Previsão de Preço Brainedge - Projeção LEARN
Previsão de Preço Brainedge até $0.012217 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.004092 | $0.012217 |
| 2027 | $0.00394 | $0.01035 |
| 2028 | $0.00711 | $0.017416 |
| 2029 | $0.01562 | $0.051383 |
| 2030 | $0.013284 | $0.0384089 |
| 2031 | $0.0157062 | $0.035063 |
| 2032 | $0.023974 | $0.06504 |
| 2033 | $0.055711 | $0.173243 |
| 2034 | $0.044789 | $0.100333 |
| 2035 | $0.052954 | $0.118217 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Brainedge hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,955.05, com um retorno de 39.55% nos próximos 90 dias.
Previsão de preço de longo prazo de Brainedge para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Brainedge'
'name_with_ticker' => 'Brainedge <small>LEARN</small>'
'name_lang' => 'Brainedge'
'name_lang_with_ticker' => 'Brainedge <small>LEARN</small>'
'name_with_lang' => 'Brainedge'
'name_with_lang_with_ticker' => 'Brainedge <small>LEARN</small>'
'image' => '/uploads/coins/brainedge.png?1743686616'
'price_for_sd' => 0.01184
'ticker' => 'LEARN'
'marketcap' => '$867.52K'
'low24h' => '$0.01169'
'high24h' => '$0.01191'
'volume24h' => '$3.6K'
'current_supply' => '73.23M'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01184'
'change_24h_pct' => '1.2397%'
'ath_price' => '$0.051'
'ath_days' => 211
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '9 de jun. de 2025'
'ath_pct' => '-76.78%'
'fdv' => '$11.85M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.5841016'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.011947'
'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' => '$0.010469'
'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' => '$0.004092'
'current_year_max_price_prediction' => '$0.012217'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.013284'
'grand_prediction_max_price' => '$0.0384089'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.012070730206372
107 => 0.012115797931288
108 => 0.012217337816738
109 => 0.01134969061297
110 => 0.011739238734678
111 => 0.011968061760459
112 => 0.010934231005329
113 => 0.011947626250449
114 => 0.011334586805493
115 => 0.011126512010332
116 => 0.011406657310247
117 => 0.01129748441442
118 => 0.011203623969435
119 => 0.011151248228406
120 => 0.011356956018156
121 => 0.01134735950389
122 => 0.011010781633699
123 => 0.010571729522703
124 => 0.010719089822547
125 => 0.010665552444104
126 => 0.010471526078165
127 => 0.010602276421975
128 => 0.01002651807907
129 => 0.0090359557754162
130 => 0.0096903515749537
131 => 0.0096651580485172
201 => 0.0096524543300524
202 => 0.010144214687233
203 => 0.010096943275732
204 => 0.010011145200975
205 => 0.010469950329238
206 => 0.010302480285622
207 => 0.010818583499142
208 => 0.011158522455029
209 => 0.011072302939943
210 => 0.011392017171022
211 => 0.01072248470623
212 => 0.010944876534054
213 => 0.010990711181547
214 => 0.010464288745174
215 => 0.010104677463269
216 => 0.010080695490635
217 => 0.0094571790852995
218 => 0.0097902565161811
219 => 0.010083350871676
220 => 0.0099429814204349
221 => 0.00989854464559
222 => 0.010125562491112
223 => 0.010143203721986
224 => 0.0097409817885374
225 => 0.0098246164652134
226 => 0.01017338697006
227 => 0.0098158283433441
228 => 0.0091211503385046
301 => 0.0089488605886296
302 => 0.0089258739600661
303 => 0.0084586104939327
304 => 0.0089603738135517
305 => 0.0087413406781171
306 => 0.0094332637285353
307 => 0.0090380409929941
308 => 0.0090210037307866
309 => 0.008995249410137
310 => 0.0085930564424252
311 => 0.0086811111416576
312 => 0.0089738183730153
313 => 0.0090782596107467
314 => 0.0090673655339895
315 => 0.0089723839478958
316 => 0.0090158660316251
317 => 0.0088757950897708
318 => 0.0088263331248775
319 => 0.008670217558089
320 => 0.008440770802936
321 => 0.0084726767815187
322 => 0.0080180827215513
323 => 0.0077703957505481
324 => 0.0077018392614363
325 => 0.007610162659023
326 => 0.007712194377621
327 => 0.0080167949136961
328 => 0.0076493820425809
329 => 0.0070194784460701
330 => 0.0070573367255239
331 => 0.0071423930392325
401 => 0.0069838911613403
402 => 0.0068338824359696
403 => 0.0069643028520868
404 => 0.0066974043943728
405 => 0.0071746464427248
406 => 0.0071617383827723
407 => 0.0073396247059476
408 => 0.0074508606744239
409 => 0.0071944977801584
410 => 0.0071300232055296
411 => 0.0071667508534442
412 => 0.0065597246452625
413 => 0.0072900177142247
414 => 0.0072963333190112
415 => 0.0072422552765146
416 => 0.0076311137904681
417 => 0.0084517265429219
418 => 0.0081429790163773
419 => 0.0080234226421558
420 => 0.0077961458873656
421 => 0.0080989786687652
422 => 0.008075725836081
423 => 0.0079705677083082
424 => 0.0079069677445179
425 => 0.0080241526278829
426 => 0.0078924472406413
427 => 0.0078687893340707
428 => 0.0077254481603092
429 => 0.0076742818828841
430 => 0.0076364004080668
501 => 0.0075946966264498
502 => 0.007686684776762
503 => 0.0074782275261056
504 => 0.0072268485171301
505 => 0.0072059490724923
506 => 0.0072636542766351
507 => 0.0072381240194491
508 => 0.0072058268434431
509 => 0.0071441627388352
510 => 0.0071258683162431
511 => 0.0071853163144752
512 => 0.0071182029905048
513 => 0.0072172323558751
514 => 0.0071903018480391
515 => 0.0070398702204378
516 => 0.0068523767155247
517 => 0.00685070763005
518 => 0.0068103124619675
519 => 0.0067588631419602
520 => 0.0067445511181351
521 => 0.0069533192084136
522 => 0.0073854629073868
523 => 0.0073006227589561
524 => 0.0073619284609654
525 => 0.007663491838368
526 => 0.0077593497677171
527 => 0.0076913120799846
528 => 0.0075981778966345
529 => 0.0076022753280379
530 => 0.0079205430261798
531 => 0.0079403929921178
601 => 0.0079905474522014
602 => 0.0080550101070576
603 => 0.007702290348851
604 => 0.0075856622591459
605 => 0.0075303973999636
606 => 0.0073602030238742
607 => 0.0075437430671236
608 => 0.0074368021438904
609 => 0.0074512321280567
610 => 0.0074418345819382
611 => 0.0074469662775782
612 => 0.0071745130438461
613 => 0.0072737806824977
614 => 0.0071087289799642
615 => 0.006887743278195
616 => 0.0068870024566351
617 => 0.0069410883940729
618 => 0.006908915962102
619 => 0.006822340774897
620 => 0.0068346383716161
621 => 0.0067268984842175
622 => 0.00684771994464
623 => 0.0068511846718049
624 => 0.0068046618283528
625 => 0.0069908039582823
626 => 0.007067066540792
627 => 0.0070364442086159
628 => 0.0070649179963336
629 => 0.0073041482501537
630 => 0.0073431532198741
701 => 0.0073604766509002
702 => 0.00733726554824
703 => 0.0070692906862123
704 => 0.0070811765108603
705 => 0.0069939662159616
706 => 0.0069202827067667
707 => 0.0069232296607154
708 => 0.0069611125626273
709 => 0.0071265494170794
710 => 0.0074747015242385
711 => 0.0074879136422094
712 => 0.0075039271146147
713 => 0.0074387922746159
714 => 0.0074191469836158
715 => 0.0074450641933248
716 => 0.0075758118198056
717 => 0.0079121302127486
718 => 0.0077932528307324
719 => 0.0076966036687165
720 => 0.0077813910402314
721 => 0.007768338688972
722 => 0.0076581637089212
723 => 0.0076550714641803
724 => 0.0074436104523908
725 => 0.0073654381310665
726 => 0.0073001114882711
727 => 0.0072287764997337
728 => 0.0071864867273583
729 => 0.0072514630380848
730 => 0.007266323889125
731 => 0.00712425205013
801 => 0.0071048881834484
802 => 0.0072209071140054
803 => 0.007169851508289
804 => 0.0072223634648864
805 => 0.0072345466892563
806 => 0.0072325849095293
807 => 0.0071792769934623
808 => 0.0072132538694985
809 => 0.0071328884286788
810 => 0.0070455030822863
811 => 0.0069897566755874
812 => 0.0069411105420547
813 => 0.0069681022442685
814 => 0.0068718817543665
815 => 0.0068410988831109
816 => 0.0072017432684013
817 => 0.0074681551533959
818 => 0.0074642814190774
819 => 0.007440701057657
820 => 0.0074056654236881
821 => 0.0075732487449573
822 => 0.0075148660667614
823 => 0.0075573443431849
824 => 0.0075681568473423
825 => 0.007600883040909
826 => 0.0076125798421977
827 => 0.0075772239847524
828 => 0.0074585654088118
829 => 0.0071628795192867
830 => 0.0070252369395239
831 => 0.0069798125955837
901 => 0.0069814636842129
902 => 0.0069359192890376
903 => 0.0069493341545734
904 => 0.0069312541462613
905 => 0.006897014984542
906 => 0.0069659880725158
907 => 0.006973936578376
908 => 0.0069578374354759
909 => 0.0069616293664263
910 => 0.0068283353392473
911 => 0.0068384693946343
912 => 0.006782041686466
913 => 0.0067714621714306
914 => 0.0066288178389035
915 => 0.0063761027272053
916 => 0.0065161314307355
917 => 0.0063469964478863
918 => 0.0062829424670681
919 => 0.0065861640498237
920 => 0.0065557290129726
921 => 0.006503637459676
922 => 0.0064265831955193
923 => 0.0063980030194079
924 => 0.0062243589167393
925 => 0.0062140990967984
926 => 0.0063001618028661
927 => 0.0062604468252527
928 => 0.0062046719554454
929 => 0.006002661030811
930 => 0.0057755338680033
1001 => 0.005782389409378
1002 => 0.0058546343340161
1003 => 0.0060646961959566
1004 => 0.0059826213923893
1005 => 0.0059230751807014
1006 => 0.0059119239652048
1007 => 0.0060515047737956
1008 => 0.0062490408610351
1009 => 0.0063417203735471
1010 => 0.0062498777913664
1011 => 0.006144373978113
1012 => 0.0061507955063682
1013 => 0.0061935150569542
1014 => 0.0061980042776989
1015 => 0.0061293321412382
1016 => 0.0061486629454026
1017 => 0.0061192976862311
1018 => 0.0059390831449002
1019 => 0.005935823635314
1020 => 0.0058915960805193
1021 => 0.0058902568877373
1022 => 0.005815014783951
1023 => 0.0058044878935071
1024 => 0.0056550901295702
1025 => 0.0057534241902116
1026 => 0.0056874668651032
1027 => 0.0055880536184048
1028 => 0.0055709147372029
1029 => 0.0055703995217382
1030 => 0.0056724746977022
1031 => 0.0057522313823494
1101 => 0.0056886142210123
1102 => 0.0056741298265427
1103 => 0.0058287852652119
1104 => 0.0058091039509257
1105 => 0.0057920600596846
1106 => 0.0062313536710176
1107 => 0.0058836184991396
1108 => 0.005731986116171
1109 => 0.0055443122480389
1110 => 0.0056054198058365
1111 => 0.0056182960661213
1112 => 0.005166974244021
1113 => 0.0049838730370034
1114 => 0.0049210396027784
1115 => 0.0048848780730476
1116 => 0.0049013573362338
1117 => 0.0047365447742885
1118 => 0.0048473015416639
1119 => 0.0047045877942783
1120 => 0.0046806613700984
1121 => 0.0049358512292647
1122 => 0.0049713594073701
1123 => 0.004819870488046
1124 => 0.0049171508980804
1125 => 0.0048818756691031
1126 => 0.004707034211864
1127 => 0.0047003565542441
1128 => 0.004612627256976
1129 => 0.0044753478944906
1130 => 0.0044126075421378
1201 => 0.0043799318218957
1202 => 0.0043934144609046
1203 => 0.0043865972260461
1204 => 0.0043421101572391
1205 => 0.0043891471727555
1206 => 0.0042689870351478
1207 => 0.0042211383001565
1208 => 0.0041995261366431
1209 => 0.0040928770983568
1210 => 0.0042626031453128
1211 => 0.0042960413147156
1212 => 0.0043295453676416
1213 => 0.0046211752741743
1214 => 0.0046066062681815
1215 => 0.0047383029869628
1216 => 0.0047331854946457
1217 => 0.0046956234571038
1218 => 0.0045371553993701
1219 => 0.0046003179427613
1220 => 0.004405913451842
1221 => 0.0045515745146591
1222 => 0.0044851008885408
1223 => 0.0045290997148021
1224 => 0.0044499858579701
1225 => 0.004493770732872
1226 => 0.0043039707451553
1227 => 0.0041267381871833
1228 => 0.0041980617422521
1229 => 0.0042755986034498
1230 => 0.0044437182745512
1231 => 0.0043435875854004
]
'min_raw' => 0.0040928770983568
'max_raw' => 0.012217337816738
'avg_raw' => 0.0081551074575473
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.004092'
'max' => '$0.012217'
'avg' => '$0.008155'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0077533729016432
'max_diff' => 0.0003710878167378
'year' => 2026
]
1 => [
'items' => [
101 => 0.0043795983675796
102 => 0.0042589682754114
103 => 0.0040100739389862
104 => 0.0040114826539005
105 => 0.0039731956826994
106 => 0.0039401101495922
107 => 0.004355088799562
108 => 0.0043034796445966
109 => 0.0042212472105984
110 => 0.004331318591292
111 => 0.0043604232114151
112 => 0.0043612517790337
