '$0.00705'
'high24h' => '$0.007471'
'volume24h' => '$34.39M'
'current_supply' => '16.98B'
'max_supply' => '72.01B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.007458'
'change_24h_pct' => '2.4157%'
'ath_price' => '$0.04666'
'ath_days' => 118
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '10 de set. de 2025'
'ath_pct' => '-84.02%'
'fdv' => '$537.08M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.367751'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.007522'
'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' => '$0.006591'
'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' => '$0.002576'
'current_year_max_price_prediction' => '$0.007692'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.008363'
'grand_prediction_max_price' => '$0.024182'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0075997633253658
107 => 0.0076281380829086
108 => 0.0076920678605037
109 => 0.0071457949104985
110 => 0.0073910554273197
111 => 0.0075351230031494
112 => 0.0068842204543273
113 => 0.0075222567525704
114 => 0.0071362855137866
115 => 0.0070052810782499
116 => 0.0071816612921781
117 => 0.0071129257512749
118 => 0.0070538309694927
119 => 0.007020855065881
120 => 0.007150369228616
121 => 0.0071443272381215
122 => 0.0069324169302713
123 => 0.0066559885722498
124 => 0.0067487670026533
125 => 0.0067150597290853
126 => 0.0065929002213499
127 => 0.0066752209799684
128 => 0.0063127220205953
129 => 0.0056890614020503
130 => 0.0061010707099025
131 => 0.0060852087997301
201 => 0.0060772105053408
202 => 0.0063868241130908
203 => 0.0063570619087069
204 => 0.0063030432163178
205 => 0.0065919081257022
206 => 0.0064864685479956
207 => 0.0068114084817985
208 => 0.0070254349379984
209 => 0.0069711509056755
210 => 0.0071724438222111
211 => 0.0067509044303037
212 => 0.0068909229070704
213 => 0.0069197805210748
214 => 0.0065883435775597
215 => 0.0063619313734195
216 => 0.0063468322606915
217 => 0.005954264700236
218 => 0.0061639711223367
219 => 0.0063485040955439
220 => 0.0062601271217148
221 => 0.0062321496119876
222 => 0.0063750806416027
223 => 0.0063861876067253
224 => 0.006132947624867
225 => 0.0061856042361626
226 => 0.0064051910586985
227 => 0.0061800712116364
228 => 0.0057427001219131
301 => 0.0056342260445333
302 => 0.0056197536030369
303 => 0.0053255633019953
304 => 0.0056414748010728
305 => 0.0055035709658237
306 => 0.005939207529034
307 => 0.005690374260494
308 => 0.005679647555624
309 => 0.0056634325679475
310 => 0.0054102108229927
311 => 0.0054656502920564
312 => 0.0056499395308936
313 => 0.0057156960074776
314 => 0.005708837068243
315 => 0.0056490364130847
316 => 0.0056764128467872
317 => 0.0055882238152495
318 => 0.0055570824327175
319 => 0.0054587916633346
320 => 0.0053143313858598
321 => 0.0053344194734691
322 => 0.0050482058637037
323 => 0.0048922614985975
324 => 0.0048490981536498
325 => 0.0047913783248654
326 => 0.0048556177618976
327 => 0.005047395056508
328 => 0.0048160709513852
329 => 0.0044194819986513
330 => 0.0044433176704653
331 => 0.0044968693481568
401 => 0.0043970761510584
402 => 0.0043026302650129
403 => 0.0043847433002925
404 => 0.0042167033328794
405 => 0.0045171761753983
406 => 0.0045090492270735
407 => 0.0046210469216487
408 => 0.0046910813784905
409 => 0.0045296746293947
410 => 0.0044890812684873
411 => 0.0045122050917255
412 => 0.0041300198025506
413 => 0.0045898142298453
414 => 0.0045937905511459
415 => 0.0045597428740753
416 => 0.0048045692120494
417 => 0.0053212291484246
418 => 0.0051268408977625
419 => 0.0050515678916901
420 => 0.0049084738521223
421 => 0.0050991381637631
422 => 0.0050844981194557
423 => 0.0050182902870256
424 => 0.0049782475833909
425 => 0.0050520274926142
426 => 0.0049691054361521
427 => 0.0049542103562658
428 => 0.0048639623781614
429 => 0.0048317479559995
430 => 0.004807897680324
501 => 0.0047816408702849
502 => 0.0048395568504417
503 => 0.0047083116199246
504 => 0.0045500427380495
505 => 0.0045368843930146
506 => 0.0045732157405494
507 => 0.004557141823816
508 => 0.0045368074372853
509 => 0.0044979835556577
510 => 0.0044864653393198
511 => 0.0045238939545739
512 => 0.0044816392301758
513 => 0.0045439883777591
514 => 0.0045270328595522
515 => 0.0044323207131556
516 => 0.0043142743118177
517 => 0.0043132234512351
518 => 0.0042877905477018
519 => 0.0042553979211894
520 => 0.0042463870335366
521 => 0.0043778279694931
522 => 0.004649906773227
523 => 0.0045964911937601
524 => 0.0046350894241737
525 => 0.0048249545157361
526 => 0.0048853069189013
527 => 0.0048424702126597
528 => 0.0047838326871031
529 => 0.0047864124406371
530 => 0.0049867946162499
531 => 0.0049992922067491
601 => 0.005030869586065
602 => 0.0050714554422523
603 => 0.0048493821594666
604 => 0.0047759528089887
605 => 0.004741157909027
606 => 0.0046340030844659
607 => 0.0047495603759947
608 => 0.0046822300908774
609 => 0.0046913152466698
610 => 0.0046853985270415
611 => 0.0046886294560454
612 => 0.0045170921871151
613 => 0.0045795913521799
614 => 0.0044756743683473
615 => 0.0043365411922244
616 => 0.0043360747690316
617 => 0.0043701274167779
618 => 0.0043498715694182
619 => 0.0042953636049986
620 => 0.0043031062040741
621 => 0.0042352728890275
622 => 0.0043113423966826
623 => 0.0043135237979723
624 => 0.004284232893991
625 => 0.0044014284661029
626 => 0.0044494435876196
627 => 0.0044301636871472
628 => 0.0044480908584062
629 => 0.0045987108522438
630 => 0.0046232684832504
701 => 0.0046341753607575
702 => 0.0046195615897824
703 => 0.0044508439153965
704 => 0.0044583272616985
705 => 0.004403419431813
706 => 0.0043570281016043
707 => 0.0043588835115222
708 => 0.0043827346857002
709 => 0.0044868941621886
710 => 0.004706091639922
711 => 0.0047144100239707
712 => 0.0047244921481022
713 => 0.0046834830823901
714 => 0.0046711143557674
715 => 0.0046874318988219
716 => 0.0047697509466027
717 => 0.0049814978868984
718 => 0.0049066523760953
719 => 0.0048458018107726
720 => 0.0048991841617552
721 => 0.0048909663672461
722 => 0.0048215999114934
723 => 0.0048196530261126
724 => 0.0046865166197257
725 => 0.0046372991216537
726 => 0.0045961692963989
727 => 0.004551256600942
728 => 0.0045246308495879
729 => 0.0045655401048553
730 => 0.0045748965355591
731 => 0.0044854477339454
801 => 0.0044732561928102
802 => 0.0045463020150944
803 => 0.0045141572721298
804 => 0.0045472189374201
805 => 0.0045548895273652
806 => 0.0045536543857153
807 => 0.0045200915822601
808 => 0.0045414835123253
809 => 0.00449088522048
810 => 0.0044358671777159
811 => 0.0044007690941776
812 => 0.0043701413612052
813 => 0.0043871354075526
814 => 0.0043265547353145
815 => 0.0043071737590175
816 => 0.0045342364077529
817 => 0.0047019700277085
818 => 0.0046995311144446
819 => 0.0046846848571878
820 => 0.0046626263303575
821 => 0.004768137227971
822 => 0.0047313793409995
823 => 0.0047581237749955
824 => 0.0047649313559079
825 => 0.0047855358530174
826 => 0.0047929001897176
827 => 0.0047706400493487
828 => 0.0046959322994234
829 => 0.0045097676896092
830 => 0.004423107561199
831 => 0.004394508275385
901 => 0.0043955478051066
902 => 0.0043668729347209
903 => 0.004375318969167
904 => 0.0043639357486208
905 => 0.0043423786828032
906 => 0.0043858043194845
907 => 0.0043908087195743
908 => 0.0043806726570751
909 => 0.0043830600667245
910 => 0.0042991377984005
911 => 0.0043055182261916
912 => 0.0042699911934653
913 => 0.0042633303031139
914 => 0.0041735210580743
915 => 0.0040144109624286
916 => 0.004102573400607
917 => 0.0039960855728022
918 => 0.0039557570188587
919 => 0.0041466661208506
920 => 0.0041275041420048
921 => 0.0040947071637329
922 => 0.0040461935973795
923 => 0.0040281994437094
924 => 0.0039188726622666
925 => 0.0039124130527833
926 => 0.0039665983577377
927 => 0.0039415937039037
928 => 0.0039064776999179
929 => 0.0037792910931334
930 => 0.0036362912370693
1001 => 0.0036406075038588
1002 => 0.0036860930974659
1003 => 0.0038183485954465
1004 => 0.0037666740843422
1005 => 0.0037291836336392
1006 => 0.0037221627991814
1007 => 0.0038100432415339
1008 => 0.0039344124789845
1009 => 0.0039927637425915
1010 => 0.0039349394125112
1011 => 0.003868513935598
1012 => 0.0038725569465917
1013 => 0.0038994532874318
1014 => 0.0039022797125603
1015 => 0.0038590435557392
1016 => 0.0038712142806271
1017 => 0.0038527258366079
1018 => 0.0037392622897894
1019 => 0.0037372100940242
1020 => 0.0037093643097881
1021 => 0.0037085211505081
1022 => 0.003661148525066
1023 => 0.0036545207672952
1024 => 0.0035604595441671
1025 => 0.0036223709260736
1026 => 0.0035808440215842
1027 => 0.0035182531813121
1028 => 0.0035074624968573
1029 => 0.0035071381158525
1030 => 0.0035714049137561
1031 => 0.0036216199311222
1101 => 0.003581566399867
1102 => 0.0035724469872053
1103 => 0.0036698184561034
1104 => 0.0036574270491255
1105 => 0.0036466961705986
1106 => 0.0039232765778645
1107 => 0.0037043416036752
1108 => 0.0036088734585572
1109 => 0.0034907135000647
1110 => 0.0035291869783641
1111 => 0.0035372939055347
1112 => 0.0032531405052935
1113 => 0.0031378595062047
1114 => 0.0030982994115902
1115 => 0.0030755320178419
1116 => 0.003085907405068
1117 => 0.0029821409847755
1118 => 0.0030518737353502
1119 => 0.0029620207865341
1120 => 0.0029469566472583
1121 => 0.0031076248503859
1122 => 0.0031299808922411
1123 => 0.0030346030722091
1124 => 0.0030958510729361
1125 => 0.0030736416964616
1126 => 0.0029635610574479
1127 => 0.002959356786736
1128 => 0.0029041221916005
1129 => 0.0028176907457386
1130 => 0.0027781892557144
1201 => 0.0027576165367421
1202 => 0.0027661052415444
1203 => 0.0027618130926377
1204 => 0.0027338039177003
1205 => 0.0027634185457587
1206 => 0.0026877654086785
1207 => 0.0026576397199144
1208 => 0.0026440326452103
1209 => 0.0025768861316195
1210 => 0.0026837460949326
1211 => 0.0027047988538916
1212 => 0.0027258930932894
1213 => 0.0029095040455975
1214 => 0.0029003313612994
1215 => 0.0029832479600762
1216 => 0.0029800259735216
1217 => 0.0029563768163906
1218 => 0.0028566049125524
1219 => 0.0028963722151591
1220 => 0.0027739746389466
1221 => 0.0028656832252712
1222 => 0.0028238312563148
1223 => 0.0028515330324678
1224 => 0.0028017227411763
1225 => 0.0028292898129935
1226 => 0.0027097912440467
1227 => 0.0025982051617544
1228 => 0.0026431106586696
1229 => 0.002691928069383
1230 => 0.0027977766542544
1231 => 0.0027347341103368
]
'min_raw' => 0.0025768861316195
'max_raw' => 0.0076920678605037
'avg_raw' => 0.0051344769960616
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.002576'
'max' => '$0.007692'
'avg' => '$0.005134'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0048815438683805
'max_diff' => 0.00023363786050368
'year' => 2026
]
1 => [
'items' => [
101 => 0.0027574065930321
102 => 0.0026814575713307
103 => 0.0025247530457953
104 => 0.0025256399763918
105 => 0.0025015343991318
106 => 0.0024807036609073
107 => 0.0027419753048701
108 => 0.0027094820458498
109 => 0.0026577082902137
110 => 0.0027270095195399
111 => 0.0027453338645322
112 => 0.0027458555328731
113 => 0.0027964159208659
114 => 0.0028234000090012
115 => 0.0028281560714907
116 => 0.0029077139344269
117 => 0.0029343806806895
118 => 0.003044217234526
119 => 0.0028211105976502
120 => 0.0028165158632832
121 => 0.0027279847299556
122 => 0.0026718368855775
123 => 0.0027318292208968
124 => 0.0027849742402193
125 => 0.0027296360938471
126 => 0.0027368620875113
127 => 0.0026625751472994
128 => 0.0026891292328998
129 => 0.0027120011886404
130 => 0.0026993726390318
131 => 0.0026804670890391
201 => 0.0027806169546926
202 => 0.002774966106782
203 => 0.002868227964114
204 => 0.0029409322511237
205 => 0.0030712313308909
206 => 0.0029352574485091
207 => 0.0029303020197879
208 => 0.0029787421304136
209 => 0.0029343732647609
210 => 0.0029624128562923
211 => 0.0030667137192048
212 => 0.003068917432083
213 => 0.0030320024020496
214 => 0.0030297561191172
215 => 0.0030368460544413
216 => 0.0030783720270846
217 => 0.0030638615762788
218 => 0.003080653437311
219 => 0.0031016519166578
220 => 0.0031885105304071
221 => 0.0032094518481236
222 => 0.0031585753029009
223 => 0.003163168885294
224 => 0.0031441396607883
225 => 0.0031257576683513
226 => 0.0031670777028753
227 => 0.0032425908781152
228 => 0.0032421211145712
301 => 0.0032596387034605
302 => 0.003270552016215
303 => 0.0032237040888395
304 => 0.0031932078107641
305 => 0.0032049020243068
306 => 0.0032236013264284
307 => 0.0031988380926517
308 => 0.0030459879423358
309 => 0.0030923529138363
310 => 0.0030846355154473
311 => 0.0030736450016738
312 => 0.0031202653390471
313 => 0.0031157686937764
314 => 0.0029810767101538
315 => 0.0029896992539383
316 => 0.0029816010756001
317 => 0.0030077679465421
318 => 0.0029329601678577
319 => 0.002955970536743
320 => 0.002970402424399
321 => 0.0029789029170994
322 => 0.0030096125255755
323 => 0.0030060091074698
324 => 0.0030093885320467
325 => 0.0030549227743808
326 => 0.0032852193466416
327 => 0.0032977538809491
328 => 0.0032360292497288
329 => 0.0032606870224368
330 => 0.0032133494908996
331 => 0.0032451274929544
401 => 0.0032668691948866
402 => 0.0031686226245439
403 => 0.0031628051002632
404 => 0.0031152721898945
405 => 0.003140813683525
406 => 0.0031001753306605
407 => 0.0031101465609842
408 => 0.0030822661317228
409 => 0.0031324453534552
410 => 0.0031885535204146
411 => 0.0032027286591673
412 => 0.0031654399718901
413 => 0.0031384405048571
414 => 0.0030910383349246
415 => 0.0031698691999486
416 => 0.0031929217472087
417 => 0.0031697481147316
418 => 0.0031643782777328
419 => 0.0031542024463232
420 => 0.0031665371284706
421 => 0.0031927961980855
422 => 0.003180412905784
423 => 0.0031885922885147
424 => 0.0031574209160882
425 => 0.0032237195974528
426 => 0.0033290178591064
427 => 0.0033293564102357
428 => 0.0033169730511836
429 => 0.0033119060474627
430 => 0.0033246121253352
501 => 0.0033315046513504
502 => 0.0033725937772938
503 => 0.0034166840464941
504 => 0.0036224340947605
505 => 0.0035646603045294
506 => 0.0037472139874764
507 => 0.0038915902490586
508 => 0.0039348823770983
509 => 0.0038950556563538
510 => 0.003758810596084
511 => 0.0037521257634358
512 => 0.0039557334046595
513 => 0.0038982049201931
514 => 0.0038913620900199
515 => 0.0038185659381214
516 => 0.0038615974798722
517 => 0.0038521858504567
518 => 0.0038373291329916
519 => 0.003919430317049
520 => 0.0040731164043811
521 => 0.0040491629864114
522 => 0.0040312828710641
523 => 0.0039529374104355
524 => 0.004000118876826
525 => 0.0039833184603458
526 => 0.0040555037113526
527 => 0.0040127427677553
528 => 0.0038977690853424
529 => 0.0039160790232249
530 => 0.0039133115129484
531 => 0.0039702666783299
601 => 0.0039531701513965
602 => 0.0039099731416752
603 => 0.0040725911220424
604 => 0.0040620316149261
605 => 0.0040770025817776
606 => 0.0040835932643782
607 => 0.0041825759633775
608 => 0.0042231260080644
609 => 0.0042323315781367
610 => 0.0042708509843363
611 => 0.0042313731802201
612 => 0.0043893125438822
613 => 0.0044943330047
614 => 0.0046163196742435
615 => 0.0047945749853722
616 => 0.0048616006313104
617 => 0.004849493048295
618 => 0.004984644190793
619 => 0.0052275077896209
620 => 0.0048985827253541
621 => 0.0052449416167194
622 => 0.0051352883906189
623 => 0.0048753025641117
624 => 0.0048585625419162
625 => 0.0050346279621244
626 => 0.0054251241184774
627 => 0.0053273092602817
628 => 0.0054252841085441
629 => 0.0053109912438055
630 => 0.0053053156397353
701 => 0.0054197331592103
702 => 0.0056870759300377
703 => 0.0055600714008115
704 => 0.0053779792653775
705 => 0.0055124332645145
706 => 0.0053959567673319
707 => 0.0051335026194605
708 => 0.0053272344631031
709 => 0.0051976914964245
710 => 0.0052354990209842
711 => 0.0055077790688805
712 => 0.0054750176131539
713 => 0.0055174139704932
714 => 0.0054425855094953
715 => 0.005372683927558
716 => 0.0052422074339124
717 => 0.0052035797765573
718 => 0.0052142550713728
719 => 0.0052035744864114
720 => 0.0051305740873576
721 => 0.0051148096581323
722 => 0.0050885349187681
723 => 0.0050966785591667
724 => 0.0050472743622158
725 => 0.0051405102892901
726 => 0.0051578156989473
727 => 0.0052256650314408
728 => 0.0052327093742218
729 => 0.0054216687994417
730 => 0.0053175931233647
731 => 0.0053874160723387
801 => 0.0053811704505834
802 => 0.0048809372453181
803 => 0.0049498649674087
804 => 0.005057094872271
805 => 0.0050087879454772
806 => 0.0049404932530709
807 => 0.004885341627223