113 => 0.0044415570170342
114 => 0.0044844159369505
115 => 0.004491970007347
116 => 0.0046183320344502
117 => 0.0046606869191798
118 => 0.0048351406950932
119 => 0.0044807796570342
120 => 0.0044734818246492
121 => 0.0043328675213466
122 => 0.0042436877071679
123 => 0.00433897373952
124 => 0.0044233841563435
125 => 0.0043354903882904
126 => 0.0043469674588594
127 => 0.0042289772564328
128 => 0.0042711532018453
129 => 0.0043074808077479
130 => 0.0042874228390065
131 => 0.0042573950889838
201 => 0.0044164634647677
202 => 0.004407488203612
203 => 0.0045556163321081
204 => 0.0046710928010149
205 => 0.0048780472771838
206 => 0.0046620794925207
207 => 0.0046542087680534
208 => 0.0047311463622254
209 => 0.004660675140435
210 => 0.0047052105200226
211 => 0.004870871939018
212 => 0.0048743721037555
213 => 0.0048157398346944
214 => 0.0048121720557935
215 => 0.0048234330244334
216 => 0.0048893888694875
217 => 0.0048663418706072
218 => 0.0048930124411901
219 => 0.0049263643980982
220 => 0.0050643222328071
221 => 0.0050975833997014
222 => 0.0050167760080861
223 => 0.005024072010787
224 => 0.0049938478281104
225 => 0.0049646516463527
226 => 0.0050302803991841
227 => 0.0051502182349198
228 => 0.0051494721078684
301 => 0.0051772953545007
302 => 0.0051946290066524
303 => 0.0051202202826084
304 => 0.0050717829393404
305 => 0.0050903568988976
306 => 0.0051200570647178
307 => 0.005080725535411
308 => 0.0048379531163926
309 => 0.0049115947599606
310 => 0.0048993371895785
311 => 0.0048818809187829
312 => 0.0049559281608445
313 => 0.0049487861237082
314 => 0.0047348543832496
315 => 0.0047485495991739
316 => 0.0047356872346899
317 => 0.0047772481657299
318 => 0.0046584307137675
319 => 0.0046949781617433
320 => 0.0047179003785028
321 => 0.0047314017402709
322 => 0.0047801779169476
323 => 0.0047744545955871
324 => 0.0047798221472559
325 => 0.0048521443408342
326 => 0.0052179251779736
327 => 0.0052378338218892
328 => 0.0051397963780045
329 => 0.0051789604031333
330 => 0.0051037740391167
331 => 0.0051542471489859
401 => 0.0051887795688805
402 => 0.0050327342035795
403 => 0.0050234942097725
404 => 0.0049479975248863
405 => 0.0049885651669933
406 => 0.0049240191314843
407 => 0.0049398564708737
408 => 0.0048955738892665
409 => 0.0049752737195855
410 => 0.0050643905139838
411 => 0.0050869049355776
412 => 0.0050276791854321
413 => 0.0049847958391597
414 => 0.0049095068097576
415 => 0.0050347141435786
416 => 0.0050713285836123
417 => 0.0050345218235124
418 => 0.0050259928929537
419 => 0.0050098305849563
420 => 0.0050294218029995
421 => 0.0050711291735085
422 => 0.0050514607477906
423 => 0.0050644520894903
424 => 0.0050149424915444
425 => 0.0051202449149922
426 => 0.0052874905058356
427 => 0.0052880282277576
428 => 0.0052683596960196
429 => 0.0052603117565968
430 => 0.0052804928637463
501 => 0.0052914402865026
502 => 0.0053567022864419
503 => 0.0054267310125296
504 => 0.005753524521254
505 => 0.0056617622116895
506 => 0.0059517128536626
507 => 0.0061810261660845
508 => 0.006249787201824
509 => 0.0061865302844004
510 => 0.0059701317869659
511 => 0.0059595142442982
512 => 0.0062829049605544
513 => 0.0061915322709789
514 => 0.0061806637802994
515 => 0.006065041402074
516 => 0.0061333885477153
517 => 0.0061184400243715
518 => 0.0060948430489663
519 => 0.0062252446417465
520 => 0.0064693447824005
521 => 0.006431299486323
522 => 0.0064029004376716
523 => 0.0062784640733199
524 => 0.0063534025585278
525 => 0.0063267183992974
526 => 0.006441370481537
527 => 0.0063734531278729
528 => 0.0061908400329878
529 => 0.0062199217702489
530 => 0.0062155261241662
531 => 0.0063059882090689
601 => 0.0062788337365881
602 => 0.0062102237776006
603 => 0.0064685104746568
604 => 0.0064517387732161
605 => 0.0064755172113143
606 => 0.0064859852151378
607 => 0.0066431997761138
608 => 0.0067076055514408
609 => 0.0067222267900218
610 => 0.0067834072952611
611 => 0.0067207045633173
612 => 0.0069715601973825
613 => 0.0071383645562039
614 => 0.0073321164026487
615 => 0.0076152399258913
616 => 0.0077216969896695
617 => 0.0077024664739582
618 => 0.0079171274980367
619 => 0.0083028685866591
620 => 0.0077804357767286
621 => 0.0083305587941514
622 => 0.008156396198311
623 => 0.0077434598166247
624 => 0.0077168715818443
625 => 0.0079965168938122
626 => 0.0086167432808932
627 => 0.0084613836054789
628 => 0.0086169973936661
629 => 0.0084354656438327
630 => 0.0084264510623837
701 => 0.0086081808017632
702 => 0.0090328022433956
703 => 0.0088310805131728
704 => 0.0085418629487008
705 => 0.0087554166975832
706 => 0.0085704166768348
707 => 0.0081535598518433
708 => 0.008461264804863
709 => 0.0082555112657112
710 => 0.0083155610868955
711 => 0.0087480244226634
712 => 0.0086959892899477
713 => 0.0087633275700054
714 => 0.0086444772682533
715 => 0.0085334523454445
716 => 0.0083262160822029
717 => 0.0082648636412814
718 => 0.0082818192487225
719 => 0.0082648552389244
720 => 0.0081489084542403
721 => 0.0081238697571272
722 => 0.0080821374983014
723 => 0.0080950720703323
724 => 0.008016603214537
725 => 0.0081646901579157
726 => 0.0081921763995444
727 => 0.0082999417275091
728 => 0.0083111302813562
729 => 0.0086112551857946
730 => 0.008445951431824
731 => 0.0085568514616269
801 => 0.0085469315191298
802 => 0.0077524094001485
803 => 0.0078618875380161
804 => 0.0080322011644059
805 => 0.007955475106572
806 => 0.0078470024119273
807 => 0.0077594048950638
808 => 0.0076266856997097
809 => 0.0078134854185243
810 => 0.00805910718483
811 => 0.0083173596546873
812 => 0.0086276330758488
813 => 0.0085583836602263
814 => 0.0083115593089004
815 => 0.0083226316689956
816 => 0.0083910766422909
817 => 0.0083024341829919
818 => 0.0082762917912383
819 => 0.0083874850791077
820 => 0.0083882508061705
821 => 0.0082862569439479
822 => 0.0081729094307673
823 => 0.0081724345005485
824 => 0.0081522654053851
825 => 0.0084390536810563
826 => 0.0085967582351104
827 => 0.0086148388080791
828 => 0.0085955412684912
829 => 0.0086029681255866
830 => 0.0085112033203653
831 => 0.0087209504530936
901 => 0.0089134351639266
902 => 0.0088618451495873
903 => 0.00878450438414
904 => 0.0087228987392253
905 => 0.008847332817501
906 => 0.0088417919638727
907 => 0.0089117539778975
908 => 0.0089085800968211
909 => 0.0088850545029091
910 => 0.0088618459897604
911 => 0.0089538651210236
912 => 0.0089273650890018
913 => 0.0089008238951108
914 => 0.0088475914675089
915 => 0.008854826638517
916 => 0.0087774992270433
917 => 0.0087417240282339
918 => 0.0082037508748458
919 => 0.0080599868694806
920 => 0.0081052179521547
921 => 0.0081201091989955
922 => 0.008057542919622
923 => 0.0081472468922852
924 => 0.0081332666231656
925 => 0.0081876556721259
926 => 0.0081536757556335
927 => 0.008155070303259
928 => 0.008254997992381
929 => 0.0082840074256559
930 => 0.0082692529937575
1001 => 0.0082795864921068
1002 => 0.0085177176000703
1003 => 0.0084838629715221
1004 => 0.0084658783748536
1005 => 0.0084708602310397
1006 => 0.0085317078347129
1007 => 0.0085487418415854
1008 => 0.0084765675575082
1009 => 0.0085106053671136
1010 => 0.0086555340403721
1011 => 0.0087062508737601
1012 => 0.0088681146604736
1013 => 0.0087993520469783
1014 => 0.0089255688000251
1015 => 0.0093135160684288
1016 => 0.0096234351903387
1017 => 0.0093384207578809
1018 => 0.0099075477573064
1019 => 0.010350694762778
1020 => 0.010333686042608
1021 => 0.010256413112029
1022 => 0.0097519020279723
1023 => 0.0092876434065864
1024 => 0.009676015456838
1025 => 0.0096770054970636
1026 => 0.0096436439935168
1027 => 0.0094364385602152
1028 => 0.0096364336935817
1029 => 0.0096523085809927
1030 => 0.0096434228655159
1031 => 0.0094845589456223
1101 => 0.009242003102905
1102 => 0.0092893979339753
1103 => 0.0093670316340969
1104 => 0.0092200548436804
1105 => 0.0091730868535045
1106 => 0.0092604092832672
1107 => 0.0095417803463132
1108 => 0.0094885887767159
1109 => 0.0094871997298697
1110 => 0.0097147758213427
1111 => 0.0095518804538424
1112 => 0.0092899957345744
1113 => 0.0092238663891242
1114 => 0.0089891517628406
1115 => 0.0091512699912395
1116 => 0.009157104337666
1117 => 0.0090683138407801
1118 => 0.0092972005940443
1119 => 0.0092950913623183
1120 => 0.0095123852692453
1121 => 0.0099277696074254
1122 => 0.0098049200188037
1123 => 0.0096620593132338
1124 => 0.009677592233027
1125 => 0.0098479500246448
1126 => 0.0097449478149426
1127 => 0.0097819881277084
1128 => 0.0098478939596952
1129 => 0.0098876565844826
1130 => 0.0096718710032321
1201 => 0.0096215610620251
1202 => 0.0095186445787055
1203 => 0.0094917955892346
1204 => 0.0095756189174755
1205 => 0.0095535344320059
1206 => 0.0091566139834406
1207 => 0.009115133588121
1208 => 0.0091164057326251
1209 => 0.0090121013063086
1210 => 0.0088530120202454
1211 => 0.0092710891652919
1212 => 0.0092375117195587
1213 => 0.0092004448181572
1214 => 0.0092049853020781
1215 => 0.0093864584207937
1216 => 0.0092811948473265
1217 => 0.0095610553097494
1218 => 0.0095035244120508
1219 => 0.0094445180639102
1220 => 0.0094363615892198
1221 => 0.0094136491793707
1222 => 0.0093357598750827
1223 => 0.0092417038597335
1224 => 0.0091795999314074
1225 => 0.0084676957049068
1226 => 0.0085998209883889
1227 => 0.0087518190834366
1228 => 0.0088042882167529
1229 => 0.0087145361334619
1230 => 0.0093393038343765
1231 => 0.0094534549137449
]
'min_raw' => 0.0039401101495922
'max_raw' => 0.010350694762778
'avg_raw' => 0.0071454024561853
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.00394'
'max' => '$0.01035'
'avg' => '$0.007145'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00015276694876459
'max_diff' => -0.0018666430539595
'year' => 2027
]
2 => [
'items' => [
101 => 0.0091076838484472
102 => 0.0090430041998695
103 => 0.0093435442213692
104 => 0.0091622818488815
105 => 0.0092439042841139
106 => 0.0090674812242266
107 => 0.0094259592614589
108 => 0.0094232282594301
109 => 0.0092837722063531
110 => 0.00940163950746
111 => 0.0093811571633208
112 => 0.0092237116228619
113 => 0.0094309505659219
114 => 0.0094310533538522
115 => 0.0092968299348015
116 => 0.0091400863666351
117 => 0.0091120643187647
118 => 0.0090909534699269
119 => 0.0092387123094183
120 => 0.0093711924228765
121 => 0.0096177050694167
122 => 0.0096796842057529
123 => 0.0099215929010579
124 => 0.0097775480513244
125 => 0.0098414012675182
126 => 0.0099107229662854
127 => 0.0099439583378955
128 => 0.0098898030833652
129 => 0.010265586860765
130 => 0.010297314525295
131 => 0.010307952536769
201 => 0.010181240361353
202 => 0.010293790430476
203 => 0.0102411319804
204 => 0.01037813463856
205 => 0.010399618404697
206 => 0.010381422419086
207 => 0.010388241705556
208 => 0.010067576544346
209 => 0.010050948364094
210 => 0.0098242219464728
211 => 0.0099166146375304
212 => 0.0097438909300951
213 => 0.0097986633969742
214 => 0.0098228065784832
215 => 0.0098101955505764
216 => 0.0099218383816579
217 => 0.0098269191681151
218 => 0.0095764117574121
219 => 0.0093258360961326
220 => 0.0093226903228197
221 => 0.0092567181742326
222 => 0.0092090323942059
223 => 0.009218218367183
224 => 0.0092505909340995
225 => 0.0092071508417666
226 => 0.0092164209879344
227 => 0.0093703671809809
228 => 0.0094012399921023
229 => 0.0092963221171256
301 => 0.0088750617095171
302 => 0.0087716833488382
303 => 0.0088459896644122
304 => 0.0088104760315074
305 => 0.0071107417868872
306 => 0.0075100691351463
307 => 0.0072728023846862
308 => 0.0073821458194165
309 => 0.0071399579071239
310 => 0.007255542673026
311 => 0.0072341983872437
312 => 0.007876304946289
313 => 0.0078662793355582
314 => 0.0078710780648715
315 => 0.0076420222117241
316 => 0.0080069144053321
317 => 0.0081866734210024
318 => 0.0081534048113331
319 => 0.0081617778036428
320 => 0.0080179020547115
321 => 0.007872471096618
322 => 0.0077111657824284
323 => 0.0080108511182533
324 => 0.0079775312247089
325 => 0.0080539550723805
326 => 0.0082483224346132
327 => 0.0082769437670318
328 => 0.0083154111280513
329 => 0.008301623317419
330 => 0.0086301049042205
331 => 0.0085903236166676
401 => 0.0086861850738127
402 => 0.008488990783439
403 => 0.0082658467260272
404 => 0.0083082591162124
405 => 0.0083041744619786
406 => 0.0082521721254354
407 => 0.0082052267411857
408 => 0.00812707590319
409 => 0.0083743567187562
410 => 0.008364317569232
411 => 0.008526839730794
412 => 0.0084981123600819
413 => 0.0083062639476862
414 => 0.0083131158512668
415 => 0.0083591981957586
416 => 0.0085186897162037
417 => 0.0085660376584826
418 => 0.0085441042051297
419 => 0.0085960190623228
420 => 0.008637050448709
421 => 0.0086011719727226
422 => 0.0091091355316806
423 => 0.0088981936469054
424 => 0.0090010052538206
425 => 0.0090255252162688
426 => 0.0089627178480572
427 => 0.008976338517259
428 => 0.0089969701196896
429 => 0.0091222411695664
430 => 0.0094509886519133
501 => 0.009596588673985
502 => 0.010034633524166
503 => 0.0095844986190021
504 => 0.0095577894765731
505 => 0.0096366945817779
506 => 0.0098938732805907
507 => 0.010102292460412
508 => 0.010171437126349
509 => 0.010180575735407
510 => 0.010310295725356
511 => 0.010384648804461
512 => 0.010294544306602
513 => 0.010218190179001
514 => 0.0099446991713571
515 => 0.0099763565001832
516 => 0.010194444102732
517 => 0.010502505686628
518 => 0.010766854573956
519 => 0.010674288807103
520 => 0.011380500266947
521 => 0.011450518248575
522 => 0.011440844027466
523 => 0.011600355409689
524 => 0.011283757799906
525 => 0.011148406187934
526 => 0.010234698808044
527 => 0.010491413312154
528 => 0.01086456292019
529 => 0.010815175170327
530 => 0.010544183950653
531 => 0.010766649002816
601 => 0.010693095099445
602 => 0.010635080084103
603 => 0.01090085811615
604 => 0.010608624252355
605 => 0.010861647663852
606 => 0.010537142521415
607 => 0.010674711639729
608 => 0.010596620754704
609 => 0.010647155127774
610 => 0.010351732215395
611 => 0.010511135247929
612 => 0.010345100525173
613 => 0.010345021803096
614 => 0.010341356577388
615 => 0.0105366956924
616 => 0.010543065693928
617 => 0.010398709792793
618 => 0.010377905852177
619 => 0.010454828924423
620 => 0.010364772153007
621 => 0.010406909149542
622 => 0.010366048439707
623 => 0.010356849833264
624 => 0.010283553772119
625 => 0.010251975813661
626 => 0.010264358344836
627 => 0.010222090382303
628 => 0.010196622405977
629 => 0.010336290355878
630 => 0.010261671404435
701 => 0.010324853931383
702 => 0.010252849467655
703 => 0.010003250625524
704 => 0.0098597036919542
705 => 0.0093882346169932
706 => 0.0095219426617966
707 => 0.0096105912338322
708 => 0.0095812928813032
709 => 0.0096442370794927
710 => 0.00964810134205
711 => 0.0096276375415784
712 => 0.0096039430822076
713 => 0.0095924099297716
714 => 0.0096783685990946
715 => 0.0097282704998724
716 => 0.0096194883040008
717 => 0.0095940021575328
718 => 0.0097039869635886
719 => 0.0097710776317465
720 => 0.010266437430434
721 => 0.010229739576556
722 => 0.0103218439882
723 => 0.010311474444906
724 => 0.010408014541692
725 => 0.010565816799047
726 => 0.010244960687638
727 => 0.010300650214209
728 => 0.010286996428353
729 => 0.010436064882116
730 => 0.010436530257558
731 => 0.010347156273005
801 => 0.010395607359958
802 => 0.010368563292407
803 => 0.010417435577697
804 => 0.010229249454344
805 => 0.010458439839152
806 => 0.010588376018635
807 => 0.010590180182613
808 => 0.010651768900451
809 => 0.010714346604753
810 => 0.01083445905879
811 => 0.010710996733601
812 => 0.010488900029401
813 => 0.010504934694076
814 => 0.010374719477666
815 => 0.010376908418979
816 => 0.010365223678699
817 => 0.010400290463865
818 => 0.010236944641712
819 => 0.01027528157968
820 => 0.010221609642024
821 => 0.010300533541899
822 => 0.010215624472221
823 => 0.010286989844084
824 => 0.010317788772781
825 => 0.010431437482724
826 => 0.010198838465358
827 => 0.0097245533233775
828 => 0.0098242538103732
829 => 0.0096767889588023
830 => 0.0096904373922535
831 => 0.0097180093999569
901 => 0.0096286395019905
902 => 0.0096456884621534
903 => 0.0096450793533247
904 => 0.0096398303825061
905 => 0.0096165818204159
906 => 0.0095828668057971
907 => 0.0097171770471039
908 => 0.0097399989743088
909 => 0.0097907292914465
910 => 0.0099416683045456
911 => 0.0099265859377499
912 => 0.009951185903755
913 => 0.0098974843160889
914 => 0.0096929284548855
915 => 0.0097040368222968
916 => 0.0095655153026786
917 => 0.009787186984751
918 => 0.009734692204513
919 => 0.0097008484781948
920 => 0.009691613903909
921 => 0.0098429270656266
922 => 0.0098882023351558
923 => 0.0098599898254955
924 => 0.009802125145092
925 => 0.0099132424376239
926 => 0.0099429727374432
927 => 0.0099496282551615
928 => 0.0101465067929
929 => 0.0099606315783734
930 => 0.010005373589951
1001 => 0.010354437992107
1002 => 0.010037884746946
1003 => 0.010205570060888
1004 => 0.010197362737363
1005 => 0.010283144869813
1006 => 0.010190326098709
1007 => 0.010191476698619
1008 => 0.01026764542085
1009 => 0.010160680187578
1010 => 0.010134194091564
1011 => 0.010097603739618
1012 => 0.010177497434461
1013 => 0.010225390091238
1014 => 0.010611369731582
1015 => 0.010860730182055
1016 => 0.010849904787258
1017 => 0.010948828631408
1018 => 0.01090426253358
1019 => 0.010760346847751
1020 => 0.011005993374812
1021 => 0.010928260535363
1022 => 0.010934668736202
1023 => 0.010934430222646
1024 => 0.010986115765358
1025 => 0.010949491821436
1026 => 0.010877302268597
1027 => 0.010925225062717
1028 => 0.011067538628542
1029 => 0.011509284303575
1030 => 0.011756491035675
1031 => 0.0114944021479
1101 => 0.011675187553177
1102 => 0.011566780730437
1103 => 0.011547079985922
1104 => 0.011660626580372
1105 => 0.011774371923105
1106 => 0.011767126836508
1107 => 0.011684553558572
1108 => 0.011637910009085
1109 => 0.011991110592534
1110 => 0.012251342765804
1111 => 0.012233596676206
1112 => 0.012311922144355
1113 => 0.012541888141359
1114 => 0.012562913350097
1115 => 0.012560264657055
1116 => 0.012508151483444
1117 => 0.012734582872352
1118 => 0.01292347592066
1119 => 0.012496088789447
1120 => 0.012658832214105
1121 => 0.012731892980699
1122 => 0.012839167862213
1123 => 0.013020158568683
1124 => 0.013216762481325
1125 => 0.013244564430224
1126 => 0.013224837617034
1127 => 0.013095172051651
1128 => 0.013310298398835
1129 => 0.013436314367682
1130 => 0.013511353993306
1201 => 0.013701641998486
1202 => 0.012732344179121
1203 => 0.012046227005346
1204 => 0.011939079901009
1205 => 0.01215696775103
1206 => 0.012214423039458
1207 => 0.012191262884736
1208 => 0.011418975626608
1209 => 0.011935013968424
1210 => 0.012490227834481
1211 => 0.012511555860256
1212 => 0.012789507530579
1213 => 0.01288001998806
1214 => 0.013103807514628
1215 => 0.013089809543911
1216 => 0.013144298245393
1217 => 0.013131772236535
1218 => 0.013546291505479
1219 => 0.014003567815832
1220 => 0.013987733791254
1221 => 0.013921994911393
1222 => 0.014019628358131
1223 => 0.014491586515122
1224 => 0.014448136171002
1225 => 0.014490344479223
1226 => 0.015046809744712
1227 => 0.015770293746109
1228 => 0.015434162790854
1229 => 0.01616347024468
1230 => 0.016622530627937
1231 => 0.01741642809305
]
'min_raw' => 0.0071107417868872
'max_raw' => 0.01741642809305
'avg_raw' => 0.012263584939968
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.00711'
'max' => '$0.017416'
'avg' => '$0.012263'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.003170631637295
'max_diff' => 0.0070657333302712
'year' => 2028
]
3 => [
'items' => [
101 => 0.01731702822039
102 => 0.01762608667767
103 => 0.01713908170295
104 => 0.016020819841049
105 => 0.015843850620869
106 => 0.016198147481244
107 => 0.017069151740695
108 => 0.016170716457473
109 => 0.016352468745144
110 => 0.016300124074068
111 => 0.016297334848997
112 => 0.016403788225364
113 => 0.016249372050709
114 => 0.015620252776225
115 => 0.015908574432298
116 => 0.015797239594545
117 => 0.015920773897594
118 => 0.016587437581725
119 => 0.016292689675694
120 => 0.015982196700064
121 => 0.01637162379541
122 => 0.016867498309454
123 => 0.016836467373538
124 => 0.016776254387934
125 => 0.017115671835131
126 => 0.017676290017919
127 => 0.01782782285998
128 => 0.017939681306037
129 => 0.017955104695885
130 => 0.018113975196896
131 => 0.017259688472438
201 => 0.018615463443791
202 => 0.018849568328816
203 => 0.018805566313085
204 => 0.01906576404015
205 => 0.018989207268268
206 => 0.018878288517201
207 => 0.019290757260244
208 => 0.018817895130856
209 => 0.018146726869878
210 => 0.017778510687702
211 => 0.018263407459543
212 => 0.018559516997541
213 => 0.018755226566055
214 => 0.018814448163236
215 => 0.017326004319016
216 => 0.016523815639861
217 => 0.017038009386087
218 => 0.01766536124424
219 => 0.017256203501191
220 => 0.01727224171008
221 => 0.016688890293255
222 => 0.017716974900524
223 => 0.017567191620797
224 => 0.01834426754098
225 => 0.018158812136205
226 => 0.018792487383201
227 => 0.018625619453896
228 => 0.019318278898978
301 => 0.019594599504626
302 => 0.020058584807379
303 => 0.020399894284843
304 => 0.02060031773822
305 => 0.020588285065849
306 => 0.021382462638697
307 => 0.02091416387044
308 => 0.020325870247963
309 => 0.020315229872375
310 => 0.020619915475641
311 => 0.021258452913673
312 => 0.021424016381012
313 => 0.021516543772672
314 => 0.021374834851444
315 => 0.020866530101775
316 => 0.020647046688032
317 => 0.020834052915588
318 => 0.020605360368915
319 => 0.021000147864268
320 => 0.021542275417445
321 => 0.021430328221519
322 => 0.02180455091344
323 => 0.022191832030202
324 => 0.022745661421056
325 => 0.022890452932068
326 => 0.023129787793843
327 => 0.023376141984016
328 => 0.023455264310468
329 => 0.023606333381881
330 => 0.023605537173305
331 => 0.024060793988129
401 => 0.02456295635301
402 => 0.024752511020667
403 => 0.025188381526839
404 => 0.024441968559744
405 => 0.02500813136946
406 => 0.025518824395798
407 => 0.024909955116395
408 => 0.025749139569704
409 => 0.025781723200393
410 => 0.026273697338731
411 => 0.025774987298685
412 => 0.025478854868845
413 => 0.026333778097856
414 => 0.026747448518546
415 => 0.026622847621273
416 => 0.025674628640719
417 => 0.025122724523011
418 => 0.023678284992616
419 => 0.025389286011513
420 => 0.026222664697233
421 => 0.025672470391252
422 => 0.025949956396298
423 => 0.027463830064686
424 => 0.028040215141547
425 => 0.027920331074796
426 => 0.027940589508617
427 => 0.028251596433963
428 => 0.029630772415585
429 => 0.028804338198348
430 => 0.029436116191526
501 => 0.029771208961063
502 => 0.030082461800332
503 => 0.029318123199558
504 => 0.028323729910315
505 => 0.028008763813821
506 => 0.025617764410667
507 => 0.025493302508149
508 => 0.025423438270684
509 => 0.024982954135958
510 => 0.024636854264823
511 => 0.024361622797432
512 => 0.023639333235925
513 => 0.023883084759901
514 => 0.022731905952406
515 => 0.02346838935817
516 => 0.021631080185223
517 => 0.02316124586039
518 => 0.022328446251492
519 => 0.022887648790793
520 => 0.022885697785814
521 => 0.021856028615634
522 => 0.021262136926922
523 => 0.02164058782558
524 => 0.022046317230411
525 => 0.022112145461307
526 => 0.022638184225291
527 => 0.022784990337154
528 => 0.022340160964488
529 => 0.021593006036423
530 => 0.021766553085423
531 => 0.021258620001513
601 => 0.020368486809325
602 => 0.021007796008189
603 => 0.021226084277123
604 => 0.021322492812292
605 => 0.020447149050263
606 => 0.020172097035596
607 => 0.020025661650897
608 => 0.021480010148842
609 => 0.021559682642565
610 => 0.02115206690012
611 => 0.022994528707682
612 => 0.022577522855986
613 => 0.023043420561245
614 => 0.021750805509761
615 => 0.021800185145464
616 => 0.021188240465017
617 => 0.021530888595909
618 => 0.021288715941059
619 => 0.021503206013048
620 => 0.021631770477822
621 => 0.022243614744169
622 => 0.023168232139092
623 => 0.022152225613985
624 => 0.021709537021514
625 => 0.021984178534508
626 => 0.022715585075446
627 => 0.023823703424978
628 => 0.023167675059095
629 => 0.02345880930779
630 => 0.023522409189468
701 => 0.023038678159956
702 => 0.023841539278023