808 => 0.0048017812745203
809 => 0.004919390866315
810 => 0.0050740349731393
811 => 0.0052366314039725
812 => 0.0054319803618785
813 => 0.0053883807485864
814 => 0.0052329794910864
815 => 0.0052399506779772
816 => 0.0052830438122749
817 => 0.0052272342879352
818 => 0.0052107749696761
819 => 0.0052807825546961
820 => 0.0052812646584587
821 => 0.0052170490558995
822 => 0.0051456851649862
823 => 0.0051453861476776
824 => 0.005132687632583
825 => 0.0053132502814309
826 => 0.0054125414813544
827 => 0.0054239250574099
828 => 0.0054117752759863
829 => 0.0054164512446486
830 => 0.0053586758831455
831 => 0.0054907332267905
901 => 0.0056119221044369
902 => 0.0055794408964049
903 => 0.0055307469480892
904 => 0.0054919598728374
905 => 0.0055703038941466
906 => 0.0055668153582026
907 => 0.0056108636253135
908 => 0.0056088653414822
909 => 0.0055940535659919
910 => 0.00557944142538
911 => 0.0056373769112247
912 => 0.0056206924217169
913 => 0.0056039820165885
914 => 0.0055704667408684
915 => 0.0055750220234685
916 => 0.0055263364828495
917 => 0.0055038123240604
918 => 0.0051651030188858
919 => 0.0050745888248974
920 => 0.0051030664329124
921 => 0.0051124420008918
922 => 0.0050730501076709
923 => 0.0051295279636025
924 => 0.0051207259495804
925 => 0.0051549694371344
926 => 0.0051335755927901
927 => 0.0051344536036245
928 => 0.0051973683381926
929 => 0.0052156327532962
930 => 0.0052063433243626
1001 => 0.0052128493219647
1002 => 0.0053627772906948
1003 => 0.0053414623279679
1004 => 0.0053301391788422
1005 => 0.0053332757685338
1006 => 0.0053715855790362
1007 => 0.0053823102343388
1008 => 0.0053368691162136
1009 => 0.0053582994102134
1010 => 0.0054495468821554
1011 => 0.0054814783331754
1012 => 0.0055833881968653
1013 => 0.0055400950754665
1014 => 0.0056195614734765
1015 => 0.0058638140888679
1016 => 0.0060589399790379
1017 => 0.0058794941465191
1018 => 0.0062378179946841
1019 => 0.0065168245089838
1020 => 0.0065061157742553
1021 => 0.0064574645349502
1022 => 0.006139823036192
1023 => 0.0058475245932668
1024 => 0.0060920446524212
1025 => 0.006092667984338
1026 => 0.0060716634944025
1027 => 0.0059412064113678
1028 => 0.006067123870695
1029 => 0.0060771187413514
1030 => 0.0060715242716344
1031 => 0.0059715031319445
1101 => 0.0058187893386346
1102 => 0.0058486292483022
1103 => 0.0058975076290554
1104 => 0.0058049706571912
1105 => 0.0057753994876677
1106 => 0.005830377917957
1107 => 0.00600752987556
1108 => 0.0059740403241466
1109 => 0.0059731657766173
1110 => 0.0061164482793439
1111 => 0.006013888929691
1112 => 0.0058490056251237
1113 => 0.0058073704161769
1114 => 0.005659593473253
1115 => 0.0057616635340939
1116 => 0.0057653368538718
1117 => 0.0057094341246799
1118 => 0.0058535418235001
1119 => 0.0058522138456858
1120 => 0.0059890226581152
1121 => 0.0062505497244368
1122 => 0.0061732033019602
1123 => 0.0060832578278867
1124 => 0.006093037394836
1125 => 0.0062002951062414
1126 => 0.0061354446454703
1127 => 0.006158765323317
1128 => 0.0062002598076024
1129 => 0.0062252944602218
1130 => 0.0060894352935855
1201 => 0.0060577600229474
1202 => 0.0059929635357311
1203 => 0.0059760593417001
1204 => 0.0060288347285147
1205 => 0.006014930278671
1206 => 0.0057650281255682
1207 => 0.0057389119601266
1208 => 0.0057397129056354
1209 => 0.0056740425658762
1210 => 0.0055738795350562
1211 => 0.0058371019996276
1212 => 0.0058159615519264
1213 => 0.0057926241338051
1214 => 0.0057954828343635
1215 => 0.0059097387847969
1216 => 0.0058434645634817
1217 => 0.0060196654429793
1218 => 0.0059834438392379
1219 => 0.0059462932880371
1220 => 0.0059411579502277
1221 => 0.0059268581575515
1222 => 0.0058778188477462
1223 => 0.0058186009343507
1224 => 0.0057795001385592
1225 => 0.0053312833745994
1226 => 0.0054144697988334
1227 => 0.0055101681972334
1228 => 0.0055432029008738
1229 => 0.005486694754365
1230 => 0.0058800501337916
1231 => 0.0059519199520796
]
'min_raw' => 0.0024807036609073
'max_raw' => 0.0065168245089838
'avg_raw' => 0.0044987640849455
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.00248'
'max' => '$0.006516'
'avg' => '$0.004498'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -9.6182470712187E-5
'max_diff' => -0.0011752433515199
'year' => 2027
]
2 => [
'items' => [
101 => 0.005734221584533
102 => 0.0056934991085308
103 => 0.0058827198925387
104 => 0.0057685966284819
105 => 0.0058199863272988
106 => 0.005708909907119
107 => 0.0059346086174479
108 => 0.005932889171424
109 => 0.0058450872754695
110 => 0.0059192968366888
111 => 0.0059064010992193
112 => 0.0058072729749332
113 => 0.0059377511557994
114 => 0.0059378158713493
115 => 0.0058533084554709
116 => 0.005754622294777
117 => 0.005736979540108
118 => 0.0057236880944355
119 => 0.0058167174464438
120 => 0.0059001272725592
121 => 0.0060553322799105
122 => 0.0060943545063386
123 => 0.0062466608539443
124 => 0.0061559698396066
125 => 0.0061961719916172
126 => 0.0062398171145664
127 => 0.0062607421915045
128 => 0.0062266459015354
129 => 0.0064632403511608
130 => 0.0064832161717758
131 => 0.0064899138916378
201 => 0.0064101355744078
202 => 0.0064809973924557
203 => 0.0064478434944878
204 => 0.0065341007265821
205 => 0.0065476269619621
206 => 0.006536170721805
207 => 0.0065404641624117
208 => 0.0063385725377774
209 => 0.006328103391977
210 => 0.0061853558461312
211 => 0.0062435265261999
212 => 0.0061347792280046
213 => 0.0061692641164836
214 => 0.0061844647267411
215 => 0.0061765247905696
216 => 0.0062468154091724
217 => 0.0061870540239354
218 => 0.0060293339026135
219 => 0.00587157081055
220 => 0.0058695902234402
221 => 0.0058280539860498
222 => 0.0057980308941578
223 => 0.0058038144067826
224 => 0.0058241962596278
225 => 0.0057968462638183
226 => 0.0058026827721042
227 => 0.0058996076981022
228 => 0.0059190453007742
229 => 0.0058529887321332
301 => 0.0055877620771226
302 => 0.0055226747907123
303 => 0.005569458241447
304 => 0.0055470987652359
305 => 0.0044769416368533
306 => 0.0047283591803017
307 => 0.0045789754133177
308 => 0.0046478183259606
309 => 0.0044953361826088
310 => 0.0045681086536902
311 => 0.0045546702355066
312 => 0.0049589422053857
313 => 0.004952630054634
314 => 0.0049556513471672
315 => 0.0048114371826181
316 => 0.0050411742625862
317 => 0.0051543510092567
318 => 0.0051334050055495
319 => 0.0051386766634187
320 => 0.0050480921153886
321 => 0.0049565284036002
322 => 0.0048549701556727
323 => 0.0050436528273432
324 => 0.005022674535174
325 => 0.0050707911896588
326 => 0.005193165389553
327 => 0.0052111854553418
328 => 0.0052354046065035
329 => 0.0052267237648486
330 => 0.0054335366314898
331 => 0.0054084902287443
401 => 0.005468844853019
402 => 0.0053446908117695
403 => 0.0052041987292859
404 => 0.0052309016811339
405 => 0.0052283299721393
406 => 0.0051955891649688
407 => 0.0051660322281956
408 => 0.0051168282560835
409 => 0.0052725169046638
410 => 0.0052661962298523
411 => 0.0053685206080697
412 => 0.0053504337802938
413 => 0.0052296455178087
414 => 0.0052339594942335
415 => 0.0052629730589167
416 => 0.0053633893375562
417 => 0.005393199725918
418 => 0.0053793903662902
419 => 0.005412076096233
420 => 0.0054379095644752
421 => 0.0054153203821052
422 => 0.0057351355680956
423 => 0.0056023260054354
424 => 0.005667056462193
425 => 0.0056824942947157
426 => 0.0056429506113315
427 => 0.0056515262203043
428 => 0.0056645159311847
429 => 0.0057433869120041
430 => 0.0059503671871765
501 => 0.006042037342088
502 => 0.0063178315260649
503 => 0.0060344254118328
504 => 0.0060176092658653
505 => 0.006067288126586
506 => 0.0062292085083597
507 => 0.0063604297693792
508 => 0.0064039634319955
509 => 0.0064097171241727
510 => 0.0064913891693041
511 => 0.0065382020624799
512 => 0.0064814720348371
513 => 0.0064333992762913
514 => 0.0062612086221906
515 => 0.0062811401592623
516 => 0.0064184486845323
517 => 0.0066124050639079
518 => 0.0067788398151341
519 => 0.0067205601660914
520 => 0.0071651927492669
521 => 0.0072092762537275
522 => 0.0072031853388014
523 => 0.0073036141224677
524 => 0.0071042834388562
525 => 0.0070190657097621
526 => 0.0064437931523379
527 => 0.0066054212759114
528 => 0.0068403572456124
529 => 0.0068092625890578
530 => 0.0066386458080044
531 => 0.0067787103870061
601 => 0.0067324006569638
602 => 0.006695874251487
603 => 0.0068632087959684
604 => 0.0066792175905869
605 => 0.0068385217925928
606 => 0.0066342125057292
607 => 0.0067208263826191
608 => 0.0066716601570546
609 => 0.0067034767305808
610 => 0.0065174776918659
611 => 0.006617838258285
612 => 0.0065133023623479
613 => 0.0065132527987223
614 => 0.0065109451630256
615 => 0.0066339311810124
616 => 0.0066379417506436
617 => 0.0065470548975298
618 => 0.0065339566820766
619 => 0.0065823876496597
620 => 0.0065256876707104
621 => 0.0065522172339953
622 => 0.0065264912241562
623 => 0.0065206997574687
624 => 0.0064745523655662
625 => 0.0064546708002857
626 => 0.006462466874317
627 => 0.0064358548544964
628 => 0.0064198201499557
629 => 0.0065077554567048
630 => 0.0064607751696089
701 => 0.0065005550539151
702 => 0.0064552208551265
703 => 0.006298072770955
704 => 0.0062076952459371
705 => 0.0059108570825722
706 => 0.0059950400174759
707 => 0.0060508533904106
708 => 0.0060324070709886
709 => 0.006072036902885
710 => 0.0060744698527032
711 => 0.0060615857903754
712 => 0.0060466676967504
713 => 0.0060394063937961
714 => 0.0060935261969438
715 => 0.0061249445642599
716 => 0.0060564550090711
717 => 0.0060404088645611
718 => 0.0061096555862689
719 => 0.0061518960465081
720 => 0.0064637758720501
721 => 0.0064406708072154
722 => 0.0064986599858105
723 => 0.0064921312942172
724 => 0.0065529131917855
725 => 0.0066522659059632
726 => 0.0064502540585841
727 => 0.006485316330245
728 => 0.0064767198709399
729 => 0.0065705737595209
730 => 0.0065708667611165
731 => 0.0065145966665628
801 => 0.0065451015976984
802 => 0.0065280745819975
803 => 0.0065588447007082
804 => 0.006440362224988
805 => 0.0065846610910223
806 => 0.0066664692496502
807 => 0.0066676051560121
808 => 0.0067063815739321
809 => 0.0067457806603174
810 => 0.0068214037756968
811 => 0.006743671572674
812 => 0.0066038389065134
813 => 0.0066139343733534
814 => 0.0065319505323462
815 => 0.0065333286955251
816 => 0.0065259719524674
817 => 0.0065480500921733
818 => 0.0064452071350919
819 => 0.0064693441715594
820 => 0.0064355521791587
821 => 0.006485242873053
822 => 0.0064317839005887
823 => 0.0064767157254669
824 => 0.0064961068115708
825 => 0.0065676603367543
826 => 0.0064212153867407
827 => 0.0061226042202113
828 => 0.0061853759077262
829 => 0.0060925316512821
830 => 0.006101124740699
831 => 0.0061184841489012
901 => 0.0060622166272729
902 => 0.0060729506972062
903 => 0.0060725672006937
904 => 0.0060692624349305
905 => 0.0060546250794002
906 => 0.0060333980179687
907 => 0.0061179600973668
908 => 0.0061323288424568
909 => 0.0061642687828809
910 => 0.0062593003805147
911 => 0.0062498044829117
912 => 0.0062652926858832
913 => 0.0062314820257589
914 => 0.0061026931202508
915 => 0.006109686977442
916 => 0.0060224734661987
917 => 0.0061620385373157
918 => 0.0061289876863063
919 => 0.006107679587652
920 => 0.006101865475516
921 => 0.0061971326380991
922 => 0.0062256380662738
923 => 0.0062078753963635
924 => 0.0061714436421575
925 => 0.0062414033803142
926 => 0.0062601216548805
927 => 0.0062643119862525
928 => 0.0063882672288169
929 => 0.0062712397073409
930 => 0.0062994093949137
1001 => 0.0065191812559648
1002 => 0.0063198785044352
1003 => 0.0064254536169022
1004 => 0.0064202862645333
1005 => 0.0064742949196043
1006 => 0.0064158559784229
1007 => 0.0064165803991373
1008 => 0.0064645364259772
1009 => 0.0063971908351956
1010 => 0.0063805151198349
1011 => 0.0063574777384978
1012 => 0.0064077790178416
1013 => 0.006437932359877
1014 => 0.0066809461514931
1015 => 0.0068379441436524
1016 => 0.00683112844676
1017 => 0.0068934111579064
1018 => 0.0068653522260907
1019 => 0.0067747425336856
1020 => 0.0069294022299463
1021 => 0.0068804614308129
1022 => 0.0068844960508304
1023 => 0.0068843458820718
1024 => 0.0069168872350166
1025 => 0.006893828704084
1026 => 0.0068483779727062
1027 => 0.0068785502892916
1028 => 0.0069681512827497
1029 => 0.0072462755157379
1030 => 0.007401917521174
1031 => 0.0072369056715807
1101 => 0.0073507286358335
1102 => 0.0072824754165509
1103 => 0.0072700717762498
1104 => 0.0073415610092515
1105 => 0.007413175374692
1106 => 0.0074086138492108
1107 => 0.0073566254973394
1108 => 0.0073272585965229
1109 => 0.0075496346081395
1110 => 0.0077134774654221
1111 => 0.0077023044809718
1112 => 0.0077516184006859
1113 => 0.0078964055941886
1114 => 0.0079096431206303
1115 => 0.0079079754965597
1116 => 0.0078751649060809
1117 => 0.0080177267010772
1118 => 0.0081366542585992
1119 => 0.0078675702023741
1120 => 0.0079700338884157
1121 => 0.0080160331382535
1122 => 0.0080835736843779
1123 => 0.0081975259067996
1124 => 0.0083213082446839
1125 => 0.008338812424465
1126 => 0.0083263923712581
1127 => 0.0082447545919757
1128 => 0.008380198703119
1129 => 0.0084595386868715
1130 => 0.0085067838315329
1201 => 0.0086265896575516
1202 => 0.0080163172139605
1203 => 0.0075843360458783
1204 => 0.0075168759485985
1205 => 0.0076540587091542
1206 => 0.0076902327091007
1207 => 0.0076756510150806
1208 => 0.0071894169363944
1209 => 0.0075143160268027
1210 => 0.0078638801297906
1211 => 0.007877308310631
1212 => 0.0080523074096274
1213 => 0.008109294289716
1214 => 0.0082501915020644
1215 => 0.0082413783430698
1216 => 0.0082756845721124
1217 => 0.0082677981641566
1218 => 0.0085287805806235
1219 => 0.0088166829422504
1220 => 0.0088067137989407
1221 => 0.0087653244281507
1222 => 0.0088267947017103
1223 => 0.0091239407924013
1224 => 0.0090965843420396
1225 => 0.0091231588033491
1226 => 0.0094735107906937
1227 => 0.0099290182112307
1228 => 0.0097173892821939
1229 => 0.01017656316362
1230 => 0.010465588782216
1231 => 0.010965428703771
]
'min_raw' => 0.0044769416368533
'max_raw' => 0.010965428703771
'avg_raw' => 0.007721185170312
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.004476'
'max' => '$0.010965'
'avg' => '$0.007721'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.001996237975946
'max_diff' => 0.0044486041947869
'year' => 2028
]
3 => [
'items' => [
101 => 0.010902846283828
102 => 0.011097430297295
103 => 0.010790810690787
104 => 0.010086750096197
105 => 0.0099753298120678
106 => 0.010198396042506
107 => 0.010746782603554
108 => 0.010181125398156
109 => 0.010295557114095
110 => 0.010262600772206
111 => 0.010260844668803
112 => 0.010327867993137
113 => 0.010230647165488
114 => 0.0098345520239554
115 => 0.010016080093117
116 => 0.0099459833879196
117 => 0.010023760908391
118 => 0.010443494108487
119 => 0.010257920055535
120 => 0.010062432865562
121 => 0.010307617183869
122 => 0.010619821075546
123 => 0.010600283917089
124 => 0.010562373663784
125 => 0.010776071776748
126 => 0.011129038451691
127 => 0.011224443925594
128 => 0.011294870295949
129 => 0.011304580902558
130 => 0.011404606185737
131 => 0.010866745028468
201 => 0.011720344498308
202 => 0.011867737546539
203 => 0.011840033762288
204 => 0.01200385493215
205 => 0.011955654588234
206 => 0.011885819852303
207 => 0.012145511252297
208 => 0.01184779601822
209 => 0.011425226724753
210 => 0.011193396852884
211 => 0.011498689129343
212 => 0.011685120469345
213 => 0.011808339725825
214 => 0.011845625798385
215 => 0.010908497659012
216 => 0.0104034375674
217 => 0.010727175295598
218 => 0.011122157667184
219 => 0.010864550881451
220 => 0.010874648579737
221 => 0.010507369001154
222 => 0.011154653760246
223 => 0.011060349815368
224 => 0.011549598848216
225 => 0.011432835640058
226 => 0.011831799233807
227 => 0.011726738748847
228 => 0.012162838948064
301 => 0.012336811124473
302 => 0.012628937485271
303 => 0.012843826825443
304 => 0.01297001395617
305 => 0.012962438154157
306 => 0.013462454432275
307 => 0.013167612302307
308 => 0.012797221098112
309 => 0.012790521889798
310 => 0.012982352742934
311 => 0.013384377584883
312 => 0.013488616777177
313 => 0.013546872265097
314 => 0.013457651957459
315 => 0.013137621956905
316 => 0.012999434625254
317 => 0.013117174235493
318 => 0.012973188809651
319 => 0.013221748049829
320 => 0.013563072975983
321 => 0.013492590728477
322 => 0.0137282023146
323 => 0.013972035519174
324 => 0.014320727952951
325 => 0.014411889067184
326 => 0.014562574922464
327 => 0.014717680165271