703 => 0.024271799073627
704 => 0.024713156594197
705 => 0.025096374962751
706 => 0.024536868694821
707 => 0.025135620603579
708 => 0.02465313225906
709 => 0.024220290335299
710 => 0.024220946777828
711 => 0.023949418716241
712 => 0.023423298882178
713 => 0.023326274312651
714 => 0.023831008376185
715 => 0.024235757296647
716 => 0.024269094356352
717 => 0.02449318415547
718 => 0.024625798190279
719 => 0.025925596011449
720 => 0.026448385447616
721 => 0.027087642474262
722 => 0.027336669112693
723 => 0.028086150013378
724 => 0.027480883316212
725 => 0.027349930058974
726 => 0.025531934547246
727 => 0.025829631210445
728 => 0.026306272291683
729 => 0.025539794183117
730 => 0.026025948124061
731 => 0.026121925210152
801 => 0.025513749550285
802 => 0.025838602447939
803 => 0.024975889463941
804 => 0.023187036924621
805 => 0.02384353078227
806 => 0.024326931234942
807 => 0.023637059186133
808 => 0.024873628131889
809 => 0.024151250081742
810 => 0.023922290920107
811 => 0.023029039600735
812 => 0.023450619839083
813 => 0.024020813147895
814 => 0.023668499975136
815 => 0.0243996027087
816 => 0.025435039157404
817 => 0.026172952832056
818 => 0.026229600681286
819 => 0.02575517162486
820 => 0.026515447215548
821 => 0.026520984993214
822 => 0.025663391021102
823 => 0.025138119488287
824 => 0.02501877669085
825 => 0.02531691839738
826 => 0.025678917469102
827 => 0.026249689110381
828 => 0.026594594459226
829 => 0.027493924685351
830 => 0.027737257658722
831 => 0.028004606822509
901 => 0.028361867752757
902 => 0.028790851099342
903 => 0.027852259959049
904 => 0.027889551934806
905 => 0.027015548860644
906 => 0.026081551231182
907 => 0.026790339007495
908 => 0.027716984738938
909 => 0.027504411184293
910 => 0.027480492316911
911 => 0.027520717217306
912 => 0.027360443699107
913 => 0.026635532516304
914 => 0.026271486658485
915 => 0.026741198693075
916 => 0.026990829734982
917 => 0.027377985710866
918 => 0.027330260564967
919 => 0.028327532781327
920 => 0.028715042608658
921 => 0.028615901012346
922 => 0.028634145452044
923 => 0.029335713484545
924 => 0.030116001425156
925 => 0.030846844049601
926 => 0.031590288557608
927 => 0.030694037186073
928 => 0.030238976012707
929 => 0.030708482985717
930 => 0.030459355977049
1001 => 0.031890913664728
1002 => 0.031990031613016
1003 => 0.03342148578278
1004 => 0.034780106244278
1005 => 0.033926781074625
1006 => 0.034731428274998
1007 => 0.03560171982605
1008 => 0.037280653427745
1009 => 0.03671524765629
1010 => 0.036282155696394
1011 => 0.035872885886977
1012 => 0.036724511390621
1013 => 0.037820113996009
1014 => 0.038056096303658
1015 => 0.03843847779423
1016 => 0.038036450412278
1017 => 0.038520648111975
1018 => 0.040230078759158
1019 => 0.039768175508727
1020 => 0.039112198638463
1021 => 0.040461629958949
1022 => 0.040949983908052
1023 => 0.044377507675802
1024 => 0.048704898016531
1025 => 0.046913330000292
1026 => 0.045801245919074
1027 => 0.046062612057147
1028 => 0.047642828518174
1029 => 0.048150343891892
1030 => 0.046770742155086
1031 => 0.047258040811569
1101 => 0.049943104318939
1102 => 0.051383554743492
1103 => 0.049427229588647
1104 => 0.04402980607541
1105 => 0.039053135098494
1106 => 0.040373172343987
1107 => 0.040223521085873
1108 => 0.043108286856048
1109 => 0.039757159268966
1110 => 0.039813583663087
1111 => 0.042758003334369
1112 => 0.041972482646203
1113 => 0.040700039733263
1114 => 0.039062425339928
1115 => 0.036035143672851
1116 => 0.033353795878327
1117 => 0.038612536380908
1118 => 0.038385769928037
1119 => 0.038057378499376
1120 => 0.038788178088198
1121 => 0.04233673345044
1122 => 0.042254927763787
1123 => 0.041734521722933
1124 => 0.042129245118273
1125 => 0.040630842813601
1126 => 0.041017015205501
1127 => 0.039052346768385
1128 => 0.039940458953763
1129 => 0.040697309642255
1130 => 0.040849258623336
1201 => 0.041191607436419
1202 => 0.038266274311722
1203 => 0.039579663001442
1204 => 0.040351155808775
1205 => 0.036865523238097
1206 => 0.040282256060016
1207 => 0.0382153507703
1208 => 0.037513812071094
1209 => 0.038458341508879
1210 => 0.038090257468389
1211 => 0.037773800424996
1212 => 0.037597211957361
1213 => 0.03829077013256
1214 => 0.038258414814706
1215 => 0.037123619026239
1216 => 0.035643324180378
1217 => 0.036140159719671
1218 => 0.035959654710388
1219 => 0.035305481271136
1220 => 0.03574631518399
1221 => 0.033805105732721
1222 => 0.030465355767102
1223 => 0.032671696893698
1224 => 0.032586755160362
1225 => 0.032543923686612
1226 => 0.03420192806446
1227 => 0.034042549200199
1228 => 0.033753275000923
1229 => 0.035300168523615
1230 => 0.034735531579179
1231 => 0.036475609596736
]
'min_raw' => 0.015620252776225
'max_raw' => 0.051383554743492
'avg_raw' => 0.033501903759858
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.01562'
'max' => '$0.051383'
'avg' => '$0.0335019'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.008509510989338
'max_diff' => 0.033967126650442
'year' => 2029
]
4 => [
'items' => [
101 => 0.03762173752029
102 => 0.037331042405523
103 => 0.038408981257342
104 => 0.03615160580703
105 => 0.03690141538144
106 => 0.037055950095535
107 => 0.035281080097663
108 => 0.034068625553464
109 => 0.033987768658359
110 => 0.031885539565246
111 => 0.033008533378187
112 => 0.033996721460933
113 => 0.033523456055791
114 => 0.033373634366924
115 => 0.034139040882983
116 => 0.034198519524544
117 => 0.032842400193684
118 => 0.033124380345284
119 => 0.034300284452755
120 => 0.033094750578835
121 => 0.030752595184649
122 => 0.030171708264059
123 => 0.030094207240982
124 => 0.02851879584162
125 => 0.030210525905712
126 => 0.029472040397188
127 => 0.031804907270198
128 => 0.030472386223751
129 => 0.030414943904715
130 => 0.030328111414535
131 => 0.028972089743679
201 => 0.029268972309923
202 => 0.030255855176612
203 => 0.030607986101478
204 => 0.030571255961091
205 => 0.030251018912173
206 => 0.030397621793289
207 => 0.029925362833386
208 => 0.029758598365424
209 => 0.029232243832356
210 => 0.028458648077897
211 => 0.028566221312293
212 => 0.027033525700369
213 => 0.02619843178468
214 => 0.025967288795178
215 => 0.025658194729486
216 => 0.026002201792366
217 => 0.027029183766273
218 => 0.025790425619361
219 => 0.02366666166526
220 => 0.023794303497619
221 => 0.02408107679773
222 => 0.023546676650169
223 => 0.023040911759307
224 => 0.023480633297909
225 => 0.022580766513471
226 => 0.024189821399465
227 => 0.024146300974123
228 => 0.024746057132335
301 => 0.0251210969663
302 => 0.024256751569598
303 => 0.024039371039766
304 => 0.024163200868953
305 => 0.022116569626852
306 => 0.024578803696292
307 => 0.024600097198771
308 => 0.024417769302885
309 => 0.025728832931914
310 => 0.028495586120165
311 => 0.027454622278356
312 => 0.027051529615509
313 => 0.026285250168777
314 => 0.027306272034375
315 => 0.02722787348552
316 => 0.026873325515828
317 => 0.026658893797501
318 => 0.027053990813353
319 => 0.026609936904892
320 => 0.026530172621147
321 => 0.026046887846048
322 => 0.025874377169395
323 => 0.025746657132248
324 => 0.025606049920861
325 => 0.025916194392046
326 => 0.025213366217438
327 => 0.024365824337955
328 => 0.024295360401206
329 => 0.024489917525822
330 => 0.024403840481254
331 => 0.024294948297433
401 => 0.024087043463497
402 => 0.024025362540452
403 => 0.024225795617018
404 => 0.023999518359549
405 => 0.024333402778905
406 => 0.024242604691508
407 => 0.023735413956249
408 => 0.023103266514056
409 => 0.023097639075846
410 => 0.022961443946355
411 => 0.022787978971874
412 => 0.022739724984314
413 => 0.023443601176411
414 => 0.024900603828808
415 => 0.024614559345024
416 => 0.024821255799576
417 => 0.025837997780972
418 => 0.026161189482359
419 => 0.025931795667929
420 => 0.025617787266343
421 => 0.025631602042394
422 => 0.02670466380742
423 => 0.02677158935346
424 => 0.026940688617305
425 => 0.027158028958791
426 => 0.025968809667891
427 => 0.025575589920737
428 => 0.025389260589534
429 => 0.024815438367957
430 => 0.025434256438129
501 => 0.025073697649071
502 => 0.025122349348157
503 => 0.025090664865303
504 => 0.025107966735437
505 => 0.024189371635832
506 => 0.024524059410191
507 => 0.023967576071557
508 => 0.023222507349314
509 => 0.023220009617702
510 => 0.023402364131933
511 => 0.023293892531335
512 => 0.023001998243187
513 => 0.023043460449117
514 => 0.022680207896593
515 => 0.023087565885893
516 => 0.023099247455429
517 => 0.022942392440609
518 => 0.023569983627695
519 => 0.02382710824911
520 => 0.023723862918195
521 => 0.023819864281462
522 => 0.024626445784739
523 => 0.024757953763391
524 => 0.024816360920579
525 => 0.024738103067413
526 => 0.023834607110679
527 => 0.023874680998322
528 => 0.023580645400242
529 => 0.023332216304573
530 => 0.023342152165561
531 => 0.023469877014257
601 => 0.024027658919474
602 => 0.025201478055965
603 => 0.025246023634145
604 => 0.025300014174384
605 => 0.025080407513759
606 => 0.025014172043562
607 => 0.025101553725577
608 => 0.025542378476765
609 => 0.026676299419573
610 => 0.026275496026351
611 => 0.025949636628786
612 => 0.026235503171513
613 => 0.026191496257957
614 => 0.025820033620544
615 => 0.025809607901506
616 => 0.025096652336522
617 => 0.024833088897359
618 => 0.024612835560214
619 => 0.02437232466591
620 => 0.024229741745769
621 => 0.024448813913884
622 => 0.024498918310718
623 => 0.024019913186407
624 => 0.023954626557949
625 => 0.024345792482505
626 => 0.024173654943243
627 => 0.024350702671179
628 => 0.024391779262748
629 => 0.024385164985431
630 => 0.024205433624571
701 => 0.024319989034317
702 => 0.024049031339657
703 => 0.023754405543245
704 => 0.02356645264097
705 => 0.0234024388054
706 => 0.023493443213914
707 => 0.023169029114309
708 => 0.02306524251468
709 => 0.024281180239073
710 => 0.025179406509616
711 => 0.025166345943906
712 => 0.025086843109049
713 => 0.024968718023013
714 => 0.025533736890966
715 => 0.02533689561528
716 => 0.02548011408998
717 => 0.025516569202652
718 => 0.025626907849132
719 => 0.025666344431321
720 => 0.025547139689478
721 => 0.025147074016217
722 => 0.024150148395553
723 => 0.023686076827985
724 => 0.023532925480964
725 => 0.023538492241552
726 => 0.023384936133411
727 => 0.023430165289161
728 => 0.023369207278831
729 => 0.023253767554592
730 => 0.023486315136243
731 => 0.023513114078698
801 => 0.023458834694404
802 => 0.023471619454347
803 => 0.023022209335422
804 => 0.023056377010696
805 => 0.02286612705295
806 => 0.02283045747937
807 => 0.022349522153145
808 => 0.021497475510049
809 => 0.021969592060493
810 => 0.02139934165719
811 => 0.021183379188755
812 => 0.02220571192527
813 => 0.02210309807362
814 => 0.021927467764765
815 => 0.021667673933404
816 => 0.02157131387424
817 => 0.020985860658648
818 => 0.0209512689594
819 => 0.021241435381614
820 => 0.021107533561779
821 => 0.020919484694146
822 => 0.020238390757789
823 => 0.019472615670871
824 => 0.019495729607254
825 => 0.019739308414651
826 => 0.020447546648234
827 => 0.020170825717728
828 => 0.019970061507638
829 => 0.019932464406038
830 => 0.020403070847423
831 => 0.02106907755708
901 => 0.021381553004191
902 => 0.021071899326125
903 => 0.0207161858537
904 => 0.020737836484549
905 => 0.020881868431934
906 => 0.020897004153102
907 => 0.020665471250489
908 => 0.020730646406363
909 => 0.020631639384849
910 => 0.020024033476575
911 => 0.020013043812433
912 => 0.019863927523574
913 => 0.019859412341609
914 => 0.019605728335458
915 => 0.019570236189363
916 => 0.01906653119763
917 => 0.019398071348548
918 => 0.019175691621951
919 => 0.018840512919897
920 => 0.018782727985326
921 => 0.018780990900415
922 => 0.019125144482839
923 => 0.019394049713561
924 => 0.019179560012505
925 => 0.019130724865282
926 => 0.019652156474454
927 => 0.019585799549232
928 => 0.019528334879946
929 => 0.021009443961056
930 => 0.019837030550975
1001 => 0.019325791385161
1002 => 0.018693035835783
1003 => 0.018899064233291
1004 => 0.018942477443833
1005 => 0.017420814410338
1006 => 0.016803475907161
1007 => 0.016591628596781
1008 => 0.016469707474576
1009 => 0.016525268460954
1010 => 0.015969591401509
1011 => 0.016343015575506
1012 => 0.01586184621224
1013 => 0.015781176602628
1014 => 0.016641567029594
1015 => 0.016761285331178
1016 => 0.016250529863058
1017 => 0.016578517557391
1018 => 0.016459584660056
1019 => 0.015870094479933
1020 => 0.015847580291049
1021 => 0.015551794840245
1022 => 0.015088947885087
1023 => 0.014877414406738
1024 => 0.014767245934596
1025 => 0.014812703593342
1026 => 0.014789718810053
1027 => 0.014639727551582
1028 => 0.014798316133415
1029 => 0.014393187840158
1030 => 0.014231862489442
1031 => 0.014158995571244
1101 => 0.013799420892664
1102 => 0.01437166410987
1103 => 0.01448440323259
1104 => 0.014597364486208
1105 => 0.015580615077033
1106 => 0.015531494656153
1107 => 0.015975519338295
1108 => 0.015958265355656
1109 => 0.015831622323586
1110 => 0.01529733620305
1111 => 0.015510293127962
1112 => 0.014854844813939
1113 => 0.015345951256958
1114 => 0.015121830785459
1115 => 0.015270175900099
1116 => 0.015003438008237
1117 => 0.015151061770931
1118 => 0.014511137860932
1119 => 0.013913585917748
1120 => 0.014154058263314
1121 => 0.014415479204293
1122 => 0.014982306413152
1123 => 0.014644708803778
1124 => 0.014766121670088
1125 => 0.014359408892219
1126 => 0.013520244259714
1127 => 0.013524993840401
1128 => 0.013395906643885
1129 => 0.013284356459056
1130 => 0.014683485950313
1201 => 0.014509482081111
1202 => 0.014232229688601
1203 => 0.014603343033548
1204 => 0.014701471292313
1205 => 0.014704264865888
1206 => 0.014975019582539
1207 => 0.015119521423351
1208 => 0.015144990499101
1209 => 0.015571028895795
1210 => 0.015713831346784
1211 => 0.01630201443225
1212 => 0.015107261451736
1213 => 0.015082656300332
1214 => 0.01460856535937
1215 => 0.014307889389531
1216 => 0.014629152900264
1217 => 0.014913748513932
1218 => 0.014617408538394
1219 => 0.014656104283121
1220 => 0.014258292077826
1221 => 0.014400491222415
1222 => 0.014522972282028
1223 => 0.014455345440014
1224 => 0.014354104784342
1225 => 0.014890414919097
1226 => 0.014860154199477
1227 => 0.015359578526678
1228 => 0.015748915503907
1229 => 0.01644667696941
1230 => 0.015718526505029
1231 => 0.015691989807971
]
'min_raw' => 0.013284356459056
'max_raw' => 0.038408981257342
'avg_raw' => 0.025846668858199
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.013284'
'max' => '$0.0384089'
'avg' => '$0.025846'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0023358963171691
'max_diff' => -0.01297457348615
'year' => 2030
]
5 => [
'items' => [
101 => 0.015951390278333
102 => 0.015713791633924
103 => 0.015863945775564
104 => 0.016422484815818
105 => 0.016434285865604
106 => 0.01623660307689
107 => 0.016224574061232
108 => 0.016262541203217
109 => 0.016484915939707
110 => 0.016407211373892
111 => 0.016497133064692
112 => 0.016609581515967
113 => 0.017074715987596
114 => 0.017186858334001
115 => 0.016914410571378
116 => 0.016939009553875
117 => 0.016837106611795
118 => 0.016738669646587
119 => 0.016959941568811
120 => 0.017364320355786
121 => 0.01736180473634
122 => 0.017455612754918
123 => 0.017514054373344
124 => 0.017263180165179
125 => 0.017099870280563
126 => 0.017162493682003
127 => 0.017262629864665
128 => 0.017130020867567
129 => 0.016311496707018
130 => 0.016559784649803
131 => 0.016518457395463
201 => 0.016459602359718
202 => 0.016709257806142
203 => 0.016685177929296
204 => 0.015963892130102
205 => 0.016010066506761
206 => 0.015966700146881
207 => 0.016106825727574
208 => 0.015706224392713
209 => 0.015829446665225
210 => 0.015906730519408
211 => 0.015952251303244
212 => 0.016116703588353
213 => 0.016097407010797
214 => 0.016115504085999
215 => 0.016359343411022
216 => 0.01759259904144
217 => 0.017659722424379
218 => 0.017329182337566
219 => 0.017461226582633
220 => 0.017207730507006
221 => 0.01737790412085
222 => 0.017494332585501
223 => 0.01696821474165
224 => 0.016937061457413
225 => 0.016682519113309
226 => 0.016819295751016
227 => 0.016601674285837
228 => 0.016655070981316
301 => 0.016505769165716
302 => 0.016774482708101
303 => 0.017074946202351
304 => 0.017150855146661
305 => 0.016951171395036
306 => 0.016806587199058
307 => 0.016552744979917
308 => 0.016974890247592
309 => 0.017098338388504
310 => 0.016974241827061
311 => 0.016945485942211
312 => 0.016890993592382
313 => 0.01695704675183
314 => 0.017097666063416
315 => 0.017031352592903
316 => 0.01707515380847
317 => 0.016908228742346
318 => 0.01726326321498
319 => 0.017827143401223
320 => 0.017828956368226
321 => 0.017762642540258
322 => 0.017735508350605
323 => 0.017803550362359
324 => 0.017840460362507
325 => 0.018060495751749
326 => 0.018296602491004
327 => 0.019398409621662
328 => 0.019089026588326
329 => 0.020066615421445
330 => 0.02083976126442
331 => 0.021071593897158
401 => 0.020858318783607
402 => 0.020128716141046
403 => 0.020092918354649
404 => 0.021183252732926
405 => 0.020875183330584
406 => 0.020838539455444
407 => 0.020448710534761
408 => 0.020679147708136
409 => 0.020628747718009
410 => 0.020549188867943
411 => 0.02098884694235
412 => 0.021811847609092
413 => 0.021683575237129
414 => 0.021587825861843
415 => 0.021168279971562
416 => 0.021420940306478
417 => 0.021330972800604
418 => 0.021717530300628
419 => 0.021488542200911
420 => 0.020872849401867
421 => 0.020970900509465
422 => 0.020956080281803
423 => 0.021261079516913
424 => 0.021169526317079
425 => 0.020938203050159
426 => 0.021809034682285
427 => 0.021752487719915
428 => 0.02183265838412
429 => 0.021867951989864
430 => 0.022398011858565
501 => 0.022615160426747
502 => 0.022664456953445
503 => 0.022870731298346
504 => 0.022659324659833
505 => 0.023505101944265
506 => 0.024067494485939
507 => 0.02472074236355
508 => 0.025675313089215
509 => 0.026034240512339
510 => 0.025969403485986
511 => 0.026693148115821
512 => 0.027993701127694
513 => 0.02623228243392
514 => 0.028087060595523
515 => 0.027499859244003
516 => 0.02610761540285
517 => 0.026017971312957
518 => 0.026960815006469
519 => 0.029051951573336
520 => 0.02852814558081
521 => 0.029052808332291
522 => 0.028440761363586
523 => 0.028410368072853
524 => 0.029023082577136
525 => 0.030454723413722
526 => 0.029774604516514
527 => 0.028799487305371
528 => 0.029519498679575
529 => 0.028895758193333
530 => 0.02749029630386
531 => 0.028527745036239
601 => 0.027834032613736
602 => 0.028036494778403
603 => 0.029494575108571
604 => 0.029319135025643
605 => 0.029546170738266
606 => 0.029145458648045
607 => 0.028771130369283
608 => 0.02807241883899
609 => 0.027865564800933
610 => 0.027922731815223
611 => 0.027865536471799
612 => 0.027474613792091
613 => 0.027390194076628
614 => 0.027249490852344
615 => 0.027293100665009
616 => 0.027028537439175
617 => 0.027527822907876
618 => 0.027620494690555
619 => 0.027983833017723
620 => 0.028021556008179
621 => 0.029033448077544
622 => 0.028476114929893
623 => 0.028850022123166
624 => 0.028816576344449
625 => 0.026137789548541
626 => 0.026506902733881
627 => 0.027081127016172
628 => 0.026822439755342
629 => 0.026456716492026
630 => 0.026161375348057
701 => 0.025713903314763
702 => 0.026343711608686
703 => 0.02717184254255
704 => 0.028042558775285
705 => 0.02908866727733
706 => 0.028855188037719
707 => 0.028023002504498
708 => 0.028060333739606
709 => 0.028291100745747
710 => 0.027992236505401
711 => 0.0279040956064
712 => 0.028278991539719
713 => 0.028281573241973
714 => 0.027937693814506
715 => 0.027555534760147
716 => 0.027553933499755
717 => 0.02748593198725
718 => 0.028452858681594
719 => 0.028984570596168
720 => 0.029045530510277
721 => 0.028980467508245
722 => 0.029005507675469
723 => 0.028696116227851
724 => 0.029403293329922
725 => 0.030052268971349
726 => 0.029878329636104
727 => 0.029617569845639
728 => 0.02940986211264
729 => 0.029829400295256
730 => 0.029810718920399
731 => 0.030046600735275
801 => 0.030035899773633
802 => 0.029956581591254
803 => 0.029878332468806
804 => 0.030188581394431
805 => 0.030099234686296
806 => 0.030009749198046
807 => 0.029830272351816
808 => 0.029854666236014
809 => 0.029593951469402
810 => 0.029473332888872
811 => 0.027659518842138
812 => 0.027174808460767
813 => 0.027327308213936
814 => 0.027377515092333
815 => 0.027166568513187
816 => 0.027469011719953
817 => 0.027421876266545
818 => 0.027605252742437
819 => 0.027490687081581
820 => 0.027495388896264
821 => 0.027832302076867
822 => 0.027930109406528
823 => 0.027880363809261
824 => 0.027915203920407
825 => 0.028718079576689
826 => 0.028603936332884
827 => 0.028543300009572
828 => 0.028560096685525
829 => 0.028765248629554
830 => 0.028822679973001
831 => 0.028579339335187
901 => 0.028694100186715
902 => 0.029182737327203
903 => 0.029353732671907
904 => 0.02989946772978
905 => 0.029667629777529
906 => 0.030093178372598
907 => 0.031401169673634
908 => 0.032446083631016
909 => 0.031485137572912
910 => 0.033403988986653
911 => 0.034898090055138
912 => 0.034840743967574
913 => 0.034580212887103
914 => 0.032879218543366
915 => 0.031313938187861
916 => 0.032623361670555
917 => 0.032626699660298
918 => 0.032514219021865
919 => 0.031815611436867
920 => 0.032489908992226
921 => 0.032543432283482
922 => 0.032513473473371
923 => 0.031977852675925
924 => 0.031160058717495
925 => 0.03131985369945
926 => 0.031581601139622
927 => 0.031086058629141
928 => 0.030927702771063
929 => 0.031222116439665
930 => 0.032170778623425
1001 => 0.031991439532811
1002 => 0.031986756264389
1003 => 0.032754044945645
1004 => 0.032204831841127
1005 => 0.031321869225907
1006 => 0.031098909520718
1007 => 0.030307552770951
1008 => 0.030854145696731
1009 => 0.03087381660305
1010 => 0.030574453243644
1011 => 0.031346160912637
1012 => 0.031339049490611
1013 => 0.032071671068792
1014 => 0.033472168366174
1015 => 0.033057972401052
1016 => 0.032576307558007
1017 => 0.032628677881563
1018 => 0.033203051070004
1019 => 0.032855771928608
1020 => 0.032980655929171
1021 => 0.033202862043112
1022 => 0.033336924508721
1023 => 0.032609388355867
1024 => 0.032439764876559
1025 => 0.032092774767648
1026 => 0.03200225152511
1027 => 0.032284867728632
1028 => 0.032210408343982
1029 => 0.030872163339543
1030 => 0.030732309290654
1031 => 0.030736598414668
1101 => 0.03038492875904
1102 => 0.029848548123818
1103 => 0.031258124407557
1104 => 0.031144915704965
1105 => 0.031019942058961
1106 => 0.031035250617507
1107 => 0.031647099907305
1108 => 0.031292196420093
1109 => 0.032235765508385
1110 => 0.032041796070115
1111 => 0.031842852047667
1112 => 0.031815351923782
1113 => 0.031738775448246
1114 => 0.031476166220781
1115 => 0.03115904979825
1116 => 0.030949662067941
1117 => 0.028549427264728
1118 => 0.028994896882681
1119 => 0.029507369072302
1120 => 0.029684272418556
1121 => 0.02938166700345
1122 => 0.031488114926971
1123 => 0.031872983260836
1124 => 0.03070719197322
1125 => 0.030489120022252
1126 => 0.031502411687772
1127 => 0.030891272943595
1128 => 0.031166468682677
1129 => 0.030571646018802
1130 => 0.031780279749469
1201 => 0.031771071985456
1202 => 0.031300886165996
1203 => 0.03169828400091
1204 => 0.031629226347613
1205 => 0.03109838771546
1206 => 0.031797108280947
1207 => 0.031797454837631
1208 => 0.031344911209122
1209 => 0.030816439325562
1210 => 0.03072196103473
1211 => 0.030650784333961
1212 => 0.031148963577499
1213 => 0.031595629529489
1214 => 0.032426764128263
1215 => 0.032635731113666
1216 => 0.033451343169412
1217 => 0.032965685901645
1218 => 0.033180971478132
1219 => 0.033414694425412
1220 => 0.033526749801215
1221 => 0.033344161579567
1222 => 0.034611142821457
1223 => 0.034718114857575
1224 => 0.034753981655981
1225 => 0.034326762709805
1226 => 0.034706233125849
1227 => 0.034528691484921
1228 => 0.034990605512126
1229 => 0.035063039529606
1230 => 0.035001690493715
1231 => 0.035024682194157
]
'min_raw' => 0.015706224392713
'max_raw' => 0.035063039529606
'avg_raw' => 0.02538463196116
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.0157062'
'max' => '$0.035063'