328 => 0.014767495789058
329 => 0.014862609271746
330 => 0.014862107976743
331 => 0.015148738858701
401 => 0.015464901597719
402 => 0.015584245712514
403 => 0.015858670923813
404 => 0.01538872736647
405 => 0.015745184953037
406 => 0.016066718618833
407 => 0.015683372927194
408 => 0.016211725655027
409 => 0.016232240394176
410 => 0.016541988599102
411 => 0.016227999452834
412 => 0.016041553700069
413 => 0.01657981560227
414 => 0.016840263581655
415 => 0.016761814530668
416 => 0.016164813379153
417 => 0.015817333102388
418 => 0.014907910194153
419 => 0.015985160913103
420 => 0.01650985831447
421 => 0.016163454539641
422 => 0.016338160454561
423 => 0.017291299277776
424 => 0.017654192830488
425 => 0.017578713508342
426 => 0.017591468271289
427 => 0.017787279045348
428 => 0.018655611852491
429 => 0.018135286706654
430 => 0.018533055784435
501 => 0.018744031069027
502 => 0.018939996671136
503 => 0.018458767087921
504 => 0.017832694470823
505 => 0.017634390992248
506 => 0.016129011511107
507 => 0.016050649971582
508 => 0.016006663264849
509 => 0.01572933330094
510 => 0.015511427916377
511 => 0.015338141464265
512 => 0.014883386066208
513 => 0.015036852663568
514 => 0.014312067473893
515 => 0.014775759353437
516 => 0.013618984690165
517 => 0.014582381003483
518 => 0.014058048190399
519 => 0.014410123572499
520 => 0.014408895214658
521 => 0.013760612810611
522 => 0.013386697049266
523 => 0.013624970725414
524 => 0.013880419020434
525 => 0.013921864646869
526 => 0.014253060029244
527 => 0.014345489541444
528 => 0.014065423804357
529 => 0.013595013106446
530 => 0.013704278782645
531 => 0.013384482783825
601 => 0.012824052596668
602 => 0.013226563341256
603 => 0.013363998206607
604 => 0.013424697272638
605 => 0.01287357854941
606 => 0.012700405081203
607 => 0.012608208979795
608 => 0.01352387059993
609 => 0.013574032610471
610 => 0.013317396672353
611 => 0.014477415447862
612 => 0.014214867472387
613 => 0.014508197886808
614 => 0.013694364067799
615 => 0.013725453615658
616 => 0.013340171643473
617 => 0.013555903803346
618 => 0.01340343126612
619 => 0.013538474776735
620 => 0.013619419300192
621 => 0.014004638051396
622 => 0.014586779582836
623 => 0.01394709921588
624 => 0.013668381319605
625 => 0.013841296334885
626 => 0.014301791807049
627 => 0.014999466019707
628 => 0.014586428843812
629 => 0.014769727728648
630 => 0.014809770380585
701 => 0.014505212058547
702 => 0.015010695519458
703 => 0.015281588212701
704 => 0.015559468062624
705 => 0.015800743350295
706 => 0.015448476739856
707 => 0.015825452508461
708 => 0.015521676584146
709 => 0.015249158176259
710 => 0.015249571474193
711 => 0.015078616696066
712 => 0.014747370271757
713 => 0.014686283348883
714 => 0.015004065236104
715 => 0.015258896215598
716 => 0.015279885315627
717 => 0.015420972839564
718 => 0.015504466982912
719 => 0.016322823092512
720 => 0.01665197268959
721 => 0.017054450586414
722 => 0.017211238409638
723 => 0.017683113545998
724 => 0.017302036049563
725 => 0.017219587536119
726 => 0.016074972804492
727 => 0.016262403402673
728 => 0.016562497874725
729 => 0.016079921251804
730 => 0.01638600504522
731 => 0.016446432469782
801 => 0.016063523482818
802 => 0.016268051717276
803 => 0.015724885364951
804 => 0.014598619125014
805 => 0.015011949375744
806 => 0.015316299565739
807 => 0.014881954318508
808 => 0.015660501362686
809 => 0.015205690251951
810 => 0.015061536964631
811 => 0.014499143596439
812 => 0.014764571617719
813 => 0.015123566817065
814 => 0.014901749521541
815 => 0.015362053715788
816 => 0.016013967213486
817 => 0.016478559594065
818 => 0.01651422522818
819 => 0.016215523452739
820 => 0.016694194954172
821 => 0.016697681553482
822 => 0.016157738144435
823 => 0.015827025812812
824 => 0.015751887275242
825 => 0.015939598073869
826 => 0.016167513636727
827 => 0.016526872955706
828 => 0.016744026265909
829 => 0.0173102469297
830 => 0.017463450006503
831 => 0.01763177373964
901 => 0.017856706156226
902 => 0.018126795193827
903 => 0.017535855755735
904 => 0.017559334881259
905 => 0.017009060258621
906 => 0.016421012906969
907 => 0.016867267545736
908 => 0.017450686123156
909 => 0.017316849256876
910 => 0.01730178987538
911 => 0.017327115577932
912 => 0.01722620695146
913 => 0.016769800973775
914 => 0.016540596749034
915 => 0.016836328675183
916 => 0.016993497032418
917 => 0.017237251447968
918 => 0.01720720357122
919 => 0.017835088768364
920 => 0.018079065969712
921 => 0.018016646161234
922 => 0.01802813290821
923 => 0.018469841977379
924 => 0.018961113306694
925 => 0.019421253735559
926 => 0.019889328343292
927 => 0.019325046134407
928 => 0.019038538428824
929 => 0.019334141247666
930 => 0.019177290231077
1001 => 0.020078602697429
1002 => 0.020141007617049
1003 => 0.02104225490825
1004 => 0.021897645906131
1005 => 0.021360390146284
1006 => 0.021866998129289
1007 => 0.022414935967264
1008 => 0.023471996956429
1009 => 0.023116016003132
1010 => 0.02284334017184
1011 => 0.022585662828828
1012 => 0.023121848474509
1013 => 0.023811642741902
1014 => 0.023960217820331
1015 => 0.024200966207434
1016 => 0.023947848715707
1017 => 0.024252700854515
1018 => 0.025328962863325
1019 => 0.025038147368117
1020 => 0.024625142613998
1021 => 0.025474748104651
1022 => 0.025782217028961
1023 => 0.027940194962493
1024 => 0.030664731245199
1025 => 0.029536755333889
1026 => 0.028836584286183
1027 => 0.029001141090673
1028 => 0.029996049509744
1029 => 0.030315582517135
1030 => 0.029446981653414
1031 => 0.029753786162729
1101 => 0.03144430917341
1102 => 0.032351220530168
1103 => 0.031119513093245
1104 => 0.027721281124999
1105 => 0.024587956054672
1106 => 0.02541905495879
1107 => 0.025324834135065
1108 => 0.027141090213
1109 => 0.025031211514735
1110 => 0.025066736460929
1111 => 0.026920550791107
1112 => 0.026425984910239
1113 => 0.025624851522445
1114 => 0.024593805214991
1115 => 0.022687820755421
1116 => 0.020999637167271
1117 => 0.024310553949094
1118 => 0.02416778119695
1119 => 0.02396102509411
1120 => 0.024421138427634
1121 => 0.026655318169781
1122 => 0.02660381309539
1123 => 0.026276164090237
1124 => 0.02652468297288
1125 => 0.025581284960747
1126 => 0.025824420109247
1127 => 0.024587459719973
1128 => 0.025146617475954
1129 => 0.025623132650002
1130 => 0.02571880012612
1201 => 0.025934343834716
1202 => 0.024092546444215
1203 => 0.024919459400219
1204 => 0.025405193290606
1205 => 0.023210629902688
1206 => 0.025361813828486
1207 => 0.024060484849275
1208 => 0.023618794248426
1209 => 0.024213472454158
1210 => 0.02398172577904
1211 => 0.023782483596396
1212 => 0.023671303035065
1213 => 0.024107969077116
1214 => 0.024087598084326
1215 => 0.023373127686303
1216 => 0.022441130177622
1217 => 0.022753939133311
1218 => 0.02264029270711
1219 => 0.022228423397875
1220 => 0.022505973583009
1221 => 0.021283783032614
1222 => 0.019181067714595
1223 => 0.02057018586159
1224 => 0.020516706324001
1225 => 0.020489739516044
1226 => 0.021533623411106
1227 => 0.021433278061094
1228 => 0.02125115026824
1229 => 0.022225078478133
1230 => 0.021869581580339
1231 => 0.022965139253737
]
'min_raw' => 0.0098345520239554
'max_raw' => 0.032351220530168
'avg_raw' => 0.021092886277062
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.009834'
'max' => '$0.032351'
'avg' => '$0.021092'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.0053576103871021
'max_diff' => 0.021385791826397
'year' => 2029
]
4 => [
'items' => [
101 => 0.023686744393665
102 => 0.023503721988699
103 => 0.024182395110621
104 => 0.022761145619865
105 => 0.023233227690062
106 => 0.023330523150452
107 => 0.022213060355202
108 => 0.021449695801348
109 => 0.021398788088599
110 => 0.020075219150332
111 => 0.020782258993679
112 => 0.021404424796528
113 => 0.02110645565898
114 => 0.021012127531607
115 => 0.02149402947708
116 => 0.021531477385455
117 => 0.020677661105969
118 => 0.020855196547319
119 => 0.021595548850561
120 => 0.020836541568825
121 => 0.019361914403549
122 => 0.018996186478245
123 => 0.018947391631306
124 => 0.017955508491633
125 => 0.01902062616701
126 => 0.018555673758329
127 => 0.020024452846366
128 => 0.019185494108499
129 => 0.019149328274116
130 => 0.01909465831107
131 => 0.018240903518577
201 => 0.018427821559186
202 => 0.019049165594589
203 => 0.019270868146363
204 => 0.019247742753857
205 => 0.019046120669843
206 => 0.019138422227432
207 => 0.018841086750441
208 => 0.018736091405013
209 => 0.018404697213596
210 => 0.017917639302195
211 => 0.017985367692075
212 => 0.017020378523955
213 => 0.016494601209312
214 => 0.016349072978252
215 => 0.016154466545636
216 => 0.016371054292644
217 => 0.017017644830886
218 => 0.016237719459931
219 => 0.014900592116832
220 => 0.014980955748507
221 => 0.015161508968703
222 => 0.014825049237347
223 => 0.014506618338543
224 => 0.014783468169937
225 => 0.014216909687628
226 => 0.015229974854525
227 => 0.015202574280842
228 => 0.015580182327532
301 => 0.015816308388424
302 => 0.015272114264788
303 => 0.01513525091435
304 => 0.015213214498852
305 => 0.013924650113074
306 => 0.01547487912652
307 => 0.015488285571403
308 => 0.015373491451026
309 => 0.016198940542735
310 => 0.017940895590269
311 => 0.017285502031407
312 => 0.017031713836041
313 => 0.016549262291131
314 => 0.017192100329585
315 => 0.017142740398067
316 => 0.016919516068546
317 => 0.01678450929755
318 => 0.017033263412644
319 => 0.016753685909849
320 => 0.016703466108071
321 => 0.01639918874898
322 => 0.016290575575522
323 => 0.016210162705909
324 => 0.01612163603767
325 => 0.016316903808334
326 => 0.015874401350396
327 => 0.015340786765173
328 => 0.015296422486202
329 => 0.015418916160989
330 => 0.015364721828477
331 => 0.015296163024588
401 => 0.015165265597083
402 => 0.015126431126524
403 => 0.015252624316036
404 => 0.015110159562597
405 => 0.015320374066752
406 => 0.015263207353321
407 => 0.014943878739154
408 => 0.014545877055307
409 => 0.014542334005484
410 => 0.014456585195553
411 => 0.014347371193685
412 => 0.014316990356844
413 => 0.014760152649334
414 => 0.015677485332059
415 => 0.015497390976529
416 => 0.015627527605211
417 => 0.016267671017371
418 => 0.016471153358313
419 => 0.016326726412456
420 => 0.016129025901101
421 => 0.016137723720253
422 => 0.016813326215568
423 => 0.01685546271449
424 => 0.016961928053516
425 => 0.017098766101266
426 => 0.016350030523692
427 => 0.016102458341882
428 => 0.015985144907359
429 => 0.01562386493504
430 => 0.016013474411382
501 => 0.015786465654259
502 => 0.015817096891318
503 => 0.015797148257999
504 => 0.015808041560712
505 => 0.015229691682164
506 => 0.015440411980732
507 => 0.015090048614489
508 => 0.014620951397222
509 => 0.014619378818863
510 => 0.014734189698219
511 => 0.014665895694628
512 => 0.014482118286963
513 => 0.014508223000317
514 => 0.014279518242667
515 => 0.014535991898729
516 => 0.014543346645478
517 => 0.01444459031768
518 => 0.014839723371388
519 => 0.015001609705891
520 => 0.014936606175368
521 => 0.014997048884903
522 => 0.015504874710079
523 => 0.015587672477576
524 => 0.015624445776585
525 => 0.015575174427442
526 => 0.015006331008758
527 => 0.015031561633286
528 => 0.014846436051285
529 => 0.014690024442547
530 => 0.014696280086625
531 => 0.014776695985602
601 => 0.015127876932766
602 => 0.015866916532823
603 => 0.015894962545414
604 => 0.015928955130835
605 => 0.015790690202625
606 => 0.01574898817726
607 => 0.015804003912922
608 => 0.016081548329848
609 => 0.016795467922754
610 => 0.016543121057535
611 => 0.016337959128098
612 => 0.016517941451473
613 => 0.016490234583537
614 => 0.016256360734956
615 => 0.016249796674967
616 => 0.015800917985547
617 => 0.015634977754541
618 => 0.015496305677102
619 => 0.015344879388664
620 => 0.015255108809024
621 => 0.015393037219351
622 => 0.015424583078714
623 => 0.015123000198957
624 => 0.015081895566833
625 => 0.015328174656561
626 => 0.015219796411382
627 => 0.0153312661242
628 => 0.015357128053743
629 => 0.015352963687436
630 => 0.015239804352307
701 => 0.015311928738058
702 => 0.015141333064442
703 => 0.014955835892025
704 => 0.014837500252906
705 => 0.01473423671283
706 => 0.014791533326576
707 => 0.014587281360518
708 => 0.014521937045796
709 => 0.015287494619016
710 => 0.015853020229483
711 => 0.015844797263134
712 => 0.015794742070261
713 => 0.015720370206975
714 => 0.016076107564815
715 => 0.015952175782536
716 => 0.016042346508991
717 => 0.016065298743327
718 => 0.016134768243892
719 => 0.016159597619238
720 => 0.016084546001831
721 => 0.015832663607029
722 => 0.015204996627443
723 => 0.014912815954091
724 => 0.014816391465231
725 => 0.014819896312264
726 => 0.014723216984743
727 => 0.014751693379562
728 => 0.014713314056739
729 => 0.014640632904269
730 => 0.014787045470221
731 => 0.01480391815452
801 => 0.014769743712127
802 => 0.014777793030443
803 => 0.014494843243523
804 => 0.014516355301288
805 => 0.014396573430033
806 => 0.014374115773165
807 => 0.014071317633233
808 => 0.013534866837051
809 => 0.013832112652674
810 => 0.013473081506488
811 => 0.013337110971217
812 => 0.013980774337431
813 => 0.013916168387906
814 => 0.01380559108585
815 => 0.013642024209781
816 => 0.01358135566437
817 => 0.013212752787784
818 => 0.013190973763415
819 => 0.013373663302166
820 => 0.013289358365996
821 => 0.013170962306836
822 => 0.012742143782177
823 => 0.012260009783526
824 => 0.012274562378359
825 => 0.012427920232908
826 => 0.012873828878134
827 => 0.012699604656146
828 => 0.012573202984102
829 => 0.012549531750548
830 => 0.012845826797556
831 => 0.013265146364804
901 => 0.01346188172401
902 => 0.013266922957978
903 => 0.013042964824887
904 => 0.013056596118726
905 => 0.013147279009711
906 => 0.013156808499366
907 => 0.013011034777992
908 => 0.013052069226684
909 => 0.012989734146852
910 => 0.012607183876981
911 => 0.012600264755679
912 => 0.012506380749997
913 => 0.012503537979616
914 => 0.012343817865487
915 => 0.012321471917428
916 => 0.012004337936507
917 => 0.012213076483119
918 => 0.012073065625317
919 => 0.011862036237387
920 => 0.011825654691366
921 => 0.011824561018161
922 => 0.012041241014257
923 => 0.012210544451207
924 => 0.012075501174132
925 => 0.012044754437646
926 => 0.012373049143295
927 => 0.012331270649529
928 => 0.012295090743369
929 => 0.013227600896694
930 => 0.012489446345663
1001 => 0.012167568829024
1002 => 0.011769184279302
1003 => 0.011898900297521
1004 => 0.011926233368484
1005 => 0.010968190340614
1006 => 0.010579512403524
1007 => 0.010446132782533
1008 => 0.010369370924943
1009 => 0.010404352267361
1010 => 0.010054496536605
1011 => 0.010289605373753
1012 => 0.009986659883487
1013 => 0.009935870086174
1014 => 0.010477574150515
1015 => 0.010552949106478
1016 => 0.010231376127174
1017 => 0.010437878037824
1018 => 0.010362997574431
1019 => 0.0099918530144113
1020 => 0.0099776780221732
1021 => 0.0097914507283175
1022 => 0.0095000410741433
1023 => 0.0093668590426207
1024 => 0.0092974966842644
1025 => 0.0093261169451676
1026 => 0.0093116456654605
1027 => 0.0092172107766208
1028 => 0.0093170585627473
1029 => 0.0090619887291479
1030 => 0.0089604178661713
1031 => 0.0089145406637909
1101 => 0.0086881515051995
1102 => 0.0090484373322341
1103 => 0.0091194181789212
1104 => 0.0091905388798033
1105 => 0.0098095960248176
1106 => 0.00977866967929
1107 => 0.010058228781118
1108 => 0.010047365628497
1109 => 0.0099676308440988
1110 => 0.0096312429044565
1111 => 0.0097653211416594
1112 => 0.0093526491679331
1113 => 0.0096618510696155
1114 => 0.0095207442342678
1115 => 0.0096141427066437
1116 => 0.0094462038319111
1117 => 0.0095391481392143
1118 => 0.0091362503708865
1119 => 0.0087600301037466
1120 => 0.0089114321217979
1121 => 0.0090760234303407
1122 => 0.0094328993243469
1123 => 0.009220346986039
1124 => 0.0092967888443883
1125 => 0.0090407214151308
1126 => 0.0085123811665275
1127 => 0.008515371514957
1128 => 0.0084340978782274
1129 => 0.0083638655899477
1130 => 0.0092447611789718
1201 => 0.0091352078875782
1202 => 0.0089606490557227
1203 => 0.0091943029888535
1204 => 0.0092560847973598
1205 => 0.009257843638593
1206 => 0.0094283115167244
1207 => 0.0095192902538411
1208 => 0.0095353256505823
1209 => 0.0098035605400242
1210 => 0.0098934693368614
1211 => 0.010263790946665
1212 => 0.0095115713436298
1213 => 0.0094960798759171
1214 => 0.0091975909788571
1215 => 0.0090082846014188
1216 => 0.0092105529484789
1217 => 0.0093897350915914