'avg' => '$0.025384'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0024218679336571
'max_diff' => -0.0033459417277358
'year' => 2031
]
6 => [
'items' => [
101 => 0.03394353721501
102 => 0.033887474144348
103 => 0.033123050197806
104 => 0.033434558606358
105 => 0.032852208567556
106 => 0.03303687776373
107 => 0.033118278185811
108 => 0.033075759224749
109 => 0.033452170824394
110 => 0.033132144068887
111 => 0.032287540843833
112 => 0.031442707507195
113 => 0.03143210131284
114 => 0.03120967160785
115 => 0.031048895671175
116 => 0.031079866820411
117 => 0.031189013189951
118 => 0.03104255188576
119 => 0.031073806830786
120 => 0.031592847168822
121 => 0.031696937006989
122 => 0.031343199066373
123 => 0.029922890190658
124 => 0.029574342829982
125 => 0.029824871760841
126 => 0.02970513506802
127 => 0.023974362390628
128 => 0.025320722425429
129 => 0.024520761010817
130 => 0.024889420035125
131 => 0.02407286657981
201 => 0.02446256868792
202 => 0.024390604938194
203 => 0.026555512032464
204 => 0.026521709985919
205 => 0.026537889236836
206 => 0.02576561143578
207 => 0.026995870942489
208 => 0.027601941014195
209 => 0.027489773573955
210 => 0.027518003702111
211 => 0.027032916569505
212 => 0.026542585940627
213 => 0.02599873381186
214 => 0.027009143844956
215 => 0.02689680349755
216 => 0.027154471835717
217 => 0.027809794967781
218 => 0.027906293788308
219 => 0.02803598918169
220 => 0.027989502615509
221 => 0.029097001219263
222 => 0.028962875830837
223 => 0.029286079426435
224 => 0.028621225108774
225 => 0.02786887933979
226 => 0.028011875674438
227 => 0.027998103977507
228 => 0.027822774469165
229 => 0.027664494828545
301 => 0.027401003821925
302 => 0.028234728356202
303 => 0.02820088066267
304 => 0.028748835477311
305 => 0.028651979141274
306 => 0.028005148824454
307 => 0.02802825049576
308 => 0.028183620337581
309 => 0.028721357134104
310 => 0.028880994027225
311 => 0.028807043857901
312 => 0.028982078423507
313 => 0.029120418607428
314 => 0.028999451820685
315 => 0.030712086424595
316 => 0.030000881132583
317 => 0.030347517643375
318 => 0.030430188408698
319 => 0.030218428981702
320 => 0.030264352018881
321 => 0.030333912906928
322 => 0.030756272997733
323 => 0.031864668086882
324 => 0.032355568726765
325 => 0.033832467522466
326 => 0.03231480626229
327 => 0.032224754523818
328 => 0.032490788594994
329 => 0.033357884533685
330 => 0.034060584349814
331 => 0.034293710418549
401 => 0.034324521877024
402 => 0.034761881879898
403 => 0.035012568477265
404 => 0.034708774871839
405 => 0.034451341599758
406 => 0.033529247572954
407 => 0.033635982467336
408 => 0.03437128004572
409 => 0.035409931183999
410 => 0.036301201913874
411 => 0.035989109968193
412 => 0.038370151211166
413 => 0.038606221724725
414 => 0.038573604412825
415 => 0.039111408174716
416 => 0.038043977229193
417 => 0.037587629819482
418 => 0.034507001595173
419 => 0.035372532469012
420 => 0.036630632424982
421 => 0.036464118178177
422 => 0.035550452361043
423 => 0.036300508816422
424 => 0.03605251669584
425 => 0.035856915021134
426 => 0.036753004212211
427 => 0.035767717337307
428 => 0.0366208034347
429 => 0.035526711690747
430 => 0.035990535577912
501 => 0.03572724670692
502 => 0.035897626873922
503 => 0.034901587899067
504 => 0.035439026352419
505 => 0.034879228692474
506 => 0.034878963275495
507 => 0.034866605711125
508 => 0.035525205175528
509 => 0.035546682080418
510 => 0.035059976081135
511 => 0.034989834142862
512 => 0.035249185651536
513 => 0.034945552959146
514 => 0.035087620784874
515 => 0.034949856048861
516 => 0.034918842305015
517 => 0.034671719517497
518 => 0.034565252225852
519 => 0.03460700079423
520 => 0.034464491407493
521 => 0.034378624347195
522 => 0.034849524591589
523 => 0.034597941587071
524 => 0.034810965887938
525 => 0.03456819781129
526 => 0.033726657888609
527 => 0.033242679379953
528 => 0.031653088476802
529 => 0.032103894485054
530 => 0.032402779334918
531 => 0.032303997893821
601 => 0.03251621865264
602 => 0.032529247283646
603 => 0.032460252151619
604 => 0.032380364627556
605 => 0.032341479798899
606 => 0.032631295453965
607 => 0.032799543196476
608 => 0.032432776428165
609 => 0.032346848105962
610 => 0.032717669558473
611 => 0.032943870430288
612 => 0.034614010576481
613 => 0.034490281199969
614 => 0.034800817654349
615 => 0.034765856015156
616 => 0.035091347691683
617 => 0.035623389019759
618 => 0.034541600238686
619 => 0.034729361365639
620 => 0.034683326673348
621 => 0.035185921372838
622 => 0.03518749041863
623 => 0.034886159789818
624 => 0.035049516012228
625 => 0.034958335050322
626 => 0.035123111372332
627 => 0.034488628718712
628 => 0.035261360102651
629 => 0.035699449003635
630 => 0.03570553186845
701 => 0.035913182530627
702 => 0.036124167629715
703 => 0.036529135154485
704 => 0.036112873305246
705 => 0.035364058760739
706 => 0.035418120752196
707 => 0.034979091058733
708 => 0.034986471227197
709 => 0.03494707530954
710 => 0.035065305424015
711 => 0.034514573580182
712 => 0.034643829243143
713 => 0.034462870558078
714 => 0.034728967996798
715 => 0.034442691140218
716 => 0.034683304474025
717 => 0.034787145212438
718 => 0.035170319772713
719 => 0.034386095946116
720 => 0.032787010476399
721 => 0.033123157629171
722 => 0.032625969586432
723 => 0.032671986232716
724 => 0.032764947181704
725 => 0.032463630331104
726 => 0.032521112090613
727 => 0.03251905843767
728 => 0.032501361166084
729 => 0.032422977015834
730 => 0.03230930449014
731 => 0.032762140845947
801 => 0.032839086566894
802 => 0.033010127373002
803 => 0.033519028793891
804 => 0.033468177541222
805 => 0.033551118044123
806 => 0.033370059391982
807 => 0.0326803850243
808 => 0.032717837660589
809 => 0.032250802685932
810 => 0.032998184238662
811 => 0.032821194422021
812 => 0.032707087935846
813 => 0.032675952923904
814 => 0.033186115812983
815 => 0.033338764545218
816 => 0.033243644099164
817 => 0.033048549289201
818 => 0.033423188998934
819 => 0.033523426780478
820 => 0.033545866323138
821 => 0.034209656058746
822 => 0.033582964795575
823 => 0.033733815611396
824 => 0.034910710614165
825 => 0.033843429247062
826 => 0.034408791990431
827 => 0.034381120426149
828 => 0.034670340874824
829 => 0.034357395907645
830 => 0.034361275235574
831 => 0.034618083400508
901 => 0.034257442648455
902 => 0.034168142926545
903 => 0.034044776000302
904 => 0.034314143170464
905 => 0.034475616606547
906 => 0.035776973912206
907 => 0.036617710080764
908 => 0.036581211506403
909 => 0.036914740153594
910 => 0.036764482443262
911 => 0.036279260660619
912 => 0.037107475077099
913 => 0.036845393381761
914 => 0.036866999078296
915 => 0.036866194913192
916 => 0.037040456329012
917 => 0.036916976145079
918 => 0.036673584027567
919 => 0.036835159073806
920 => 0.037314979196999
921 => 0.038804355582071
922 => 0.03963783033877
923 => 0.038754179355176
924 => 0.039363709971101
925 => 0.038998208799511
926 => 0.038931786363915
927 => 0.039314616634675
928 => 0.039698116999145
929 => 0.039673689683846
930 => 0.039395288112202
1001 => 0.039238026128559
1002 => 0.040428866555334
1003 => 0.041306257496345
1004 => 0.041246425316272
1005 => 0.041510505100648
1006 => 0.042285851515259
1007 => 0.042356739474453
1008 => 0.042347809220936
1009 => 0.042172106017679
1010 => 0.042935535254318
1011 => 0.043572401354782
1012 => 0.042131435802679
1013 => 0.042680136621295
1014 => 0.042926466096809
1015 => 0.043288150849524
1016 => 0.043898373652758
1017 => 0.044561237470675
1018 => 0.04465497368246
1019 => 0.044588463354508
1020 => 0.044151286847856
1021 => 0.04487660034703
1022 => 0.045301471984152
1023 => 0.045554473321044
1024 => 0.046196042615993
1025 => 0.042927987343789
1026 => 0.040614695389237
1027 => 0.040253441446193
1028 => 0.040988065544983
1029 => 0.041181780061316
1030 => 0.041103693982679
1031 => 0.038499873572528
1101 => 0.040239732870606
1102 => 0.042111675183814
1103 => 0.042183584111789
1104 => 0.043120717574249
1105 => 0.043425886644024
1106 => 0.044180401914195
1107 => 0.044133206778613
1108 => 0.04431691923994
1109 => 0.044274686926537
1110 => 0.045672267582594
1111 => 0.04721400658896
1112 => 0.047160621069599
1113 => 0.046938977846406
1114 => 0.047268155828633
1115 => 0.048859395705996
1116 => 0.048712899837188
1117 => 0.048855208095246
1118 => 0.050731369589006
1119 => 0.053170646411755
1120 => 0.052037357428199
1121 => 0.054496268427394
1122 => 0.056044022560116
1123 => 0.058720703291895
1124 => 0.058385569681346
1125 => 0.059427581847837
1126 => 0.057785610573968
1127 => 0.054015312632019
1128 => 0.053418648550585
1129 => 0.054613185151557
1130 => 0.05754983682387
1201 => 0.05452069953974
1202 => 0.055133490067163
1203 => 0.05495700635404
1204 => 0.054947602286976
1205 => 0.055306517277734
1206 => 0.054785892363892
1207 => 0.052664772806266
1208 => 0.05363686939969
1209 => 0.053261496221056
1210 => 0.053678000748675
1211 => 0.055925703904696
1212 => 0.054931940760868
1213 => 0.053885092015608
1214 => 0.055198072656498
1215 => 0.05686994820145
1216 => 0.056765325234496
1217 => 0.056562312949598
1218 => 0.057706682570191
1219 => 0.059596845914573
1220 => 0.060107749471267
1221 => 0.060484888031856
1222 => 0.060536889067553
1223 => 0.061072532053696
1224 => 0.058192244717794
1225 => 0.062763334690895
1226 => 0.063552635655438
1227 => 0.063404279787277
1228 => 0.064281554590504
1229 => 0.064023438089081
1230 => 0.063649467775757
1231 => 0.065040134940574
]
'min_raw' => 0.023974362390628
'max_raw' => 0.065040134940574
'avg_raw' => 0.044507248665601
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.023974'
'max' => '$0.06504'
'avg' => '$0.0445072'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0082681379979149
'max_diff' => 0.029977095410968
'year' => 2032
]
7 => [
'items' => [
101 => 0.063445847257165
102 => 0.061182956605804
103 => 0.059941490039565
104 => 0.06157635336024
105 => 0.062574707341308
106 => 0.063234555815556
107 => 0.063434225565172
108 => 0.058415833224553
109 => 0.055711198085759
110 => 0.057444838201021
111 => 0.059559998791091
112 => 0.058180494893919
113 => 0.058234568834942
114 => 0.056267758804822
115 => 0.059734017836803
116 => 0.05922901305167
117 => 0.061848978770275
118 => 0.061223702924992
119 => 0.063360183262031
120 => 0.062797576388035
121 => 0.065132926067064
122 => 0.066064560281097
123 => 0.067628919123746
124 => 0.068779667856485
125 => 0.069455409522664
126 => 0.06941484052767
127 => 0.072092465662235
128 => 0.070513563669479
129 => 0.068530090647949
130 => 0.068494215878767
131 => 0.069521484662647
201 => 0.071674358216233
202 => 0.072232567005641
203 => 0.072544529566677
204 => 0.072066748044956
205 => 0.070352963092744
206 => 0.069612959439466
207 => 0.070243463992029
208 => 0.069472411104119
209 => 0.070803464707882
210 => 0.072631285603557
211 => 0.072253847816587
212 => 0.073515565749792
213 => 0.074821311074061
214 => 0.076688585532458
215 => 0.077176760220856
216 => 0.077983694417157
217 => 0.078814294769226
218 => 0.079081061217003
219 => 0.079590401138577
220 => 0.079587716665773
221 => 0.081122646801968
222 => 0.082815722275021
223 => 0.083454819071311
224 => 0.084924386914377
225 => 0.082407803482926
226 => 0.084316660924108
227 => 0.086038498117856
228 => 0.083985652832455
301 => 0.086815021806773
302 => 0.086924879792558
303 => 0.088583604948501
304 => 0.086902169229663
305 => 0.085903738067151
306 => 0.088786171422597
307 => 0.090180890127498
308 => 0.089760789502984
309 => 0.086563803007512
310 => 0.084703019741945
311 => 0.079832991017672
312 => 0.085601750411158
313 => 0.088411544834707
314 => 0.086556526318751
315 => 0.087492089758216
316 => 0.092596220526473
317 => 0.094539543055031
318 => 0.094135345553941
319 => 0.094203648277968
320 => 0.095252229840579
321 => 0.099902217953611
322 => 0.097115837290402
323 => 0.099245920903734
324 => 0.10037570957166
325 => 0.10142512025023
326 => 0.098848099293305
327 => 0.0954954328923
328 => 0.09443350270774
329 => 0.086372081285758
330 => 0.085952449291765