1218 => 0.0092031586675119
1219 => 0.0092275216096534
1220 => 0.0089770580041805
1221 => 0.009066586957729
1222 => 0.0091437013533775
1223 => 0.0091011233166751
1224 => 0.0090373819349313
1225 => 0.0093750441992224
1226 => 0.009355991970962
1227 => 0.0096704308342918
1228 => 0.0099155584139962
1229 => 0.010354870858623
1230 => 0.0098964254207793
1231 => 0.0098797178468687
]
'min_raw' => 0.0083638655899477
'max_raw' => 0.024182395110621
'avg_raw' => 0.016273130350284
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.008363'
'max' => '$0.024182'
'avg' => '$0.016273'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0014706864340077
'max_diff' => -0.0081688254195467
'year' => 2030
]
5 => [
'items' => [
101 => 0.010043037061824
102 => 0.0098934443335405
103 => 0.0099879817740501
104 => 0.010339639415413
105 => 0.010347069387241
106 => 0.010222607786158
107 => 0.010215034286421
108 => 0.01023893849837
109 => 0.010378946214387
110 => 0.010330023216408
111 => 0.010386638148248
112 => 0.010457435987433
113 => 0.010750285867964
114 => 0.010820890982721
115 => 0.010649357158416
116 => 0.010664844742168
117 => 0.010600686383169
118 => 0.010538710212278
119 => 0.010678023593548
120 => 0.010932621536031
121 => 0.010931037695445
122 => 0.010990099469424
123 => 0.011026894465319
124 => 0.010868943407355
125 => 0.010766123076641
126 => 0.010805550934064
127 => 0.010868596936711
128 => 0.010785105965119
129 => 0.010269761011672
130 => 0.010426083750185
131 => 0.010400064002705
201 => 0.010363008718184
202 => 0.010520192440567
203 => 0.010505031687091
204 => 0.010050908260413
205 => 0.010079979768789
206 => 0.010052676195125
207 => 0.010140899627419
208 => 0.0098886799786721
209 => 0.0099662610439013
210 => 0.010014919160736
211 => 0.010043579165361
212 => 0.010147118754414
213 => 0.010134969578688
214 => 0.010146363544593
215 => 0.010299885421722
216 => 0.011076346393892
217 => 0.011118607451443
218 => 0.010910498547808
219 => 0.010993633950044
220 => 0.010834032157465
221 => 0.010941173910062
222 => 0.011014477576084
223 => 0.010683232404817
224 => 0.010663618215538
225 => 0.010503357689588
226 => 0.010589472618613
227 => 0.010452457574651
228 => 0.010486076273857
301 => 0.010392075460053
302 => 0.010561258209525
303 => 0.010750430811776
304 => 0.010798223281757
305 => 0.010672501869189
306 => 0.010581471281044
307 => 0.010421651555603
308 => 0.010687435320827
309 => 0.010765158593392
310 => 0.010687027073564
311 => 0.010668922293212
312 => 0.010634613767161
313 => 0.010676201009201
314 => 0.010764735295757
315 => 0.010722984161189
316 => 0.010750561521132
317 => 0.01064546506268
318 => 0.010868995695727
319 => 0.011224016136582
320 => 0.011225157585351
321 => 0.011183406225728
322 => 0.011166322468916
323 => 0.011209161897574
324 => 0.011232400530255
325 => 0.011370935387124
326 => 0.011519588808017
327 => 0.012213289460757
328 => 0.012018501093356
329 => 0.012633993580903
330 => 0.013120768226856
331 => 0.013266730659101
401 => 0.013132452089498
402 => 0.012673092356472
403 => 0.012650553976479
404 => 0.013337031354296
405 => 0.013143070052407
406 => 0.013119998972727
407 => 0.012874561664137
408 => 0.013019645511516
409 => 0.012987913545842
410 => 0.012937823085646
411 => 0.013214632959817
412 => 0.013732796333277
413 => 0.013652035712218
414 => 0.013591751654975
415 => 0.01332760446456
416 => 0.013486680072601
417 => 0.01343003629547
418 => 0.013673413909052
419 => 0.01352924240224
420 => 0.013141600604779
421 => 0.013203333838709
422 => 0.01319400298459
423 => 0.013386031301157
424 => 0.013328389166959
425 => 0.013182747432765
426 => 0.013731025307198
427 => 0.013695423191714
428 => 0.013745898851694
429 => 0.013768119798228
430 => 0.014101846878656
501 => 0.014238564185431
502 => 0.014269601407643
503 => 0.014399472274984
504 => 0.014266370102154
505 => 0.014798873693714
506 => 0.015152957509656
507 => 0.015564244082859
508 => 0.016165244309718
509 => 0.01639122595458
510 => 0.016350404393119
511 => 0.016806075906002
512 => 0.017624907485646
513 => 0.016515913666656
514 => 0.017683686850899
515 => 0.017313983343358
516 => 0.016437422977658
517 => 0.016380982824075
518 => 0.016974599680802
519 => 0.018291184735517
520 => 0.017961395111895
521 => 0.018291724153197
522 => 0.017906377780058
523 => 0.017887242084677
524 => 0.018273008739963
525 => 0.019174373557084
526 => 0.018746168919625
527 => 0.018132232571742
528 => 0.018585553617111
529 => 0.01819284497473
530 => 0.017307962491218
531 => 0.017961142927985
601 => 0.017524379771427
602 => 0.017651850480117
603 => 0.018569861671585
604 => 0.018459404136271
605 => 0.01860234641506
606 => 0.018350057034449
607 => 0.018114378970575
608 => 0.017674468362671
609 => 0.017544232519001
610 => 0.017580225020797
611 => 0.017544214682905
612 => 0.01729808874077
613 => 0.017244937867
614 => 0.017156350748789
615 => 0.017183807600964
616 => 0.017017237901654
617 => 0.017331589339309
618 => 0.017389935736193
619 => 0.017618694497784
620 => 0.017642444991291
621 => 0.018279534886145
622 => 0.01792863647792
623 => 0.018164049425269
624 => 0.018142991875465
625 => 0.016456420698746
626 => 0.016688815326155
627 => 0.01705034843695
628 => 0.016887478260583
629 => 0.016657217936952
630 => 0.016471270379843
701 => 0.016189540816708
702 => 0.016586069766683
703 => 0.017107463169748
704 => 0.017655668388423
705 => 0.018314301038831
706 => 0.018167301898589
707 => 0.017643355709159
708 => 0.017666859552474
709 => 0.017812151063425
710 => 0.017623985355617
711 => 0.017568491614954
712 => 0.017804527075622
713 => 0.017806152522117
714 => 0.017589645134699
715 => 0.017349036794017
716 => 0.017348028636284
717 => 0.01730521470606
718 => 0.017913994283133
719 => 0.018248761495965
720 => 0.018287142017412
721 => 0.018246178181072
722 => 0.018261943535883
723 => 0.018067149870828
724 => 0.018512390424876
725 => 0.018920987186998
726 => 0.018811474526353
727 => 0.018647299479903
728 => 0.018516526147665
729 => 0.018780668485314
730 => 0.018768906642817
731 => 0.018917418450733
801 => 0.01891068109728
802 => 0.01886074216209
803 => 0.018811476309829
804 => 0.019006809845281
805 => 0.018950556924032
806 => 0.018894216626458
807 => 0.018781217534406
808 => 0.018796575987732
809 => 0.018632429288419
810 => 0.018556487514475
811 => 0.017414505444151
812 => 0.017109330519619
813 => 0.017205344763285
814 => 0.017236955145309
815 => 0.01710414262706
816 => 0.017294561661492
817 => 0.017264885056679
818 => 0.017380339365772
819 => 0.017308208525894
820 => 0.017311168800723
821 => 0.017523290220886
822 => 0.017584869971588
823 => 0.017553550013372
824 => 0.017575485438521
825 => 0.018080978052731
826 => 0.018009113167734
827 => 0.0179709363799
828 => 0.017981511611035
829 => 0.01811067581185
830 => 0.018146834735974
831 => 0.017993626833617
901 => 0.018065880566053
902 => 0.0183735277884
903 => 0.018481186904897
904 => 0.018824783125447
905 => 0.018678817344021
906 => 0.018946743853079
907 => 0.019770258599044
908 => 0.020428139161007
909 => 0.019823125008162
910 => 0.021031238879622
911 => 0.021971928822196
912 => 0.021935823575399
913 => 0.021771792525361
914 => 0.020700842035277
915 => 0.019715337427329
916 => 0.020539753878613
917 => 0.02054185548569
918 => 0.020471037381386
919 => 0.020031192217712
920 => 0.02045573172311
921 => 0.020489430127347
922 => 0.020470567982103
923 => 0.020133339726386
924 => 0.019618454510105
925 => 0.019719061848905
926 => 0.019883858722194
927 => 0.019571863860829
928 => 0.019472162598187
929 => 0.019657526214379
930 => 0.020254806407792
1001 => 0.020141894047036
1002 => 0.020138945448982
1003 => 0.02062203241059
1004 => 0.02027624640277
1005 => 0.019720330829637
1006 => 0.019579954815795
1007 => 0.01908171453527
1008 => 0.0194258508717
1009 => 0.019438235725794
1010 => 0.01924975577132
1011 => 0.01973562493917
1012 => 0.019731147569253
1013 => 0.020192408032045
1014 => 0.021074164795385
1015 => 0.02081338593185
1016 => 0.020510128486219
1017 => 0.020543100978976
1018 => 0.020904727841473
1019 => 0.020686079985269
1020 => 0.020764707278827
1021 => 0.020904608829647
1022 => 0.020989014908818
1023 => 0.020530956243119
1024 => 0.020424160856666
1025 => 0.02020569497607
1026 => 0.020148701305681
1027 => 0.020326637206986
1028 => 0.020279757383561
1029 => 0.019437194826764
1030 => 0.019349142351605
1031 => 0.019351842795308
1101 => 0.019130430659853
1102 => 0.018792724008284
1103 => 0.019680196925192
1104 => 0.019608920429789
1105 => 0.019530236695226
1106 => 0.019539875003747
1107 => 0.019925096917729
1108 => 0.019701648753446
1109 => 0.020295722320625
1110 => 0.020173598654699
1111 => 0.020048342977557
1112 => 0.020031028827595
1113 => 0.019982816078207
1114 => 0.019817476621383
1115 => 0.019617819291908
1116 => 0.019485988228966
1117 => 0.017974794115781
1118 => 0.018255262952976
1119 => 0.018577916784631
1120 => 0.018689295594364
1121 => 0.018498774433136
1122 => 0.019824999558069
1123 => 0.020067313668217
1124 => 0.019333328422819
1125 => 0.019196029751825
1126 => 0.019834000836081
1127 => 0.019449226283482
1128 => 0.019622490240957
1129 => 0.019247988335213
1130 => 0.020008947294868
1201 => 0.02000315006255
1202 => 0.019707119840207
1203 => 0.019957322557004
1204 => 0.019913843677774
1205 => 0.019579626285839
1206 => 0.020019542582325
1207 => 0.02001976077532
1208 => 0.019734838122566
1209 => 0.019402110841739
1210 => 0.019342627062595
1211 => 0.019297814025531
1212 => 0.019611468980929
1213 => 0.019892691033165
1214 => 0.020415975551517
1215 => 0.020547541712365
1216 => 0.021061053197007
1217 => 0.020755282110323
1218 => 0.020890826472651
1219 => 0.02103797905188
1220 => 0.021108529409719
1221 => 0.020993571387561
1222 => 0.02179126609297
1223 => 0.02185861596684
1224 => 0.021881197796975
1225 => 0.02161221963049
1226 => 0.021851135197453
1227 => 0.021739354515723
1228 => 0.022030176796016
1229 => 0.022075781442971
1230 => 0.022037155929433
1231 => 0.022051631564197
]
'min_raw' => 0.0098886799786721
'max_raw' => 0.022075781442971
'avg_raw' => 0.015982230710822
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.009888'
'max' => '$0.022075'
'avg' => '$0.015982'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0015248143887244
'max_diff' => -0.0021066136676497
'year' => 2031
]
6 => [
'items' => [
101 => 0.021370939856119
102 => 0.02133564240012
103 => 0.020854359082986
104 => 0.021050485592185
105 => 0.020683836483825
106 => 0.020800104692991
107 => 0.020851354611746
108 => 0.020824584562596
109 => 0.021061574290749
110 => 0.020860084608016
111 => 0.020328320207312
112 => 0.019796410927752
113 => 0.019789733240031
114 => 0.019649690915702
115 => 0.019548465965243
116 => 0.01956796548185
117 => 0.019636684321733
118 => 0.019544471901345
119 => 0.019564150096523
120 => 0.019890939251608
121 => 0.019956474486106
122 => 0.019733760153011
123 => 0.018839529968109
124 => 0.018620083637727
125 => 0.018777817308196
126 => 0.018702430773061
127 => 0.015094321298734
128 => 0.015941993099883
129 => 0.015438335299855
130 => 0.015670443986289
131 => 0.015156339794015
201 => 0.015401697261078
202 => 0.015356388695931
203 => 0.016719419867746
204 => 0.016698138010787
205 => 0.016708324509503
206 => 0.016222096385014
207 => 0.016996670989857
208 => 0.017378254293004
209 => 0.017307633379103
210 => 0.017325407141664
211 => 0.017019995013569
212 => 0.0167112815665
213 => 0.016368870843042
214 => 0.017005027643983
215 => 0.016934297867277
216 => 0.01709652652727
217 => 0.017509119686107
218 => 0.017569875596035
219 => 0.017651532155103
220 => 0.017622264091387
221 => 0.018319548110481
222 => 0.018235102414941
223 => 0.018438592244508
224 => 0.018019998226277
225 => 0.01754631936134
226 => 0.017636350227836
227 => 0.01762767953141
228 => 0.017517291614144
229 => 0.017417638338214
301 => 0.017251743710926
302 => 0.017776658859449
303 => 0.017755348263026
304 => 0.018100342048247
305 => 0.018039361045618
306 => 0.017632114985482
307 => 0.017646659858191
308 => 0.017744481117183
309 => 0.018083041611456
310 => 0.018183549417113
311 => 0.018136990196989
312 => 0.018247192417536
313 => 0.01833429175935
314 => 0.018258130753863
315 => 0.019336409982213
316 => 0.018888633269236
317 => 0.019106876523531
318 => 0.019158926253716
319 => 0.019025601964334
320 => 0.019054515228716
321 => 0.019098310945862
322 => 0.019364229964291
323 => 0.020062078412936
324 => 0.020371150740426
325 => 0.021301010087039
326 => 0.020345486586122
327 => 0.020288789775927
328 => 0.020456285523314
329 => 0.021002211395384
330 => 0.021444633038487
331 => 0.021591409821422
401 => 0.021610808796307
402 => 0.021886171798628
403 => 0.022044004736342
404 => 0.02185273548738
405 => 0.02169065482561
406 => 0.021110102013342
407 => 0.021177302582155
408 => 0.021640247861678
409 => 0.022294185336345
410 => 0.022855331720207
411 => 0.022658837814504
412 => 0.024157947611936
413 => 0.024306578225037
414 => 0.024286042280109
415 => 0.024624644935954
416 => 0.023952587619334
417 => 0.023665270095981
418 => 0.021725698504378
419 => 0.022270639007522
420 => 0.023062742032074
421 => 0.022957904226541
422 => 0.022382657837136
423 => 0.022854895344237
424 => 0.022698758856157
425 => 0.0225756075299
426 => 0.023139787629544
427 => 0.022519448434744
428 => 0.023056553674071
429 => 0.022367710648992
430 => 0.022659735382114
501 => 0.022493968019947
502 => 0.022601239818953
503 => 0.021974131073887
504 => 0.02231250373052
505 => 0.021960053658905
506 => 0.021959886551681
507 => 0.021952106196815
508 => 0.022366762143068
509 => 0.022380284058588
510 => 0.022073852687798
511 => 0.022029691139909
512 => 0.022192979528457
513 => 0.022001811590764
514 => 0.022091257865614
515 => 0.022004520827309
516 => 0.021984994493025
517 => 0.021829405339317
518 => 0.021762373253887
519 => 0.021788658261789
520 => 0.021698933978972
521 => 0.021644871853105
522 => 0.021941351879257
523 => 0.021782954561254
524 => 0.021917075218535
525 => 0.021764227802187
526 => 0.021234392064674
527 => 0.020929677929119
528 => 0.019928867336755
529 => 0.020212695979248
530 => 0.020400874662862
531 => 0.02033868160905
601 => 0.020472296354155
602 => 0.020480499214331
603 => 0.020437059698656
604 => 0.020386762304451
605 => 0.020362280314573
606 => 0.020544749009409
607 => 0.020650678228376
608 => 0.020419760911269
609 => 0.020365660214747
610 => 0.020599130371637
611 => 0.020741547032468
612 => 0.021793071639037
613 => 0.021715171299803
614 => 0.021910685864111
615 => 0.021888673924586
616 => 0.022093604335894
617 => 0.022428578948329
618 => 0.021747481900874
619 => 0.021865696797748
620 => 0.021836713235015
621 => 0.022153148173035
622 => 0.022154136048372
623 => 0.021964417495931
624 => 0.022067267001041
625 => 0.022009859228817
626 => 0.022113602832351
627 => 0.021714130893278
628 => 0.022200644594738
629 => 0.022476466513215
630 => 0.022480296300821
701 => 0.022611033701121
702 => 0.022743870471626
703 => 0.022998839084965
704 => 0.022736759535384
705 => 0.022265303938619
706 => 0.022299341509913
707 => 0.022022927266028
708 => 0.022027573839406
709 => 0.022002770066556
710 => 0.022077208056021
711 => 0.021730465845955
712 => 0.021811845549599
713 => 0.021697913487938
714 => 0.021865449131696
715 => 0.021685208473647
716 => 0.021836699258263
717 => 0.021902077658905
718 => 0.022143325364769
719 => 0.021649575991338
720 => 0.020642787595019
721 => 0.020854426722054
722 => 0.020541395829274
723 => 0.020570368030193
724 => 0.020628896486942
725 => 0.020439186609299
726 => 0.020475377275508
727 => 0.020474084290242
728 => 0.02046294204174
729 => 0.020413591175622
730 => 0.020342022655979
731 => 0.020627129610606
801 => 0.02067557483787
802 => 0.020783262576986
803 => 0.021103668243302
804 => 0.021071652161551
805 => 0.021123871719222
806 => 0.021009876718028
807 => 0.020575655931353
808 => 0.020599236209169
809 => 0.020305189766959
810 => 0.020775743148352
811 => 0.020664309896637
812 => 0.02059246815434
813 => 0.020572865469345
814 => 0.020894065359335
815 => 0.020990173400612
816 => 0.020930285318859
817 => 0.02080745311597
818 => 0.021043327257598
819 => 0.021106437227166
820 => 0.021120565221947
821 => 0.021538488976531
822 => 0.021143922517274
823 => 0.021238898585671
824 => 0.021979874759186
825 => 0.02130791161753
826 => 0.021663865480231
827 => 0.021646443390947
828 => 0.021828537342283
829 => 0.021631506372013