331 => 0.085716897137387
401 => 0.084231774123541
402 => 0.083064874244087
403 => 0.082136912135732
404 => 0.079701662450463
405 => 0.080523487731737
406 => 0.076642208009529
407 => 0.07912531323169
408 => 0.07293069707827
409 => 0.078089757484851
410 => 0.075281915459242
411 => 0.077167305862769
412 => 0.077160727913266
413 => 0.0736891264168
414 => 0.071686779124113
415 => 0.072962752751536
416 => 0.074330697767045
417 => 0.074552642243492
418 => 0.076326218663118
419 => 0.076821185718938
420 => 0.075321412432001
421 => 0.07280232742734
422 => 0.073387453419711
423 => 0.071674921564553
424 => 0.068673775359976
425 => 0.070829250959089
426 => 0.071565225098199
427 => 0.071890273205551
428 => 0.06893899059732
429 => 0.068011633526351
430 => 0.067517916403047
501 => 0.072421353903237
502 => 0.072689975278382
503 => 0.071315670343906
504 => 0.077527658964677
505 => 0.076121694621264
506 => 0.077692501262483
507 => 0.073334359368904
508 => 0.073500846258255
509 => 0.071437632043512
510 => 0.072592894139745
511 => 0.071776392125963
512 => 0.072499560378891
513 => 0.072933024447962
514 => 0.074995900109554
515 => 0.078113312211263
516 => 0.074687775276553
517 => 0.073195219779508
518 => 0.074121192815424
519 => 0.076587181033369
520 => 0.08032327941517
521 => 0.078111433977157
522 => 0.079093013422976
523 => 0.079307444864457
524 => 0.077676511925435
525 => 0.08038341423897
526 => 0.081834065179629
527 => 0.083322132874829
528 => 0.084614180359861
529 => 0.082727765914056
530 => 0.084746499777956
531 => 0.083119756638151
601 => 0.081660399872131
602 => 0.081662613113948
603 => 0.080747137296824
604 => 0.078973287543768
605 => 0.078646162433567
606 => 0.080347908568181
607 => 0.081712547812183
608 => 0.0818249460365
609 => 0.082580480439676
610 => 0.083027597916852
611 => 0.087409957019913
612 => 0.089172578103939
613 => 0.091327877800778
614 => 0.092167488498732
615 => 0.094694415682477
616 => 0.092653716754611
617 => 0.092212198704969
618 => 0.086082699908784
619 => 0.087086404993278
620 => 0.088693433676689
621 => 0.086109199219868
622 => 0.087748301173944
623 => 0.088071894620605
624 => 0.086021387921895
625 => 0.08711665214684
626 => 0.084207955088596
627 => 0.078176713858581
628 => 0.080390128734581
629 => 0.082019947110708
630 => 0.079693995332818
701 => 0.083863173867921
702 => 0.081427625837028
703 => 0.080655674038158
704 => 0.077644014850079
705 => 0.07906540205746
706 => 0.080987848607746
707 => 0.079800000148069
708 => 0.082264964058243
709 => 0.085756010336911
710 => 0.088243937810491
711 => 0.088434929989194
712 => 0.086835359301877
713 => 0.089398681536625
714 => 0.089417352540663
715 => 0.086525914588388
716 => 0.084754924942214
717 => 0.084352552368409
718 => 0.085357757947563
719 => 0.086578263091844
720 => 0.088502659530417
721 => 0.08966553199457
722 => 0.092697686641182
723 => 0.093518100749868
724 => 0.094419487121299
725 => 0.095624017290793
726 => 0.097070364594466
727 => 0.093905839034626
728 => 0.094031571534532
729 => 0.091084809149049
730 => 0.087935770931686
731 => 0.090325498405509
801 => 0.093449749185408
802 => 0.092733042604509
803 => 0.092652398473171
804 => 0.092788019533265
805 => 0.092247646176716
806 => 0.089803557512214
807 => 0.088576151485706
808 => 0.090159818404574
809 => 0.091001466891048
810 => 0.092306790294107
811 => 0.092145881632645
812 => 0.095508254537425
813 => 0.096814770975344
814 => 0.096480508161534
815 => 0.096542020563759
816 => 0.098907406167252
817 => 0.10153820143699
818 => 0.10400228837111
819 => 0.10650886343549
820 => 0.10348708936209
821 => 0.10195281884473
822 => 0.10353579438416
823 => 0.10269584528094
824 => 0.10752244197312
825 => 0.10785662505597
826 => 0.11268287273026
827 => 0.11726355647206
828 => 0.11438651108531
829 => 0.11709943530004
830 => 0.12003368402623
831 => 0.12569432588374
901 => 0.12378802084991
902 => 0.12232782106961
903 => 0.12094793933286
904 => 0.12381925417698
905 => 0.12751315485358
906 => 0.12830878567958
907 => 0.12959801157206
908 => 0.12824254818516
909 => 0.12987505453529
910 => 0.1356385193109
911 => 0.13408118025302
912 => 0.13186950843608
913 => 0.13641921034739
914 => 0.13806572978257
915 => 0.14962186546761
916 => 0.16421196413012
917 => 0.15817156748009
918 => 0.15442209835703
919 => 0.15530331253955
920 => 0.16063112266509
921 => 0.16234224618117
922 => 0.15769082260481
923 => 0.15933378404725
924 => 0.16838666312749
925 => 0.17324324230291
926 => 0.16664735545709
927 => 0.14844956524614
928 => 0.1316703715874
929 => 0.13612096932263
930 => 0.13561640965758
1001 => 0.14534259885964
1002 => 0.13404403823154
1003 => 0.13423427701574
1004 => 0.14416159351029
1005 => 0.14151315566683
1006 => 0.13722302554673
1007 => 0.13170169428501
1008 => 0.12149500278641
1009 => 0.11245465149144
1010 => 0.13018486224943
1011 => 0.12942030332125
1012 => 0.12831310869196
1013 => 0.13077705052847
1014 => 0.1427412526845
1015 => 0.14246543910046
1016 => 0.14071085380012
1017 => 0.14204169128622
1018 => 0.13698972330091
1019 => 0.1382917304819
1020 => 0.13166771367739
1021 => 0.13466204591641
1022 => 0.13721382085429
1023 => 0.13772612745274
1024 => 0.13888038037808
1025 => 0.12901741550793
1026 => 0.13344559717319
1027 => 0.13604673903702
1028 => 0.12429468546588
1029 => 0.13581443872365
1030 => 0.12884572323265
1031 => 0.12648043652841
1101 => 0.12966498347284
1102 => 0.12842396243153
1103 => 0.1273570054154
1104 => 0.12676162506776
1105 => 0.12910000487812
1106 => 0.128990916665
1107 => 0.12516487343528
1108 => 0.12017395601157
1109 => 0.12184907172025
1110 => 0.12124048647899
1111 => 0.11903489505562
1112 => 0.12052119737085
1113 => 0.11397627417498
1114 => 0.102716073992
1115 => 0.11015490714214
1116 => 0.10986852015775
1117 => 0.10972411085361
1118 => 0.11531418837169
1119 => 0.11477683140336
1120 => 0.11380152324402
1121 => 0.11901698275643
1122 => 0.11711326987657
1123 => 0.12298006440113
1124 => 0.12684431471549
1125 => 0.12586421584037
1126 => 0.12949856193856
1127 => 0.12188766300292
1128 => 0.12441569833307
1129 => 0.12493672291091
1130 => 0.11895262479562
1201 => 0.11486474964898
1202 => 0.11459213498189
1203 => 0.10750432282151
1204 => 0.11129057486676
1205 => 0.11462231998083
1206 => 0.11302667262506
1207 => 0.11252153834083
1208 => 0.1151021598487
1209 => 0.11530269624139
1210 => 0.11073044523616
1211 => 0.11168116100451
1212 => 0.11564580380185
1213 => 0.11158126217824
1214 => 0.10368452174267
1215 => 0.10172602093368
1216 => 0.10146472082342
1217 => 0.096153111298762
1218 => 0.10185689732267
1219 => 0.099367041871272
1220 => 0.10723246540919
1221 => 0.10273977766744
1222 => 0.10254610687832
1223 => 0.10225334507523
1224 => 0.097681423337523
1225 => 0.098682383637296
1226 => 0.1020097281243
1227 => 0.10319696212248
1228 => 0.10307312388975
1229 => 0.10199342232109
1230 => 0.10248770417025
1231 => 0.10089545011487
]
'min_raw' => 0.055711198085759
'max_raw' => 0.17324324230291
'avg_raw' => 0.11447722019434
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.055711'
'max' => '$0.173243'
'avg' => '$0.114477'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.031736835695131
'max_diff' => 0.10820310736234
'year' => 2033
]
8 => [
'items' => [
101 => 0.10033319206802
102 => 0.098558551010878
103 => 0.095950318913988
104 => 0.096313009584277
105 => 0.091145419319285
106 => 0.088329841878144
107 => 0.08755052715115
108 => 0.08650839492841
109 => 0.087668238758717
110 => 0.091130780185338
111 => 0.08695422060569
112 => 0.079793802157975
113 => 0.080224155507442
114 => 0.081191031710638
115 => 0.079389264302509
116 => 0.07768404266159
117 => 0.079166594529364
118 => 0.076132630838939
119 => 0.081557671727693
120 => 0.081410939575154
121 => 0.083433059336204
122 => 0.084697532320863
123 => 0.081783331469214
124 => 0.081050417835861
125 => 0.081467918750486
126 => 0.074567558626512
127 => 0.082869152699322
128 => 0.082940945229595
129 => 0.082326213998889
130 => 0.086746556559699
131 => 0.096074858102426
201 => 0.092565175831992
202 => 0.091206120776172
203 => 0.088622556121594
204 => 0.092065002626929
205 => 0.09180067644585
206 => 0.090605293212285
207 => 0.089882321702802
208 => 0.091214418876541
209 => 0.089717260121309
210 => 0.089448329269698
211 => 0.087818900908589
212 => 0.087237269117939
213 => 0.086806652095571
214 => 0.086332585065498
215 => 0.087378258803695
216 => 0.085008624543105
217 => 0.082151077922945
218 => 0.081913503840561
219 => 0.082569466769749
220 => 0.08227925200428
221 => 0.081912114403918
222 => 0.08121114874085
223 => 0.08100318720238
224 => 0.081678961313814
225 => 0.080916051742084
226 => 0.082041766373006
227 => 0.081735634282027
228 => 0.080025605307176
301 => 0.077894276070697
302 => 0.077875302769878
303 => 0.077416111381959
304 => 0.076831262109557
305 => 0.076668570421514
306 => 0.079041738146233
307 => 0.083954124313469
308 => 0.082989705365403
309 => 0.08368659689301
310 => 0.087114613469943
311 => 0.088204276855695
312 => 0.08743085959458
313 => 0.086372158345267
314 => 0.086418735827237
315 => 0.090036638486803
316 => 0.090262282637871
317 => 0.090832412612056
318 => 0.091565190747596
319 => 0.087555654879685
320 => 0.08622988704843
321 => 0.085601664699182
322 => 0.083666983016146
323 => 0.085753371344229
324 => 0.084537722213511
325 => 0.084701754813732
326 => 0.084594928367649
327 => 0.084653262830783
328 => 0.081556155318202
329 => 0.082684578516608
330 => 0.08080835608798
331 => 0.078296304871898
401 => 0.078287883595383
402 => 0.078902704571698
403 => 0.078536984997039
404 => 0.077552843025139
405 => 0.077692635747228
406 => 0.076467904404913
407 => 0.077841340306662
408 => 0.077880725533935
409 => 0.077351877900202
410 => 0.079467845404479
411 => 0.080334759017447
412 => 0.079986660175909
413 => 0.080310335474764
414 => 0.083029781326785
415 => 0.083473169658406
416 => 0.083670093466723
417 => 0.083406241650983
418 => 0.080360041952782
419 => 0.080495153862838
420 => 0.079503792315004
421 => 0.07866619627419
422 => 0.07869969572321
423 => 0.079130328968052
424 => 0.081010929604582
425 => 0.084968542776697
426 => 0.085118731303601
427 => 0.085300764179517
428 => 0.084560344990772
429 => 0.08433702747859
430 => 0.084631640920299
501 => 0.086117912346331
502 => 0.089941005972839
503 => 0.088589669349393
504 => 0.087491011639724
505 => 0.088454830647095
506 => 0.088306458265574
507 => 0.087054046048843
508 => 0.087018895009207
509 => 0.084615115544894
510 => 0.083726493008347
511 => 0.082983893504565
512 => 0.082172994232485
513 => 0.081692265962407
514 => 0.082430883072339
515 => 0.082599813544441
516 => 0.080984814324757
517 => 0.080764695898742
518 => 0.082083539123715
519 => 0.081503165391835
520 => 0.082100094167649
521 => 0.082238586763998
522 => 0.082216286266231
523 => 0.08161030943465
524 => 0.081996540996611
525 => 0.081082988211404
526 => 0.080089636768684
527 => 0.07945594043621
528 => 0.078902956338506
529 => 0.079209784055537
530 => 0.07811599926885
531 => 0.07776607550205
601 => 0.081865694433904
602 => 0.084894127017195
603 => 0.084850092408043
604 => 0.084582043049612
605 => 0.084183776074811
606 => 0.086088776636472
607 => 0.085425112532478
608 => 0.085907983619125
609 => 0.086030894576713
610 => 0.086402909026918
611 => 0.086535872217143
612 => 0.086133965107408
613 => 0.084785115758315
614 => 0.081423911425124
615 => 0.079859261734625
616 => 0.079342901275459
617 => 0.079361669997442
618 => 0.078843944857898
619 => 0.078996438114307
620 => 0.078790913926527
621 => 0.078401700836513
622 => 0.079185751244002
623 => 0.07927610574953
624 => 0.079093099015718
625 => 0.079136203726471
626 => 0.0776209861337
627 => 0.077736184836399
628 => 0.077094743821029
629 => 0.076974481363334
630 => 0.075352974333137
701 => 0.07248023958794
702 => 0.074072013499888
703 => 0.072149374451538
704 => 0.071421241911192
705 => 0.074868108109346
706 => 0.074522138344238
707 => 0.073929988495815
708 => 0.073054075455155
709 => 0.07272919078804
710 => 0.070755294396635