830 => 0.021633948807029
831 => 0.021795635899702
901 => 0.021568575538463
902 => 0.021512352199863
903 => 0.021434680060267
904 => 0.021604274335497
905 => 0.021705938433409
906 => 0.022525276398524
907 => 0.023054606090339
908 => 0.023031626492409
909 => 0.023241617001479
910 => 0.023147014353851
911 => 0.02284151744974
912 => 0.023362963413678
913 => 0.023197956092462
914 => 0.02321155909554
915 => 0.023211052791086
916 => 0.023320768234504
917 => 0.023243024787569
918 => 0.02308978447346
919 => 0.023191512545392
920 => 0.023493608550577
921 => 0.024431323820111
922 => 0.024956081708017
923 => 0.024399732736353
924 => 0.024783494807197
925 => 0.024553374313098
926 => 0.024511554573829
927 => 0.024752585514113
928 => 0.024994038347151
929 => 0.024978658845515
930 => 0.02480337648747
1001 => 0.024704363931036
1002 => 0.025454120179998
1003 => 0.02600652781247
1004 => 0.025968857315323
1005 => 0.026135122638627
1006 => 0.02662328277024
1007 => 0.026667914014853
1008 => 0.026662291503869
1009 => 0.026551668307307
1010 => 0.027032325352484
1011 => 0.027433297915927
1012 => 0.026526062233515
1013 => 0.02687152570479
1014 => 0.027026615387183
1015 => 0.027254333053972
1016 => 0.027638530927757
1017 => 0.02805587172214
1018 => 0.028114888286375
1019 => 0.028073013209848
1020 => 0.027797765737229
1021 => 0.028254425014355
1022 => 0.028521925308917
1023 => 0.028681215612694
1024 => 0.029085149319692
1025 => 0.027027573168263
1026 => 0.025571118500112
1027 => 0.025343672072219
1028 => 0.025806193327227
1029 => 0.025928156493635
1030 => 0.025878993294185
1031 => 0.024239621150115
1101 => 0.025335041117157
1102 => 0.026513620896167
1103 => 0.026558894945396
1104 => 0.027148916625709
1105 => 0.027341051870625
1106 => 0.027816096659187
1107 => 0.027786382478321
1108 => 0.027902048324723
1109 => 0.027875458749688
1110 => 0.028755379188017
1111 => 0.029726062100943
1112 => 0.029692450438251
1113 => 0.029552903284919
1114 => 0.029760154603942
1115 => 0.030762003394785
1116 => 0.030669769212424
1117 => 0.030759366864099
1118 => 0.031940603050225
1119 => 0.033476378121078
1120 => 0.032762856411371
1121 => 0.034310993211095
1122 => 0.035285463263315
1123 => 0.036970708456547
1124 => 0.036759707458347
1125 => 0.037415761045171
1126 => 0.036381971634331
1127 => 0.034008182183732
1128 => 0.033632520916673
1129 => 0.034384604286583
1130 => 0.036233527864283
1201 => 0.034326375103361
1202 => 0.034712189623014
1203 => 0.034601075015399
1204 => 0.034595154190166
1205 => 0.034821128007578
1206 => 0.03449334119942
1207 => 0.033157878775261
1208 => 0.033769913334324
1209 => 0.033533577398756
1210 => 0.033795809739279
1211 => 0.035210969528239
1212 => 0.034585293652344
1213 => 0.03392619494287
1214 => 0.034752850990263
1215 => 0.035805468208432
1216 => 0.035739597314654
1217 => 0.035611780248827
1218 => 0.03633227835661
1219 => 0.037522330144529
1220 => 0.037843996360788
1221 => 0.038081443785454
1222 => 0.038114183773609
1223 => 0.038451425999388
1224 => 0.03663798955539
1225 => 0.039515959764366
1226 => 0.040012905717133
1227 => 0.039919500474312
1228 => 0.040471834986131
1229 => 0.04030932416138
1230 => 0.040073871473483
1231 => 0.040949439159635
]
'min_raw' => 0.015094321298734
'max_raw' => 0.040949439159635
'avg_raw' => 0.028021880229185
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.015094'
'max' => '$0.040949'
'avg' => '$0.028021'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0052056413200623
'max_diff' => 0.018873657716664
'year' => 2032
]
7 => [
'items' => [
101 => 0.03994567146213
102 => 0.038520949586361
103 => 0.037739318987511
104 => 0.038768633212419
105 => 0.039397199491454
106 => 0.039812641817573
107 => 0.039938354414439
108 => 0.036778761464346
109 => 0.035075916103304
110 => 0.03616742045657
111 => 0.037499131099161
112 => 0.03663059183553
113 => 0.036664636930302
114 => 0.035426328188469
115 => 0.037608693945725
116 => 0.037290741611478
117 => 0.038940278884
118 => 0.038546603575549
119 => 0.039891737186623
120 => 0.039537518426491
121 => 0.041007860695695
122 => 0.041594420034808
123 => 0.042579344455851
124 => 0.043303858869334
125 => 0.043729307590683
126 => 0.043703765245271
127 => 0.045389605036968
128 => 0.044395524210561
129 => 0.043146724405731
130 => 0.043124137557174
131 => 0.043770908671726
201 => 0.045126363494836
202 => 0.045477813209403
203 => 0.045674225654194
204 => 0.04537341315783
205 => 0.044294409667179
206 => 0.043828501430588
207 => 0.044225468746824
208 => 0.043740011830857
209 => 0.04457804666297
210 => 0.045728847482042
211 => 0.045491211663663
212 => 0.04628559257615
213 => 0.047107693249265
214 => 0.048283334134671
215 => 0.048590690195973
216 => 0.049098738077599
217 => 0.049621686232828
218 => 0.049789643086439
219 => 0.050110324833935
220 => 0.050108634682833
221 => 0.051075030713281
222 => 0.05214099546166
223 => 0.052543372477032
224 => 0.053468616236682
225 => 0.051884168722689
226 => 0.053085990362874
227 => 0.054170063565868
228 => 0.052877586802167
301 => 0.054658964912465
302 => 0.054728131787799
303 => 0.055772469486635
304 => 0.05471383315797
305 => 0.054085218285295
306 => 0.055900005868814
307 => 0.056778124415206
308 => 0.056513627962667
309 => 0.054500796899045
310 => 0.053329242885632
311 => 0.050263060056637
312 => 0.053895086066823
313 => 0.055664139988733
314 => 0.05449621547676
315 => 0.055085248666487
316 => 0.058298822754987
317 => 0.059522343704374
318 => 0.059267859899958
319 => 0.059310863473745
320 => 0.059971053169558
321 => 0.062898697853899
322 => 0.061144385296769
323 => 0.062485491513858
324 => 0.063196809415683
325 => 0.063857521125076
326 => 0.062235021986888
327 => 0.06012417444735
328 => 0.059455580424227
329 => 0.05438008840132
330 => 0.054115886999783
331 => 0.053967582746979
401 => 0.0530325454111
402 => 0.05229786219338
403 => 0.051713614821611
404 => 0.050180375247053
405 => 0.050697798594747
406 => 0.048254134724872
407 => 0.049817504270688
408 => 0.04591735773004
409 => 0.049165515662572
410 => 0.047397690975513
411 => 0.04858473770738
412 => 0.048580596213159
413 => 0.046394866826283
414 => 0.045134183730941
415 => 0.045937540065813
416 => 0.046798801827301
417 => 0.04693853865047
418 => 0.048055187005471
419 => 0.048366819559076
420 => 0.047422558372921
421 => 0.045836535861889
422 => 0.046204932717879
423 => 0.045126718180413
424 => 0.043237188676426
425 => 0.044594281754209
426 => 0.045057652998135
427 => 0.04526230413713
428 => 0.043404168883889
429 => 0.042820302445242
430 => 0.04250945685242
501 => 0.045596673934158
502 => 0.045765798654895
503 => 0.044900532671783
504 => 0.048811616963336
505 => 0.047926418133508
506 => 0.048915402105404
507 => 0.046171504564551
508 => 0.04627632514576
509 => 0.044977320077011
510 => 0.04570467611596
511 => 0.045190604311411
512 => 0.045645912935886
513 => 0.045918823048088
514 => 0.047217614962887
515 => 0.04918034577996
516 => 0.04702361876171
517 => 0.046083901914958
518 => 0.046666896961515
519 => 0.048219489596684
520 => 0.050571746914719
521 => 0.049179163238852
522 => 0.049797168226597
523 => 0.049932174823291
524 => 0.048905335176957
525 => 0.050609607957148
526 => 0.05152294158554
527 => 0.052459832900506
528 => 0.053273309378192
529 => 0.052085617906627
530 => 0.053356618030086
531 => 0.052332416292302
601 => 0.051413601453481
602 => 0.051414994916321
603 => 0.050838608946186
604 => 0.049721788499742
605 => 0.049515829674318
606 => 0.050587253493906
607 => 0.051446433933002
608 => 0.051517200149163
609 => 0.051992886586531
610 => 0.052274392920206
611 => 0.055033537679521
612 => 0.056143288526561
613 => 0.057500270855812
614 => 0.058028891948388
615 => 0.059619851915894
616 => 0.058335022530682
617 => 0.058057041611236
618 => 0.054197893129106
619 => 0.054829828476861
620 => 0.055841617941309
621 => 0.05421457716471
622 => 0.055246560044299
623 => 0.055450295325117
624 => 0.054159290941716
625 => 0.054848872163897
626 => 0.053017548884368
627 => 0.049220263623025
628 => 0.050613835421156
629 => 0.051639973335775
630 => 0.050175548009721
701 => 0.052800473725586
702 => 0.051267046311843
703 => 0.050781023439183
704 => 0.048884874933273
705 => 0.049779784038613
706 => 0.050990161417451
707 => 0.050242288918802
708 => 0.051794236647118
709 => 0.053992208519754
710 => 0.055558614167682
711 => 0.055678863343193
712 => 0.054671769452603
713 => 0.056285643839461
714 => 0.056297399152463
715 => 0.054476942251217
716 => 0.05336192253555
717 => 0.053108587710129
718 => 0.053741467773249
719 => 0.054509901005981
720 => 0.055721506039587
721 => 0.056453653586094
722 => 0.05836270608633
723 => 0.05887924095607
724 => 0.059446756174326
725 => 0.060205131521129
726 => 0.061115755568412
727 => 0.059123361994811
728 => 0.059202523505777
729 => 0.057347234196606
730 => 0.055364591494356
731 => 0.056869170165462
801 => 0.058836206632219
802 => 0.058384966293363
803 => 0.058334192537238
804 => 0.058419579911575
805 => 0.058079359432209
806 => 0.056540554813196
807 => 0.055767776766954
808 => 0.056764857603312
809 => 0.057294761692873
810 => 0.05811659672329
811 => 0.058015288208958
812 => 0.060132246988673
813 => 0.06095483315696
814 => 0.060744380414666
815 => 0.060783108784076
816 => 0.062272361749922
817 => 0.063928717336176
818 => 0.065480112918073
819 => 0.067058259137968
820 => 0.065155742273789
821 => 0.064189761541085
822 => 0.065186407083141
823 => 0.064657572929725
824 => 0.067696410837655
825 => 0.067906813381127
826 => 0.070945431546489
827 => 0.073829442017337
828 => 0.072018046713011
829 => 0.073726110897954
830 => 0.075573521574485
831 => 0.079137476501095
901 => 0.077937261863259
902 => 0.077017916260438
903 => 0.076149139108017
904 => 0.077956926447715
905 => 0.080282615980128
906 => 0.080783547230233
907 => 0.081595247225867
908 => 0.080741843930411
909 => 0.081769674200499
910 => 0.085398366705416
911 => 0.084417861959232
912 => 0.083025387595649
913 => 0.085889891824948
914 => 0.086926544770053
915 => 0.094202318038163
916 => 0.10338828233635
917 => 0.099585232798609
918 => 0.097224557226889
919 => 0.097779371982217
920 => 0.1011337751794
921 => 0.1022111030229
922 => 0.099282554567091
923 => 0.10031696739065
924 => 0.10601668374971
925 => 0.10907439870755
926 => 0.1049216110889
927 => 0.093464234750977
928 => 0.0829000105146
929 => 0.085702118495304
930 => 0.085384446409827
1001 => 0.091508080583536
1002 => 0.08439447724531
1003 => 0.084514252081673
1004 => 0.090764516525054
1005 => 0.08909705312822
1006 => 0.086395975977925
1007 => 0.082919731366988
1008 => 0.076493571689963
1009 => 0.070801742857303
1010 => 0.081964729948045
1011 => 0.081483361646118
1012 => 0.080786269010141
1013 => 0.082337573238206
1014 => 0.089870266224301
1015 => 0.089696613270024
1016 => 0.088591921773427
1017 => 0.089429820537292
1018 => 0.086249088273438
1019 => 0.087068835401761
1020 => 0.082898337087507
1021 => 0.084783576500944
1022 => 0.086390180679476
1023 => 0.086712730254497
1024 => 0.087439450916811
1025 => 0.081229702424546
1026 => 0.084017697188936
1027 => 0.085655382913233
1028 => 0.078256259231343
1029 => 0.085509126028038
1030 => 0.08112160451874
1031 => 0.079632413820122
1101 => 0.081637412909855
1102 => 0.08085606281466
1103 => 0.080184303885229
1104 => 0.079809450860323
1105 => 0.081281700908149
1106 => 0.081213018683698
1107 => 0.078804131854035
1108 => 0.075661837183529
1109 => 0.076716494417257
1110 => 0.07633332755678
1111 => 0.074944681424899
1112 => 0.075880461252013
1113 => 0.071759760480736
1114 => 0.064670308979141
1115 => 0.069353817796867
1116 => 0.069173507802062
1117 => 0.069082587326274
1118 => 0.072602114760119
1119 => 0.072263793406668
1120 => 0.071649736837302
1121 => 0.074933403794454
1122 => 0.07373482118354
1123 => 0.077428570368797
1124 => 0.079861512478925
1125 => 0.079244439662364
1126 => 0.08153263347637
1127 => 0.076740791589814
1128 => 0.0783324492492
1129 => 0.078660487686858
1130 => 0.074892883853913
1201 => 0.072319146964183
1202 => 0.072147508056387
1203 => 0.067685002972385
1204 => 0.070068837168176
1205 => 0.072166512610711
1206 => 0.071161888859927
1207 => 0.07084385499271
1208 => 0.072468621047193
1209 => 0.072594879284806
1210 => 0.069716178086969
1211 => 0.070314751222611
1212 => 0.072810900702739
1213 => 0.070251854660171
1214 => 0.06528004621726
1215 => 0.064046968982789
1216 => 0.063882453749588
1217 => 0.060538250493112
1218 => 0.064129369099784
1219 => 0.062561749591977
1220 => 0.067513840834176
1221 => 0.06468523287523
1222 => 0.064563297239586
1223 => 0.064378973642243
1224 => 0.061500479752098
1225 => 0.06213068697621
1226 => 0.064225591772428
1227 => 0.06497307740451
1228 => 0.064895108529115
1229 => 0.064215325596055
1230 => 0.064526526741758
1231 => 0.063524039421782
]
'min_raw' => 0.035075916103304
'max_raw' => 0.10907439870755
'avg_raw' => 0.072075157405427
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.035075'
'max' => '$0.109074'
'avg' => '$0.072075'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.01998159480457
'max_diff' => 0.068124959547915
'year' => 2033
]
8 => [
'items' => [
101 => 0.06317004028413
102 => 0.062052721630564
103 => 0.060410571876979
104 => 0.060638922872104
105 => 0.057385394518395
106 => 0.055612699593475
107 => 0.055122041002001
108 => 0.054465911827448
109 => 0.05519615253816
110 => 0.057376177681353
111 => 0.054746604840528
112 => 0.05023838664802
113 => 0.05050933824302
114 => 0.051118086030734
115 => 0.049983688555599
116 => 0.048910076548147
117 => 0.049843495083731
118 => 0.047933303604775
119 => 0.051348923544918
120 => 0.051256540597701
121 => 0.052529672490866
122 => 0.053325787990959
123 => 0.051490999508699
124 => 0.051029555167207
125 => 0.051292414835597
126 => 0.046947930044254
127 => 0.05217463539662
128 => 0.052219836161551
129 => 0.051832799770032
130 => 0.054615859013743
131 => 0.060488982075921
201 => 0.058279276934102
202 => 0.057423612314498
203 => 0.055796993247144
204 => 0.05796436657531
205 => 0.057797946119998
206 => 0.057045329707992
207 => 0.056590144953705
208 => 0.057428836820206
209 => 0.056486221750054
210 => 0.056316902182125
211 => 0.055291009821981
212 => 0.054924812924539
213 => 0.05465369532039
214 => 0.054355221477689
215 => 0.055013580399641
216 => 0.053521652468168
217 => 0.05172253363831
218 => 0.051572956374343
219 => 0.051985952351124
220 => 0.051803232375333
221 => 0.051572081581396
222 => 0.051130751765599
223 => 0.050999818636771
224 => 0.051425287785737
225 => 0.050944957922947
226 => 0.051653710800416
227 => 0.05146096923483
228 => 0.050384330517354
301 => 0.049042440052673
302 => 0.049030494412827
303 => 0.048741386313352
304 => 0.048373163680978
305 => 0.048270732568445
306 => 0.04976488517818
307 => 0.052857736364108
308 => 0.052250535670654
309 => 0.052689300400104
310 => 0.054847588607587
311 => 0.055533643526755
312 => 0.055046697995231
313 => 0.054380136918189
314 => 0.054409462222724
315 => 0.056687303204738
316 => 0.05682936935273
317 => 0.057188324676429
318 => 0.057649683708143
319 => 0.055125269433305
320 => 0.054290562537396
321 => 0.053895032102338
322 => 0.052676951451904
323 => 0.053990547003055
324 => 0.053225171129169
325 => 0.053328446483519
326 => 0.053261188273515
327 => 0.053297915804158
328 => 0.051347968809534
329 => 0.052058427008178
330 => 0.050877152457299
331 => 0.049295558437962
401 => 0.049290256380231
402 => 0.049677349275821
403 => 0.049447091274578
404 => 0.048827472913706
405 => 0.048915486777352
406 => 0.048144392719277
407 => 0.049009111557111
408 => 0.049033908599267
409 => 0.048700944745148
410 => 0.050033163423035
411 => 0.050578974502353
412 => 0.050359810560794
413 => 0.050563597375967
414 => 0.052275767600814
415 => 0.052554926054688
416 => 0.052678909799727
417 => 0.052512788006073
418 => 0.050594892704602
419 => 0.050679959516743
420 => 0.05005579569197
421 => 0.0495284430328
422 => 0.049549534373567
423 => 0.049820662191427
424 => 0.051004693273458
425 => 0.053496416883149
426 => 0.05359097597271
427 => 0.053705584347742
428 => 0.053239414488934
429 => 0.053098813198872
430 => 0.053284302592735
501 => 0.054220062971932
502 => 0.056627092723689
503 => 0.055776287649306
504 => 0.055084569880263
505 => 0.055691392849486
506 => 0.055597977209809
507 => 0.054809455200766
508 => 0.054787324014226
509 => 0.053273898173135
510 => 0.052714419098723
511 => 0.052246876507862
512 => 0.051736332204149
513 => 0.051433664427308
514 => 0.05189869969258
515 => 0.052005058759883
516 => 0.050988251024941
517 => 0.050849663887902
518 => 0.051680011033575
519 => 0.051314606213226
520 => 0.051690434132559
521 => 0.051777629433636
522 => 0.051763588981885
523 => 0.051382064382964
524 => 0.051625236785088
525 => 0.051050061560881
526 => 0.050424644893081
527 => 0.05002566802386
528 => 0.049677507788862
529 => 0.04987068732243
530 => 0.049182037558449
531 => 0.048961724639169
601 => 0.051542855446801
602 => 0.053449564526231
603 => 0.053421840221076
604 => 0.05325307564356
605 => 0.053002325714015
606 => 0.054201719052761
607 => 0.053783874396169
608 => 0.054087891295929
609 => 0.054165276356467
610 => 0.054399497627826
611 => 0.054483211600339
612 => 0.054230169832314
613 => 0.053380930752372
614 => 0.051264707708388
615 => 0.050279600168778
616 => 0.049954498272443
617 => 0.049966315108918
618 => 0.049640354006246
619 => 0.049736364159535
620 => 0.04960696559308
621 => 0.04936191601309
622 => 0.049855556201398
623 => 0.049912443634523
624 => 0.049797222116012
625 => 0.049824360954701
626 => 0.048870375993177
627 => 0.048942905397855
628 => 0.048539052456016
629 => 0.048463334897941
630 => 0.047442429828469
701 => 0.045633748515343
702 => 0.046635933535758
703 => 0.045425434959636
704 => 0.044967000806812
705 => 0.047137156785142
706 => 0.046919333315675
707 => 0.046546514221534
708 => 0.045995037078991
709 => 0.045790488842397
710 => 0.044547718508954
711 => 0.044474289007733
712 => 0.045090239542608
713 => 0.044805999564327
714 => 0.044406818984722
715 => 0.04296102738968
716 => 0.041335478951707
717 => 0.041384544041216
718 => 0.041901600754931
719 => 0.043405012884657
720 => 0.042817603756279
721 => 0.042391431693898
722 => 0.042311622477299
723 => 0.043310601914946
724 => 0.044724367111879
725 => 0.045387674111067
726 => 0.044730357019805
727 => 0.043975266537829
728 => 0.044021225396714
729 => 0.044326969094948
730 => 0.044359098434649
731 => 0.043867612155439
801 => 0.044005962664139
802 => 0.043795795590387
803 => 0.042506000646712
804 => 0.042482672346165
805 => 0.042166135866234
806 => 0.042156551267421
807 => 0.041618043751333
808 => 0.041542702827305
809 => 0.040473463469043
810 => 0.041177240052606
811 => 0.040705183670281
812 => 0.039993683355273
813 => 0.039871020432785
814 => 0.039867333037215
815 => 0.040597884772169
816 => 0.041168703130235
817 => 0.040713395293156
818 => 0.040609730524425
819 => 0.041716599045324
820 => 0.041575739936709
821 => 0.041453756857092
822 => 0.044597779944806
823 => 0.0421090403397
824 => 0.041023807819583
825 => 0.039680626495872
826 => 0.040117973107781
827 => 0.040210128464868
828 => 0.036980019507976
829 => 0.035669564706449
830 => 0.035219866002012
831 => 0.034961058039803
901 => 0.035079000078087
902 => 0.033899437055696
903 => 0.034692122914915
904 => 0.033670721043504
905 => 0.033499479695832
906 => 0.035325872769327
907 => 0.03558000469587
908 => 0.034495798944636
909 => 0.035192034553895
910 => 0.034939569843579
911 => 0.033688230046988
912 => 0.033640438070991
913 => 0.033012559747782
914 => 0.032030051753161
915 => 0.03158101923541
916 => 0.031347159201487
917 => 0.031443654409325
918 => 0.03139486347944
919 => 0.031076469658483
920 => 0.031413113440558
921 => 0.030553127688171
922 => 0.030210674432194
923 => 0.030055996241325
924 => 0.029292709387148
925 => 0.030507438207348
926 => 0.030746755087678
927 => 0.030986543496191
928 => 0.033073737881796
929 => 0.032969467548641
930 => 0.033912020578648
1001 => 0.033875394701146
1002 => 0.033606563308641
1003 => 0.032472407884281
1004 => 0.032924462022055
1005 => 0.031533109650799
1006 => 0.032575605450109
1007 => 0.032099853902969
1008 => 0.032414753373458
1009 => 0.031848535732179
1010 => 0.032161903953416
1011 => 0.030803505998075
1012 => 0.029535053100552
1013 => 0.030045515574964
1014 => 0.030600446663114
1015 => 0.031803678656035
1016 => 0.0310870436075
1017 => 0.031344772669924
1018 => 0.030481423454126
1019 => 0.028700087418422
1020 => 0.028710169586931
1021 => 0.028436149846353
1022 => 0.028199356782957
1023 => 0.031169357763517
1024 => 0.030799991192817
1025 => 0.030211453903908
1026 => 0.030999234452655
1027 => 0.031207536133502
1028 => 0.031213466189518
1029 => 0.031788210542325
1030 => 0.032094951706447
1031 => 0.032149016166116
1101 => 0.033053388823431
1102 => 0.033356522609199
1103 => 0.03460508777168
1104 => 0.032068926861753
1105 => 0.03201669629678
1106 => 0.031010320140512
1107 => 0.03037206047203
1108 => 0.031054022326068
1109 => 0.03165814743167
1110 => 0.031029091991535
1111 => 0.031111233351932
1112 => 0.03026677781927
1113 => 0.03056863093687
1114 => 0.030828627505754
1115 => 0.030685072682309
1116 => 0.030470164163478
1117 => 0.031608616062362
1118 => 0.031544380144598
1119 => 0.032604532725735
1120 => 0.033430997474969
1121 => 0.034912170053843
1122 => 0.033366489252516
1123 => 0.033310158500591
1124 => 0.033860800636395
1125 => 0.033356438308757
1126 => 0.033675177889829
1127 => 0.034860816179638
1128 => 0.034885866848397
1129 => 0.034466235870715
1130 => 0.034440701287587
1201 => 0.034521296007111
1202 => 0.034993341796691
1203 => 0.03482839449331
1204 => 0.035019275688738
1205 => 0.035257975546497
1206 => 0.036245339364831
1207 => 0.036483389438727
1208 => 0.035905051173973
1209 => 0.035957268643901
1210 => 0.035740954257142
1211 => 0.035531997269945
1212 => 0.036001702061447
1213 => 0.03686009679999
1214 => 0.036854756770872
1215 => 0.037053887665404
1216 => 0.037177944563009
1217 => 0.036645401543292
1218 => 0.036298735619605
1219 => 0.036431669393673
1220 => 0.036644233393327
1221 => 0.036362737753451
1222 => 0.03462521626267
1223 => 0.03515226928967
1224 => 0.035064541894401
1225 => 0.034939607415522
1226 => 0.035469563309751
1227 => 0.035418447770917
1228 => 0.033887338931989
1229 => 0.033985355552186
1230 => 0.033893299647304
1231 => 0.034190751108845
]
'min_raw' => 0.028199356782957
'max_raw' => 0.06317004028413
'avg_raw' => 0.045684698533543
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.028199'
'max' => '$0.06317'
'avg' => '$0.045684'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0068765593203477
'max_diff' => -0.04590435842342
'year' => 2034
]
9 => [
'items' => [
101 => 0.033340374953682
102 => 0.033601944931639
103 => 0.033765999169748
104 => 0.033862628376318
105 => 0.034211719329716
106 => 0.034170757535527
107 => 0.034209173087076
108 => 0.034726782814371
109 => 0.037344675192819
110 => 0.037487161298923
111 => 0.036785507600618
112 => 0.037065804413584
113 => 0.036527695826864
114 => 0.036888931726143
115 => 0.037136080154033
116 => 0.036019263932308
117 => 0.035953133323735
118 => 0.035412803771462
119 => 0.035703146267023
120 => 0.035241190480221
121 => 0.035354538271774
122 => 0.035037607965107
123 => 0.035608019416914
124 => 0.036245828053012
125 => 0.036406963702317
126 => 0.035983085182255
127 => 0.035676169198774
128 => 0.035137325836192
129 => 0.036033434357074
130 => 0.036295483796992
131 => 0.036032057922924
201 => 0.035971016391933
202 => 0.035855342801006
203 => 0.035995557091073
204 => 0.036294056619464
205 => 0.036153289754296
206 => 0.036246268748732
207 => 0.035891928701462
208 => 0.03664557783719
209 => 0.037842554040269
210 => 0.037846402514487
211 => 0.037705634890532
212 => 0.037648035811691
213 => 0.037792471936362
214 => 0.037870822608916
215 => 0.038337902551046
216 => 0.038839097938238
217 => 0.041177958121582
218 => 0.040521215541199
219 => 0.042596391435277
220 => 0.044237586139628
221 => 0.044729708670716
222 => 0.044276979098269
223 => 0.0427282156869
224 => 0.042652225965172
225 => 0.044966732372804
226 => 0.044312778301539
227 => 0.044234992545626
228 => 0.043407483523827
301 => 0.043896643844697
302 => 0.043789657306974
303 => 0.043620773823217
304 => 0.044554057640233
305 => 0.046301081630865
306 => 0.046028791558438
307 => 0.045825539650544
308 => 0.044934948955893
309 => 0.045471283474706
310 => 0.045280305025368
311 => 0.046100869641643
312 => 0.045614785340694
313 => 0.044307823956267
314 => 0.044515961864538
315 => 0.044484502238418
316 => 0.045131939114711
317 => 0.044937594634819
318 => 0.044446553359602
319 => 0.046295110492791
320 => 0.046175075474777
321 => 0.046345257686496
322 => 0.046420177159154
323 => 0.047545361310896
324 => 0.048006313255987
325 => 0.048110957417623
326 => 0.048548826114157
327 => 0.048100062845564
328 => 0.049895435882724
329 => 0.051089254189515
330 => 0.052475935586181
331 => 0.054502249811531
401 => 0.055264162704717
402 => 0.055126529960181
403 => 0.056662858279837
404 => 0.059423606119599
405 => 0.055684556031399
406 => 0.059621784853397
407 => 0.058375303665845
408 => 0.055419919193398
409 => 0.055229627275067
410 => 0.057231047952527
411 => 0.061670006385532
412 => 0.060558097644314
413 => 0.061671825069902
414 => 0.060372602868838
415 => 0.060308085535851
416 => 0.061608724747515
417 => 0.06464773915972
418 => 0.063204017328233
419 => 0.06113408806768
420 => 0.062662491622006
421 => 0.061338447016177
422 => 0.058355003942495
423 => 0.060557247388655
424 => 0.05908466991249
425 => 0.059514446306559
426 => 0.062609585132089
427 => 0.06223716983988
428 => 0.062719109712726
429 => 0.061868498451715
430 => 0.061073893404846
501 => 0.05959070407672
502 => 0.059151604837012
503 => 0.059272956069732
504 => 0.059151544701368
505 => 0.058321713903495
506 => 0.058142512021703
507 => 0.057843834367702
508 => 0.057936407061786
509 => 0.057374805691034
510 => 0.058434663510406
511 => 0.058631382461117
512 => 0.059402658597248
513 => 0.059482735044312
514 => 0.061630728105009
515 => 0.060447649622734
516 => 0.061241360810726
517 => 0.061170363811373
518 => 0.055483971336426
519 => 0.056267506048008
520 => 0.057486440172492
521 => 0.056937312001638
522 => 0.056160973244253
523 => 0.055534038073014
524 => 0.054584167181175
525 => 0.055921092220784
526 => 0.057679006481743
527 => 0.05952731865097
528 => 0.061747944616086
529 => 0.061252326751608
530 => 0.059485805593187
531 => 0.059565050441909
601 => 0.060054910915012
602 => 0.059420497093827
603 => 0.059233396072731
604 => 0.060029206107845
605 => 0.060034686414187
606 => 0.059304716641443
607 => 0.058493488822096
608 => 0.058490089747912
609 => 0.058345739592991
610 => 0.060398282440723
611 => 0.061526973471487
612 => 0.061656376079188
613 => 0.061518263644963
614 => 0.06157141763941
615 => 0.060914657197618
616 => 0.062415816811295
617 => 0.063793429322104
618 => 0.063424199740809
619 => 0.062870672109369
620 => 0.062429760689425
621 => 0.063320335022636
622 => 0.063280679149472
623 => 0.063781397078625
624 => 0.063758681621072
625 => 0.063590309014452
626 => 0.063424205753925
627 => 0.064082786406453
628 => 0.063893125755006
629 => 0.063703170508183
630 => 0.063322186179984
701 => 0.063373968277666
702 => 0.062820536220576
703 => 0.062564493227639
704 => 0.058714220946897
705 => 0.057685302382207
706 => 0.058009021108227
707 => 0.058115597718186
708 => 0.057667811040238
709 => 0.058309822109456
710 => 0.058209765364376
711 => 0.058599027628243
712 => 0.058355833465582
713 => 0.058365814238847
714 => 0.059080996416771
715 => 0.059288616845625
716 => 0.059183019419808
717 => 0.059256976237182
718 => 0.060961279878358
719 => 0.060718982401146
720 => 0.060590266695544
721 => 0.060625921825655
722 => 0.061061407946657
723 => 0.061183320283877
724 => 0.060666769144448
725 => 0.060910377647949
726 => 0.061947631737336
727 => 0.062310611965125
728 => 0.063469070611831
729 => 0.06297693678875
730 => 0.063880269720069
731 => 0.066656807182054
801 => 0.068874897428466
802 => 0.066835049971409
803 => 0.070908290236855
804 => 0.074079892055118
805 => 0.073958160694754
806 => 0.073405118557268
807 => 0.069794334208573
808 => 0.066471636617141
809 => 0.069251214241566
810 => 0.069258299956556
811 => 0.069019531773532
812 => 0.067536563095196
813 => 0.068967927678047
814 => 0.069081544200681
815 => 0.069017949161078
816 => 0.067880960552401
817 => 0.066144989097572
818 => 0.066484193764517
819 => 0.067039817928561
820 => 0.065987905470683
821 => 0.065651755702767
822 => 0.066276722076432
823 => 0.068290493949296
824 => 0.067909802041717
825 => 0.067899860637514
826 => 0.069528622056628
827 => 0.068362780389256
828 => 0.066488472221651
829 => 0.066015184690243
830 => 0.064335332798429
831 => 0.065495612483533
901 => 0.065537368883793
902 => 0.064901895558033
903 => 0.066540037379743
904 => 0.066524941614467
905 => 0.068080113468947
906 => 0.071053017958839
907 => 0.070173783813433
908 => 0.069151330162729
909 => 0.069262499224125
910 => 0.070481749439017
911 => 0.069744562926318
912 => 0.070009660336131
913 => 0.070481348182337
914 => 0.070765929171303
915 => 0.069221552399265
916 => 0.068861484297623
917 => 0.068124911328393
918 => 0.067932753189507
919 => 0.068532676503845
920 => 0.068374617906121
921 => 0.06553385942004
922 => 0.065236984352414
923 => 0.065246089086898
924 => 0.064499582613711
925 => 0.063360981060019
926 => 0.066353157960755
927 => 0.066112844280137
928 => 0.065847556575537
929 => 0.06588005280564
930 => 0.067178855383965
1001 => 0.066425484297434
1002 => 0.068428444806069
1003 => 0.068016696339998
1004 => 0.067594388079441
1005 => 0.067536012214008
1006 => 0.067373459563341
1007 => 0.066816006041028
1008 => 0.066142847415071
1009 => 0.065698369782213
1010 => 0.060603273321404
1011 => 0.061548893587718
1012 => 0.062636743508112
1013 => 0.063012264941347
1014 => 0.062369909544506
1015 => 0.066841370147297
1016 => 0.067658349087494
1017 => 0.065183666587421
1018 => 0.064720754532278
1019 => 0.066871718584566
1020 => 0.065574424316375
1021 => 0.066158595845907
1022 => 0.064895936523802
1023 => 0.067461562784736
1024 => 0.067442017011228
1025 => 0.066443930448427
1026 => 0.067287506376704
1027 => 0.067140914299782
1028 => 0.066014077028559
1029 => 0.067497285536137
1030 => 0.067498021189052
1031 => 0.06653738457263
1101 => 0.065415571315044
1102 => 0.065215017600635
1103 => 0.065063927317427
1104 => 0.066121436898241
1105 => 0.067069596681652
1106 => 0.068833886969835
1107 => 0.069277471466788
1108 => 0.071008811289486
1109 => 0.069977882722475
1110 => 0.070434880003471
1111 => 0.070931015198204
1112 => 0.071168880655327
1113 => 0.07078129165751
1114 => 0.073470775050061
1115 => 0.073697849852035
1116 => 0.073773986068947
1117 => 0.072867107401186
1118 => 0.073672627915753
1119 => 0.073295751543022
1120 => 0.074276279165595
1121 => 0.074430038416819
1122 => 0.074299809801176
1123 => 0.074348615414439
1124 => 0.072053615796279
1125 => 0.071934607958989
1126 => 0.070311927653142
1127 => 0.070973181872022
1128 => 0.069736998804565
1129 => 0.070129005189352
1130 => 0.070301797868592
1201 => 0.070211540778856
1202 => 0.07101056819342
1203 => 0.070331231660524
1204 => 0.068538350856946
1205 => 0.066744981584191
1206 => 0.066722467293819
1207 => 0.066250304819899
1208 => 0.065909017832126
1209 => 0.065974761813778
1210 => 0.06620645218024
1211 => 0.065895551566838
1212 => 0.065961897975768
1213 => 0.067063690427826
1214 => 0.067284647046462
1215 => 0.066533750123013
1216 => 0.063518790621458
1217 => 0.062778911997323
1218 => 0.06331072207992
1219 => 0.063056551113394
1220 => 0.050891558110543
1221 => 0.053749542770671
1222 => 0.052051425333611
1223 => 0.052833995975235
1224 => 0.051100657797376
1225 => 0.051927897627888
1226 => 0.051775136637154
1227 => 0.056370691396726
1228 => 0.056298938130134
1229 => 0.056333282621753
1230 => 0.054693930552675
1231 => 0.057305462911976
]
'min_raw' => 0.033340374953682
'max_raw' => 0.074430038416819
'avg_raw' => 0.05388520668525
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.03334'
'max' => '$0.07443'
'avg' => '$0.053885'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0051410181707251
'max_diff' => 0.01125999813269
'year' => 2035
]
10 => [
'items' => [
101 => 0.058591997659833
102 => 0.058353894318018
103 => 0.058413819799418
104 => 0.057384101486353
105 => 0.056343252545876
106 => 0.055188790885384
107 => 0.057333637954805
108 => 0.057095167574446
109 => 0.057642132828055
110 => 0.059033219469409
111 => 0.059238062261573
112 => 0.059513373051551
113 => 0.0594146937313
114 => 0.061765635484492
115 => 0.061480920926167
116 => 0.06216700109376
117 => 0.060755682135993
118 => 0.059158640771654
119 => 0.059462186123799
120 => 0.05943295226543
121 => 0.059060771695331
122 => 0.058724783717962
123 => 0.05816545839967
124 => 0.059935246471319
125 => 0.059863396307623
126 => 0.061026566941189
127 => 0.06082096523327
128 => 0.05944790670851
129 => 0.059496945762337
130 => 0.05982675696669
131 => 0.060968237310673
201 => 0.061307106394676
202 => 0.061150128733368
203 => 0.061521683214015
204 => 0.061815344726022
205 => 0.061558562578631
206 => 0.065194056280064
207 => 0.063684345829492
208 => 0.064420168198603
209 => 0.064595657497919
210 => 0.064146145347864
211 => 0.064243628437388
212 => 0.064391288755464
213 => 0.06528785329197
214 => 0.067640698058799
215 => 0.068682756989672
216 => 0.071817842697485
217 => 0.068596228501624
218 => 0.068405071247606
219 => 0.068969794854101
220 => 0.070810422047113
221 => 0.072302077505727
222 => 0.072796945677018
223 => 0.072862350675237
224 => 0.073790756262791
225 => 0.074322901031839
226 => 0.073678023404971
227 => 0.073131557137703
228 => 0.071174182798239
229 => 0.071400754207785
301 => 0.072961606539504
302 => 0.0751664023918
303 => 0.077058346602981
304 => 0.076395853681138
305 => 0.081450207027683
306 => 0.081951325516811
307 => 0.081882087144714
308 => 0.083023709639377
309 => 0.080757821474848
310 => 0.079789110384996
311 => 0.073249709347342
312 => 0.075087014300221
313 => 0.077757644950367
314 => 0.077404176969469
315 => 0.075464693605171
316 => 0.077056875330931
317 => 0.076530450260269
318 => 0.076115236965641
319 => 0.078017409561387
320 => 0.075925892655421
321 => 0.077736780469303
322 => 0.075414298116764
323 => 0.076398879893
324 => 0.075839983657947
325 => 0.076201658017773
326 => 0.07408731710045
327 => 0.075228164136713
328 => 0.074039854112984
329 => 0.074039290699311
330 => 0.074013058689675
331 => 0.075411100162818
401 => 0.075456690245066
402 => 0.074423535484089
403 => 0.074274641742122
404 => 0.074825179944545
405 => 0.074180643895692
406 => 0.074482218256288
407 => 0.074189778275855
408 => 0.074123943876532
409 => 0.07359936418192
410 => 0.073373360825862
411 => 0.073461982565161
412 => 0.073159470881294
413 => 0.072977196649439
414 => 0.073976799757183
415 => 0.073442752140589
416 => 0.073894949300619
417 => 0.073379613564934
418 => 0.071593235383958
419 => 0.070565870401473
420 => 0.067191567614954
421 => 0.068148515699401
422 => 0.068782973269424
423 => 0.068573285046316
424 => 0.069023776488122
425 => 0.069051433003909
426 => 0.068904973643961
427 => 0.068735392467748
428 => 0.068652849729594
429 => 0.069268055673793
430 => 0.069625203431281
501 => 0.068846649574523
502 => 0.068664245299011
503 => 0.069451406233329
504 => 0.069931573948536
505 => 0.073476862574686
506 => 0.073214216142129
507 => 0.073873407146087
508 => 0.073799192355152
509 => 0.074490129544662
510 => 0.075619519837667
511 => 0.073323153589495
512 => 0.073721723367807
513 => 0.073624003262485
514 => 0.074690885748802
515 => 0.07469421643947
516 => 0.07405456709419
517 => 0.074401331381392
518 => 0.074207777069256
519 => 0.074557555871719
520 => 0.073210708338894
521 => 0.074851023250668
522 => 0.075780976106085
523 => 0.075793888502385
524 => 0.076234678775291
525 => 0.076682547221414
526 => 0.077542191702626
527 => 0.076658572203406
528 => 0.075069026742932
529 => 0.075183786790978
530 => 0.074251836869094
531 => 0.074267503115651
601 => 0.074183875463742
602 => 0.074434848342317
603 => 0.073265782772312
604 => 0.073540160124898
605 => 0.073156030224527
606 => 0.073720888344423
607 => 0.073113194381807
608 => 0.073623956138891
609 => 0.073844383981229
610 => 0.074657767464925
611 => 0.072993056979923
612 => 0.069598599610011
613 => 0.070312155702984
614 => 0.069256750192855
615 => 0.06935443199103
616 => 0.069551764769285
617 => 0.068912144671692
618 => 0.069034164029567
619 => 0.069029804639466
620 => 0.068992237770715
621 => 0.068825847880031
622 => 0.068584549619302
623 => 0.069545807622358
624 => 0.069709144088418
625 => 0.070072220819364
626 => 0.071152490893359
627 => 0.071044546438444
628 => 0.071220608322982
629 => 0.070836266217581
630 => 0.069372260518979
701 => 0.069451763071957
702 => 0.06846036496238
703 => 0.070046868540735
704 => 0.069671163552557
705 => 0.069428944102572
706 => 0.069362852281497
707 => 0.070445800136057
708 => 0.07076983510727
709 => 0.070567918258388
710 => 0.070153780910477
711 => 0.070949047047183
712 => 0.071161826715781
713 => 0.071209460236568
714 => 0.072618519353654
715 => 0.071288210988519
716 => 0.071608429434135
717 => 0.074106682336445
718 => 0.071841111689385
719 => 0.073041234989387
720 => 0.072982495198992
721 => 0.073596437669315
722 => 0.072932133996788
723 => 0.072940368836969
724 => 0.073485508158551
725 => 0.072719958297784
726 => 0.072530397386307
727 => 0.072268520344761
728 => 0.072840319284396
729 => 0.073183086888465
730 => 0.0759455420422
731 => 0.077730214054772
801 => 0.077652736735969
802 => 0.078360734398368
803 => 0.078041774966942
804 => 0.07701177082562
805 => 0.078769862299233
806 => 0.07821352859531
807 => 0.078259392069916
808 => 0.078257685029101
809 => 0.078627598306673
810 => 0.078365480847459
811 => 0.077848820429543
812 => 0.078191803726488
813 => 0.07921034149964
814 => 0.082371914000062
815 => 0.084141171856562
816 => 0.082265402455555
817 => 0.083559283070816
818 => 0.082783415758462
819 => 0.082642417587754
820 => 0.083455070231165
821 => 0.08426914531545
822 => 0.084217292251925
823 => 0.083626315543952
824 => 0.083292487797096
825 => 0.085820343336784
826 => 0.08768282423753
827 => 0.087555815526329
828 => 0.088116390672123
829 => 0.089762256638109
830 => 0.089912733995375
831 => 0.089893777307042
901 => 0.08952080347637
902 => 0.091141372262586
903 => 0.092493279255243
904 => 0.089434470810819
905 => 0.090599225023713
906 => 0.091122120715918
907 => 0.091889886728236
908 => 0.093185236683541
909 => 0.094592330309608
910 => 0.094791308776331
911 => 0.094650124032195
912 => 0.093722107961096
913 => 0.095261766596858
914 => 0.096163662516249
915 => 0.096700720896725
916 => 0.09806261159162
917 => 0.091125349941698
918 => 0.086214811341608
919 => 0.085447959830167
920 => 0.087007382533628
921 => 0.087418589864368
922 => 0.087252832704957
923 => 0.081725575063919
924 => 0.085418859962579
925 => 0.089392523973323
926 => 0.089545168591232
927 => 0.091534467880407
928 => 0.092182265273095
929 => 0.093783911944299
930 => 0.093683728508934
1001 => 0.094073703985607
1002 => 0.093984055376954
1003 => 0.096950768568862
1004 => 0.10022349378071
1005 => 0.10011016971325
1006 => 0.099639676742921
1007 => 0.10033843903483
1008 => 0.10371624218001
1009 => 0.10340526819459
1010 => 0.10370735293272
1011 => 0.10768997320553
1012 => 0.1128679460813
1013 => 0.11046225782053
1014 => 0.11568190912825
1015 => 0.11896740294464
1016 => 0.12464932477368
1017 => 0.12393792017663
1018 => 0.12614985064881
1019 => 0.12266435747329
1020 => 0.11466096060791
1021 => 0.11339439241819
1022 => 0.11593009400862
1023 => 0.12216386893856
1024 => 0.11573377025196
1025 => 0.11703457084168
1026 => 0.11665994018433
1027 => 0.11663997770868
1028 => 0.11740186421107
1029 => 0.11629670810202
1030 => 0.11179410329996
1031 => 0.11385762054673
1101 => 0.11306079743952
1102 => 0.11394493208407
1103 => 0.11871624211585
1104 => 0.11660673221697
1105 => 0.11438453490118
1106 => 0.11717166348025
1107 => 0.12072063592269
1108 => 0.12049854760536
1109 => 0.12006760344402
1110 => 0.12249681311798
1111 => 0.12650915580771
1112 => 0.12759367591385
1113 => 0.12839424648416
1114 => 0.12850463164006
1115 => 0.12964166734977
1116 => 0.12352753976874
1117 => 0.13323081726177
1118 => 0.13490630523718
1119 => 0.13459138293966
1120 => 0.13645361730903
1121 => 0.13590570071723
1122 => 0.13511185554121
1123 => 0.13806389312525
1124 => 0.13467962025229
1125 => 0.12987607097723
1126 => 0.1272407488415
1127 => 0.1307111536152
1128 => 0.13283040871007
1129 => 0.13423110151783
1130 => 0.13465495031514
1201 => 0.12400216208817
1202 => 0.11826090006455
1203 => 0.12194098319799
1204 => 0.12643093860655
1205 => 0.12350259783974
1206 => 0.12361738325372
1207 => 0.11944233887467
1208 => 0.12680033739317
1209 => 0.12572833889954
1210 => 0.13128986898086
1211 => 0.12996256519288
1212 => 0.13449777707685
1213 => 0.1333035037963
1214 => 0.13826086541294
1215 => 0.14023849117703
1216 => 0.1435592326278
1217 => 0.14600198355684
1218 => 0.14743641362475
1219 => 0.14735029582388
1220 => 0.15303422238316
1221 => 0.14968260947242
1222 => 0.14547219374202
1223 => 0.14539604060515
1224 => 0.14757667457398
1225 => 0.15214668514493
1226 => 0.15333162239502
1227 => 0.15399384066572
1228 => 0.15297963033217
1229 => 0.14934169472982
1230 => 0.14777085258148
1231 => 0.14910925560354
]
'min_raw' => 0.055188790885384
'max_raw' => 0.15399384066572
'avg_raw' => 0.10459131577555
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.055188'
'max' => '$0.153993'
'avg' => '$0.104591'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.021848415931702
'max_diff' => 0.079563802248897
'year' => 2036
]
11 => [
'items' => [
101 => 0.14747250371784
102 => 0.15029799666403
103 => 0.15417800197188
104 => 0.15337679621901
105 => 0.15605510692737
106 => 0.15882687674401
107 => 0.16279063206978
108 => 0.16382690448938
109 => 0.16553982339305
110 => 0.16730297960948
111 => 0.1678692578678
112 => 0.16895045876877
113 => 0.16894476030632
114 => 0.1722030319946
115 => 0.17579700656704
116 => 0.17715364876743
117 => 0.18027317270155
118 => 0.17493109728553
119 => 0.17898312285392
120 => 0.18263815134539
121 => 0.17828047569872
122 => 0.18428651636944
123 => 0.18451971731871
124 => 0.18804077478366
125 => 0.18447150848994
126 => 0.18235208955823
127 => 0.18847077260049
128 => 0.19143141058792
129 => 0.19053964233164
130 => 0.18375324186926
131 => 0.17980326571775
201 => 0.16946541623574
202 => 0.18171104550904
203 => 0.18767553431816
204 => 0.18373779528416
205 => 0.18572376180831
206 => 0.19655855121226
207 => 0.20068373751663
208 => 0.19982572760255
209 => 0.19997071715398
210 => 0.20219659280639
211 => 0.21206735126127
212 => 0.20615256399271
213 => 0.21067419723667
214 => 0.21307245520531
215 => 0.21530009086295
216 => 0.20982972173927
217 => 0.20271285188505
218 => 0.20045864045635
219 => 0.18334626474158
220 => 0.18245549127035
221 => 0.18195547312774
222 => 0.1788029294676
223 => 0.17632589370512
224 => 0.17435606290035
225 => 0.16918663862736
226 => 0.17093116756945
227 => 0.16269218422101
228 => 0.1679631937957
301 => 0.15481357743437
302 => 0.16576496868305
303 => 0.15980462432505
304 => 0.1638068352585
305 => 0.16379287192158
306 => 0.15642353269097
307 => 0.15217305161695
308 => 0.15488162358852
309 => 0.15778542774875
310 => 0.15825656020418
311 => 0.16202141809496
312 => 0.16307210900693
313 => 0.1598884664916
314 => 0.1545410808631
315 => 0.15578315658372
316 => 0.15214788099211
317 => 0.14577720034668
318 => 0.15035273440764
319 => 0.15191502290809
320 => 0.15260501851149
321 => 0.14634018577433
322 => 0.14437163931218
323 => 0.14332360169343
324 => 0.15373236962713
325 => 0.154302585431
326 => 0.151385280758
327 => 0.16457177451015
328 => 0.16158726485278
329 => 0.16492169336269
330 => 0.15567045123089
331 => 0.15602386113878
401 => 0.15164417485585
402 => 0.15409650652355
403 => 0.15236327754316
404 => 0.15389838235921
405 => 0.15481851785648
406 => 0.15919748547598
407 => 0.16581496945923
408 => 0.15854341373933
409 => 0.15537509278157
410 => 0.15734070128445
411 => 0.16257537575247
412 => 0.17050617552959
413 => 0.16581098243932
414 => 0.16789462940323
415 => 0.16834981356985
416 => 0.16488775201057
417 => 0.17063382667752
418 => 0.17371319477256
419 => 0.17687198925263
420 => 0.17961468199226
421 => 0.17561029727391
422 => 0.17989556292854
423 => 0.17644239526212
424 => 0.17334454688343
425 => 0.17334924504069
426 => 0.17140591950039
427 => 0.1676404813913
428 => 0.16694607683179
429 => 0.17055845704396
430 => 0.17345524388043
501 => 0.17369383711896
502 => 0.17529764715391
503 => 0.17624676541204
504 => 0.18554941460541
505 => 0.18929101706653
506 => 0.19386617773108
507 => 0.19564846065185
508 => 0.20101249325957
509 => 0.19668060128341
510 => 0.19574336920549
511 => 0.18273198066084
512 => 0.18486259480612
513 => 0.18827391362639
514 => 0.18278823205172
515 => 0.186267634381
516 => 0.18695454210462
517 => 0.18260183069094
518 => 0.18492680192654
519 => 0.1787523676307
520 => 0.1659495552541
521 => 0.17064807986757
522 => 0.17410777548937
523 => 0.16917036325967
524 => 0.17802048357717
525 => 0.17285042599125
526 => 0.17121176594304
527 => 0.1648187688705
528 => 0.16783601739972
529 => 0.17191688923832
530 => 0.16939538489434
531 => 0.17462788501388
601 => 0.18203850063997
602 => 0.18731974664491
603 => 0.18772517513568
604 => 0.1843296877705
605 => 0.1897709779429
606 => 0.18981061180142
607 => 0.18367281425863
608 => 0.17991344743906
609 => 0.17905931138788
610 => 0.18119311070697
611 => 0.18378393700142
612 => 0.18786894796378
613 => 0.19033743453374
614 => 0.19677393832408
615 => 0.19851547170072
616 => 0.20042888888172
617 => 0.20298580431154
618 => 0.2060560368647
619 => 0.19933854282682
620 => 0.19960544138792
621 => 0.19335020394989
622 => 0.18666558565556
623 => 0.19173837769152
624 => 0.1983703784733
625 => 0.19684899016625
626 => 0.19667780290256
627 => 0.19696569239669
628 => 0.19581861529708
629 => 0.19063042808817
630 => 0.18802495295162
701 => 0.19138668060536
702 => 0.19317328924004
703 => 0.19594416342378
704 => 0.19560259469458
705 => 0.20274006902173
706 => 0.20551347571924
707 => 0.20480391960525
708 => 0.20493449500665
709 => 0.20995561535732
710 => 0.21554013385943
711 => 0.22077077237877
712 => 0.2260916025418
713 => 0.21967713410474
714 => 0.21642026262181
715 => 0.21978052265042
716 => 0.21799752138015
717 => 0.22824317555163
718 => 0.22895256241678
719 => 0.23919747571084
720 => 0.24892111836849
721 => 0.24281387263237
722 => 0.24857273028514
723 => 0.25480140436316
724 => 0.26681752722561
725 => 0.26277091977783
726 => 0.25967128189126
727 => 0.25674213906579
728 => 0.26283722029727
729 => 0.27067844493026
730 => 0.27236736961389
731 => 0.27510407282025
801 => 0.2722267640269
802 => 0.27569216554332
803 => 0.28792655567087
804 => 0.28462071546246
805 => 0.27992589092618
806 => 0.28958376692856
807 => 0.29307891470978
808 => 0.31760969226148
809 => 0.34858081223638
810 => 0.33575856519943
811 => 0.32779938269228
812 => 0.32966997937579
813 => 0.34097958395205
814 => 0.34461186999304
815 => 0.33473806440955
816 => 0.33822565946459
817 => 0.35744265111064
818 => 0.36775195057383
819 => 0.35375053717917
820 => 0.31512119292741
821 => 0.27950317334388
822 => 0.28895067603775
823 => 0.28787962242241
824 => 0.30852588257756
825 => 0.2845418722668
826 => 0.28494570149001
827 => 0.3060189044404
828 => 0.3003969351794
829 => 0.29129006498399
830 => 0.27956966357457
831 => 0.25790341756334
901 => 0.23871301926323
902 => 0.27634980961453
903 => 0.27472684277652
904 => 0.27237654628487
905 => 0.2776068767984
906 => 0.30300387711685
907 => 0.30241839405744
908 => 0.29869384954957
909 => 0.30151888373216
910 => 0.29079482283294
911 => 0.293558657509
912 => 0.2794975312676
913 => 0.28585374757321
914 => 0.29127052573066
915 => 0.29235802414253
916 => 0.29480821359354
917 => 0.27387161300108
918 => 0.28327153200079
919 => 0.28879310375982
920 => 0.26384644167602
921 => 0.28829998846006
922 => 0.27350715336449
923 => 0.26848624295213
924 => 0.27524623736773
925 => 0.27261186096966
926 => 0.27034697883837
927 => 0.2690831356935
928 => 0.27404692951896
929 => 0.27381536260398
930 => 0.26569363247467
1001 => 0.25509916660505
1002 => 0.25865501710238
1003 => 0.25736314328042
1004 => 0.25268122589461
1005 => 0.25583627291579
1006 => 0.24194304256729
1007 => 0.21804046185996
1008 => 0.23383123883107
1009 => 0.23322331109474
1010 => 0.23291676636276
1011 => 0.24478309883152
1012 => 0.24364242476752
1013 => 0.24157209017184
1014 => 0.25264320257619
1015 => 0.24860209762112
1016 => 0.26105583088855
1017 => 0.26925866507544
1018 => 0.26717816099176
1019 => 0.27489296619227
1020 => 0.25873693671603
1021 => 0.26410332164064
1022 => 0.26520932613611
1023 => 0.25250658676764
1024 => 0.24382905315134
1025 => 0.24325036059026
1026 => 0.2282047131374
1027 => 0.2362419765625
1028 => 0.24331443577202
1029 => 0.23992727665566
1030 => 0.23885500326793
1031 => 0.24433301545816
1101 => 0.24475870392134
1102 => 0.23505296184834
1103 => 0.23707109296619
1104 => 0.24548703521404
1105 => 0.23685903281463
1106 => 0.22009623352877
1107 => 0.21593882754205
1108 => 0.21538415294723
1109 => 0.2041089381832
1110 => 0.21621664528949
1111 => 0.21093130667122
1112 => 0.22762762803826
1113 => 0.21809077881758
1114 => 0.21767966430873
1115 => 0.21705820443123
1116 => 0.20735316131058
1117 => 0.20947794896633
1118 => 0.21654106674836
1119 => 0.21906126674471
1120 => 0.2187983892377
1121 => 0.21650645361796
1122 => 0.21755569000807
1123 => 0.21417573401734
1124 => 0.21298220120931
1125 => 0.20921508336012
1126 => 0.20367846081467
1127 => 0.2044483621377
1128 => 0.19347886413907
1129 => 0.1875020994341
1130 => 0.18584780973625
1201 => 0.18363562441477
1202 => 0.18609768195471
1203 => 0.19344778892949
1204 => 0.18458200050573
1205 => 0.16938222811595
1206 => 0.17029576033572
1207 => 0.17234819600341
1208 => 0.16852349571489
1209 => 0.16490373787457
1210 => 0.1680508236365
1211 => 0.16161047969989
1212 => 0.17312648079905
1213 => 0.17281500524254
1214 => 0.17710745830757
1215 => 0.17979161729914
1216 => 0.17360549983036
1217 => 0.17204970801601
1218 => 0.17293595774026
1219 => 0.158288223944
1220 => 0.17591042595642
1221 => 0.1760628234912
1222 => 0.17475790327518
1223 => 0.18414118182234
1224 => 0.20394282627483
1225 => 0.1964926511125
1226 => 0.19360771810691
1227 => 0.18812345835441
1228 => 0.1954309088515
1229 => 0.19486981066731
1230 => 0.19233231188823
1231 => 0.19079762470917
]
'min_raw' => 0.14332360169343
'max_raw' => 0.36775195057383
'avg_raw' => 0.25553777613363
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.143323'
'max' => '$0.367751'
'avg' => '$0.255537'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.088134810808049
'max_diff' => 0.21375810990812
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0044987640849455
]
1 => [
'year' => 2028
'avg' => 0.007721185170312
]
2 => [
'year' => 2029
'avg' => 0.021092886277062
]
3 => [
'year' => 2030
'avg' => 0.016273130350284
]
4 => [
'year' => 2031
'avg' => 0.015982230710822
]
5 => [
'year' => 2032
'avg' => 0.028021880229185
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0044987640849455
'min' => '$0.004498'
'max_raw' => 0.028021880229185
'max' => '$0.028021'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.028021880229185
]
1 => [
'year' => 2033
'avg' => 0.072075157405427
]
2 => [
'year' => 2034
'avg' => 0.045684698533543
]
3 => [
'year' => 2035
'avg' => 0.05388520668525
]
4 => [
'year' => 2036
'avg' => 0.10459131577555
]
5 => [
'year' => 2037
'avg' => 0.25553777613363
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.028021880229185
'min' => '$0.028021'
'max_raw' => 0.25553777613363
'max' => '$0.255537'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.25553777613363
]
]
]
]
'prediction_2025_max_price' => '$0.007692'
'last_price' => 0.00745843
'sma_50day_nextmonth' => '$0.006783'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'diminuir'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.007254'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.007111'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.006841'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.006683'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.008086'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.012891'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '$0.007282'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.007143'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.006966'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.007054'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.008786'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.013632'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.008912'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.007192'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.007393'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.00949'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.012969'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.005447'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.002723'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.001361'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '53.09'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 108.3
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.0069063'
'vwma_10_action' => 'BUY'
'hma_9' => '0.007412'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 182.84
'cci_20_action' => 'SELL'
'adx_14' => 25.66
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.000049'
'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' => 74.81
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.003473'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 9
'buy_signals' => 20
'sell_pct' => 31.03
'buy_pct' => 68.97
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767705813
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Linea para 2026
A previsão de preço para Linea em 2026 sugere que o preço médio poderia variar entre $0.002576 na extremidade inferior e $0.007692 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Linea poderia potencialmente ganhar 3.13% até 2026 se LINEA atingir a meta de preço prevista.
Previsão de preço de Linea 2027-2032
A previsão de preço de LINEA para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.004498 na extremidade inferior e $0.028021 na extremidade superior. Considerando a volatilidade de preços no mercado, se Linea atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Linea | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.00248 | $0.004498 | $0.006516 |
| 2028 | $0.004476 | $0.007721 | $0.010965 |
| 2029 | $0.009834 | $0.021092 | $0.032351 |
| 2030 | $0.008363 | $0.016273 | $0.024182 |
| 2031 | $0.009888 | $0.015982 | $0.022075 |
| 2032 | $0.015094 | $0.028021 | $0.040949 |
Previsão de preço de Linea 2032-2037
A previsão de preço de Linea para 2032-2037 é atualmente estimada entre $0.028021 na extremidade inferior e $0.255537 na extremidade superior. Comparado ao preço atual, Linea poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Linea | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.015094 | $0.028021 | $0.040949 |
| 2033 | $0.035075 | $0.072075 | $0.109074 |
| 2034 | $0.028199 | $0.045684 | $0.06317 |
| 2035 | $0.03334 | $0.053885 | $0.07443 |
| 2036 | $0.055188 | $0.104591 | $0.153993 |
| 2037 | $0.143323 | $0.255537 | $0.367751 |
Linea Histograma de preços potenciais
Previsão de preço de Linea baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Linea é Altista, com 20 indicadores técnicos mostrando sinais de alta e 9 indicando sinais de baixa. A previsão de preço de LINEA 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 Linea
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Linea está projetado para diminuir no próximo mês, alcançando — até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Linea é esperado para alcançar $0.006783 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 53.09, sugerindo que o mercado de LINEA está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de LINEA 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 | $0.007254 | BUY |
| SMA 5 | $0.007111 | BUY |
| SMA 10 | $0.006841 | BUY |
| SMA 21 | $0.006683 | BUY |
| SMA 50 | $0.008086 | SELL |
| SMA 100 | $0.012891 | SELL |
| SMA 200 | — | — |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.007282 | BUY |
| EMA 5 | $0.007143 | BUY |
| EMA 10 | $0.006966 | BUY |
| EMA 21 | $0.007054 | BUY |
| EMA 50 | $0.008786 | SELL |
| EMA 100 | $0.013632 | SELL |
| EMA 200 | $0.008912 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.012969 | SELL |
| EMA 50 | $0.005447 | BUY |
| EMA 100 | $0.002723 | BUY |
| EMA 200 | $0.001361 | BUY |
Osciladores de Linea
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 53.09 | NEUTRAL |
| Stoch RSI (14) | 108.3 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 182.84 | SELL |
| Índice Direcional Médio (14) | 25.66 | SELL |
| Oscilador Impressionante (5, 34) | -0.000049 | NEUTRAL |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 74.81 | SELL |
| VWMA (10) | 0.0069063 | BUY |
| Média Móvel de Hull (9) | 0.007412 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.003473 | SELL |
Previsão do preço de Linea com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Linea
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Linea por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.01048 | $0.014726 | $0.020693 | $0.029077 | $0.040858 | $0.057413 |
| Amazon.com stock | $0.015562 | $0.032471 | $0.067754 | $0.141374 | $0.294985 | $0.6155055 |
| Apple stock | $0.010579 | $0.0150058 | $0.021284 | $0.03019 | $0.042823 | $0.060741 |
| Netflix stock | $0.011768 | $0.018568 | $0.029298 | $0.046227 | $0.07294 | $0.115088 |
| Google stock | $0.009658 | $0.0125078 | $0.016197 | $0.020975 | $0.027163 | $0.035176 |
| Tesla stock | $0.0169076 | $0.038328 | $0.086887 | $0.196967 | $0.446511 | $1.01 |
| Kodak stock | $0.005593 | $0.004194 | $0.003145 | $0.002358 | $0.001768 | $0.001326 |
| Nokia stock | $0.00494 | $0.003273 | $0.002168 | $0.001436 | $0.000951 | $0.00063 |
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 Linea
Você pode fazer perguntas como: 'Devo investir em Linea agora?', 'Devo comprar LINEA hoje?', 'Linea será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Linea regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Linea, 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 Linea para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Linea é de $0.007458 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 Linea
com base no histórico de preços de 4 horas
Previsão de longo prazo para Linea
com base no histórico de preços de 1 mês
Previsão do preço de Linea com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Linea tiver 1% da média anterior do crescimento anual do Bitcoin | $0.007652 | $0.007851 | $0.008055 | $0.008264 |
| Se Linea tiver 2% da média anterior do crescimento anual do Bitcoin | $0.007846 | $0.008254 | $0.008683 | $0.009134 |
| Se Linea tiver 5% da média anterior do crescimento anual do Bitcoin | $0.008427 | $0.009523 | $0.01076 | $0.012159 |
| Se Linea tiver 10% da média anterior do crescimento anual do Bitcoin | $0.009397 | $0.011839 | $0.014917 | $0.018794 |
| Se Linea tiver 20% da média anterior do crescimento anual do Bitcoin | $0.011335 | $0.017228 | $0.026185 | $0.039798 |
| Se Linea tiver 50% da média anterior do crescimento anual do Bitcoin | $0.017151 | $0.039443 | $0.0907065 | $0.208594 |
| Se Linea tiver 100% da média anterior do crescimento anual do Bitcoin | $0.026845 | $0.096624 | $0.347783 | $1.25 |
Perguntas Frequentes sobre Linea
LINEA é um bom investimento?
A decisão de adquirir Linea depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Linea experimentou uma escalada de 2.4157% nas últimas 24 horas, e Linea registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Linea dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Linea pode subir?
Parece que o valor médio de Linea pode potencialmente subir para $0.007692 até o final deste ano. Observando as perspectivas de Linea em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.024182. 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 Linea na próxima semana?
Com base na nossa nova previsão experimental de Linea, o preço de Linea aumentará 0.86% na próxima semana e atingirá $0.007522 até 13 de janeiro de 2026.
Qual será o preço de Linea no próximo mês?
Com base na nossa nova previsão experimental de Linea, o preço de Linea diminuirá -11.62% no próximo mês e atingirá $0.006591 até 5 de fevereiro de 2026.
Até onde o preço de Linea pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Linea em 2026, espera-se que LINEA fluctue dentro do intervalo de $0.002576 e $0.007692. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Linea não considera flutuações repentinas e extremas de preço.
Onde estará Linea em 5 anos?
O futuro de Linea parece seguir uma tendência de alta, com um preço máximo de $0.024182 projetada após um período de cinco anos. Com base na previsão de Linea para 2030, o valor de Linea pode potencialmente atingir seu pico mais alto de aproximadamente $0.024182, enquanto seu pico mais baixo está previsto para cerca de $0.008363.
Quanto será Linea em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Linea, espera-se que o valor de LINEA em 2026 aumente 3.13% para $0.007692 se o melhor cenário ocorrer. O preço ficará entre $0.007692 e $0.002576 durante 2026.
Quanto será Linea em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Linea, o valor de LINEA pode diminuir -12.62% para $0.006516 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.006516 e $0.00248 ao longo do ano.
Quanto será Linea em 2028?
Nosso novo modelo experimental de previsão de preços de Linea sugere que o valor de LINEA em 2028 pode aumentar 47.02%, alcançando $0.010965 no melhor cenário. O preço é esperado para variar entre $0.010965 e $0.004476 durante o ano.
Quanto será Linea em 2029?
Com base no nosso modelo de previsão experimental, o valor de Linea pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.032351 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.032351 e $0.009834.
Quanto será Linea em 2030?
Usando nossa nova simulação experimental para previsões de preços de Linea, espera-se que o valor de LINEA em 2030 aumente 224.23%, alcançando $0.024182 no melhor cenário. O preço está previsto para variar entre $0.024182 e $0.008363 ao longo de 2030.
Quanto será Linea em 2031?
Nossa simulação experimental indica que o preço de Linea poderia aumentar 195.98% em 2031, potencialmente atingindo $0.022075 sob condições ideais. O preço provavelmente oscilará entre $0.022075 e $0.009888 durante o ano.
Quanto será Linea em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Linea, LINEA poderia ver um 449.04% aumento em valor, atingindo $0.040949 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.040949 e $0.015094 ao longo do ano.
Quanto será Linea em 2033?
De acordo com nossa previsão experimental de preços de Linea, espera-se que o valor de LINEA seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.109074. Ao longo do ano, o preço de LINEA poderia variar entre $0.109074 e $0.035075.
Quanto será Linea em 2034?
Os resultados da nossa nova simulação de previsão de preços de Linea sugerem que LINEA pode aumentar 746.96% em 2034, atingindo potencialmente $0.06317 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.06317 e $0.028199.
Quanto será Linea em 2035?
Com base em nossa previsão experimental para o preço de Linea, LINEA poderia aumentar 897.93%, com o valor potencialmente atingindo $0.07443 em 2035. A faixa de preço esperada para o ano está entre $0.07443 e $0.03334.
Quanto será Linea em 2036?
Nossa recente simulação de previsão de preços de Linea sugere que o valor de LINEA pode aumentar 1964.7% em 2036, possivelmente atingindo $0.153993 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.153993 e $0.055188.
Quanto será Linea em 2037?
De acordo com a simulação experimental, o valor de Linea poderia aumentar 4830.69% em 2037, com um pico de $0.367751 sob condições favoráveis. O preço é esperado para cair entre $0.367751 e $0.143323 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de Linea?
Traders de Linea 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 Linea
Médias móveis são ferramentas populares para a previsão de preço de Linea. Uma média móvel simples (SMA) calcula o preço médio de fechamento de LINEA 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 LINEA 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 LINEA.
Como ler gráficos de Linea 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 Linea 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 LINEA 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 Linea?
A ação de preço de Linea 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 LINEA. A capitalização de mercado de Linea pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de LINEA, grandes detentores de Linea, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Linea.
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