711 => 0.070638666067503
712 => 0.071616982418769
713 => 0.07116552308447
714 => 0.070531503198094
715 => 0.068235147439206
716 => 0.065653283268952
717 => 0.065731213519233
718 => 0.0665524564745
719 => 0.06894033112664
720 => 0.068007347189398
721 => 0.067330456638172
722 => 0.067203695385182
723 => 0.068790377859004
724 => 0.071035865979716
725 => 0.07208939876599
726 => 0.071045379771059
727 => 0.069846066963658
728 => 0.069919063577164
729 => 0.070404677343761
730 => 0.070455708484421
731 => 0.069675079138151
801 => 0.069894821726564
802 => 0.069561012641082
803 => 0.067512426899643
804 => 0.067475374479716
805 => 0.06697261850086
806 => 0.066957395249628
807 => 0.066102081911237
808 => 0.065982417662694
809 => 0.064284141115509
810 => 0.065401951881721
811 => 0.064652183107445
812 => 0.063522104712037
813 => 0.063327278770717
814 => 0.063321422067661
815 => 0.06448175989884
816 => 0.065388392658582
817 => 0.064665225656277
818 => 0.064500574547856
819 => 0.06625861762337
820 => 0.066034890617092
821 => 0.06584114447254
822 => 0.070834807147236
823 => 0.066881933479857
824 => 0.065158254938738
825 => 0.063024875426427
826 => 0.063719514553069
827 => 0.063865885223424
828 => 0.058735492066877
829 => 0.056654092202215
830 => 0.055939834204563
831 => 0.055528768628788
901 => 0.055716096373505
902 => 0.053842592371455
903 => 0.055101618045729
904 => 0.053479321943305
905 => 0.053207338722325
906 => 0.056108205117382
907 => 0.056511843729639
908 => 0.054789796009065
909 => 0.055895629419875
910 => 0.055494638852881
911 => 0.053507131553709
912 => 0.053431223393995
913 => 0.052433962095529
914 => 0.050873441271271
915 => 0.05016024138022
916 => 0.049788800684676
917 => 0.049942064354893
918 => 0.049864569553285
919 => 0.049358863553295
920 => 0.049893556029247
921 => 0.048527637703376
922 => 0.047983718020063
923 => 0.047738042117951
924 => 0.046525710984416
925 => 0.048455068943973
926 => 0.048835176767416
927 => 0.049216033520694
928 => 0.052531131536024
929 => 0.052365518607547
930 => 0.053862578824204
1001 => 0.053804405817102
1002 => 0.053377419992544
1003 => 0.051576037034492
1004 => 0.052294036175008
1005 => 0.050084146422341
1006 => 0.051739946082935
1007 => 0.050984308265687
1008 => 0.05148446417682
1009 => 0.050585138751362
1010 => 0.051082862574047
1011 => 0.048925314433426
1012 => 0.046910626337234
1013 => 0.047721395639554
1014 => 0.048602794593891
1015 => 0.050513892103171
1016 => 0.049375658192856
1017 => 0.049785010148395
1018 => 0.04841374962203
1019 => 0.045584447474935
1020 => 0.045600461017826
1021 => 0.045165234522193
1022 => 0.044789135285857
1023 => 0.049506398049733
1024 => 0.048919731856156
1025 => 0.047984956057665
1026 => 0.049236190610459
1027 => 0.04956703688598
1028 => 0.049576455614329
1029 => 0.050489324045009
1030 => 0.050976522090104
1031 => 0.051062392857189
1101 => 0.052498811056693
1102 => 0.052980279490352
1103 => 0.054963379828632
1104 => 0.050935186739841
1105 => 0.050852228754004
1106 => 0.049253798046578
1107 => 0.04824004802174
1108 => 0.04932321037808
1109 => 0.050282744359391
1110 => 0.049283613442068
1111 => 0.049414078847066
1112 => 0.048072827222555
1113 => 0.048552261566563
1114 => 0.048965215010403
1115 => 0.048737206390996
1116 => 0.048395866452002
1117 => 0.050204073515305
1118 => 0.050102047386373
1119 => 0.051785891374222
1120 => 0.053098568175589
1121 => 0.055451119672684
1122 => 0.052996109544182
1123 => 0.052906639217318
1124 => 0.053781226013906
1125 => 0.05298014559567
1126 => 0.053486400767639
1127 => 0.055369554137805
1128 => 0.055409342201083
1129 => 0.054742840877162
1130 => 0.05470228421103
1201 => 0.054830293081015
1202 => 0.055580045030798
1203 => 0.055318058661993
1204 => 0.055621235920657
1205 => 0.056000363725032
1206 => 0.057568597070782
1207 => 0.057946692821213
1208 => 0.057028116167836
1209 => 0.057111053354769
1210 => 0.056767480470913
1211 => 0.056435593370063
1212 => 0.057181627104554
1213 => 0.058545018417666
1214 => 0.058536536831068
1215 => 0.05885281711517
1216 => 0.059049857111958
1217 => 0.05820401720365
1218 => 0.057653406525737
1219 => 0.057864545695916
1220 => 0.058202161827046
1221 => 0.057755061334867
1222 => 0.054995349980043
1223 => 0.055832470114053
1224 => 0.05569313239067
1225 => 0.055494698528528
1226 => 0.056336429296533
1227 => 0.056255242310543
1228 => 0.053823376879996
1229 => 0.053979057014691
1230 => 0.053832844304615
1231 => 0.054305287483177
]
'min_raw' => 0.044789135285857
'max_raw' => 0.10033319206802
'avg_raw' => 0.072561163676938
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.044789'
'max' => '$0.100333'
'avg' => '$0.072561'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.010922062799901
'max_diff' => -0.072910050234894
'year' => 2034
]
9 => [
'items' => [
101 => 0.052954632113602
102 => 0.05337008460848
103 => 0.053630652518643
104 => 0.053784129019506
105 => 0.054338591380444
106 => 0.054273531621969
107 => 0.054334547174509
108 => 0.055156668483144
109 => 0.059314675944257
110 => 0.059540987116239
111 => 0.058426548135977
112 => 0.058871744527255
113 => 0.05801706480975
114 => 0.058590817029967
115 => 0.058983363727314
116 => 0.057209520684394
117 => 0.057104485211538
118 => 0.056246277926812
119 => 0.056707429910279
120 => 0.055973703946583
121 => 0.056153734633429
122 => 0.055650353138214
123 => 0.056556339607346
124 => 0.057569373255899
125 => 0.057825305561435
126 => 0.057152057851356
127 => 0.056664582140072
128 => 0.05580873537554
129 => 0.057232027618746
130 => 0.057648241644705
131 => 0.057229841423655
201 => 0.057132888950213
202 => 0.056949164188229
203 => 0.057171867026991
204 => 0.057645974853733
205 => 0.057422394358038
206 => 0.057570073214426
207 => 0.057007273699651
208 => 0.058204297211855
209 => 0.060105458628629
210 => 0.060111571173456
211 => 0.059887989472579
212 => 0.059796504657715
213 => 0.060025913050887
214 => 0.060150357693357
215 => 0.06089222237057
216 => 0.061688272726411
217 => 0.065403092393143
218 => 0.064359985895816
219 => 0.067655994899751
220 => 0.07026271008866
221 => 0.071044349995973
222 => 0.070325278060245
223 => 0.067865371811619
224 => 0.067744677075459
225 => 0.071420815556535
226 => 0.070382138057822
227 => 0.070258590674395
228 => 0.068944255251325
301 => 0.069721190269968
302 => 0.069551263184442
303 => 0.069283024966821
304 => 0.07076536286063
305 => 0.073540167068624
306 => 0.073107687810859
307 => 0.072784862107073
308 => 0.071370333846231
309 => 0.072222195805583
310 => 0.071918864078199
311 => 0.073222169678111
312 => 0.072450120312477
313 => 0.070374269054202
314 => 0.070704855209177
315 => 0.0706548877769
316 => 0.071683213992441
317 => 0.071374535987161
318 => 0.070594613442264
319 => 0.073530683089501
320 => 0.073340031057887
321 => 0.073610332049593
322 => 0.073729326905478
323 => 0.075516460760401
324 => 0.076248592318857
325 => 0.076414799000394
326 => 0.077110267355841
327 => 0.076397495114153
328 => 0.0792490922789
329 => 0.081145237998149
330 => 0.083347708825824
331 => 0.086566110673405
401 => 0.087776259539977
402 => 0.087557656978854
403 => 0.089997812528577
404 => 0.09438271780982
405 => 0.088443971705433
406 => 0.094697485773755
407 => 0.092717695420016
408 => 0.088023648106208
409 => 0.087721406798382
410 => 0.090900270138302
411 => 0.097950683071988
412 => 0.096184634597221
413 => 0.097953571694623
414 => 0.095890012607877
415 => 0.095787539506179
416 => 0.09785334923573
417 => 0.10268022627025
418 => 0.10038715792393
419 => 0.097099482166053
420 => 0.099527050783769
421 => 0.097424066186233
422 => 0.092685453299659
423 => 0.096183284133236
424 => 0.09384438426731
425 => 0.094526999590943
426 => 0.09944301922402
427 => 0.098851510735594
428 => 0.099616977491829
429 => 0.098265948702827
430 => 0.097003874776214
501 => 0.09464812006935
502 => 0.093950697237951
503 => 0.094143439817905
504 => 0.0939506017243
505 => 0.092632578616314
506 => 0.092347951651634
507 => 0.091873560907374
508 => 0.092020594435515
509 => 0.091128601048399
510 => 0.092811976865124
511 => 0.093124426250565
512 => 0.094349446788084
513 => 0.094476632484139
514 => 0.097888297244053
515 => 0.096009209624989
516 => 0.097269863832477
517 => 0.097157099054422
518 => 0.088125382345095
519 => 0.089369873220129
520 => 0.091305910478932
521 => 0.090433728318078
522 => 0.089200666801824
523 => 0.088204903514874
524 => 0.086696220313121
525 => 0.088819662947894
526 => 0.091611764209672
527 => 0.094547444779806
528 => 0.098074472631412
529 => 0.097287281074064
530 => 0.09448150944747
531 => 0.094607374313021
601 => 0.095385421385862
602 => 0.094377779733502
603 => 0.09408060653872
604 => 0.095344594352303
605 => 0.0953532987417
606 => 0.094193885243099
607 => 0.092905409309834
608 => 0.092900010548628
609 => 0.092670738701504
610 => 0.09593079956015
611 => 0.097723503403076
612 => 0.097929034009581
613 => 0.097709669555676
614 => 0.09779409422772
615 => 0.096750959361055
616 => 0.099135256334215
617 => 0.10132332301932
618 => 0.10073687440648
619 => 0.099857704567263
620 => 0.099157403443767
621 => 0.10057190571768
622 => 0.10050892015805
623 => 0.10130421216565
624 => 0.10126813312636
625 => 0.10100070633665
626 => 0.10073688395714
627 => 0.10178290987077
628 => 0.10148167120631
629 => 0.10117996463499
630 => 0.10057484591726
701 => 0.10065709160095
702 => 0.099778073562801
703 => 0.099371399597222
704 => 0.093255998902205
705 => 0.091621764010014
706 => 0.092135927575016
707 => 0.092305203570866
708 => 0.091593982451456
709 => 0.092613690838975
710 => 0.092454770366919
711 => 0.093073036958324
712 => 0.092686770834029
713 => 0.092702623330505
714 => 0.093838549641436
715 => 0.094168313882075
716 => 0.094000593127762
717 => 0.094118058994952
718 => 0.096825010325095
719 => 0.096440168409379
720 => 0.096235728811839
721 => 0.096292359977523
722 => 0.096984044080066
723 => 0.097177677864226
724 => 0.096357237914335
725 => 0.09674416213761
726 => 0.098391636372322
727 => 0.098968159115505
728 => 0.10080814296513
729 => 0.1000264851227
730 => 0.10146125192183
731 => 0.10587123591431
801 => 0.10939423627519
802 => 0.10615433954918
803 => 0.11262388106054
804 => 0.11766134712774
805 => 0.11746800078974
806 => 0.11658960206223
807 => 0.11085458087269
808 => 0.10557712886972
809 => 0.10999194156265
810 => 0.11000319582812
811 => 0.1096239595025
812 => 0.10726855525445
813 => 0.1095419965403
814 => 0.10972245405364
815 => 0.1096214458337
816 => 0.10781556291926
817 => 0.10505831349186
818 => 0.10559707343005
819 => 0.10647957319921
820 => 0.10480881702745
821 => 0.10427490919589
822 => 0.10526754543489
823 => 0.10846602622091
824 => 0.10786137195585
825 => 0.10784558198939
826 => 0.11043254934863
827 => 0.10858083902191
828 => 0.10560386891822
829 => 0.10485214470563
830 => 0.10218403017302
831 => 0.10402690638419
901 => 0.10409322821822
902 => 0.1030839037511
903 => 0.10568577003602
904 => 0.10566179338016
905 => 0.108131878181
906 => 0.11285375259872
907 => 0.11145726198407
908 => 0.10983329533698
909 => 0.11000986553923
910 => 0.11194640484552
911 => 0.11077552897405
912 => 0.11119658410106
913 => 0.11194576752815
914 => 0.11239776849089
915 => 0.10994482955659
916 => 0.10937293215338
917 => 0.10820303077511
918 => 0.10789782534276
919 => 0.10885068560457
920 => 0.10859964059063
921 => 0.10408765412488
922 => 0.10361612643476
923 => 0.10363058751583
924 => 0.10244490871908
925 => 0.10063646395853
926 => 0.10538894881263
927 => 0.10500725776786
928 => 0.10458590039498
929 => 0.10463751426893
930 => 0.10670040686744
1001 => 0.10550382498173
1002 => 0.1086851340408
1003 => 0.10803115253716
1004 => 0.10736039887564
1005 => 0.10726768028797
1006 => 0.1070094973543
1007 => 0.10612409200911
1008 => 0.10505491185019
1009 => 0.10434894649846
1010 => 0.09625638728039
1011 => 0.097758319199013
1012 => 0.099486154965987
1013 => 0.10008259694888
1014 => 0.099062341664614
1015 => 0.10616437790626
1016 => 0.10746198836454
1017 => 0.10353144164539
1018 => 0.1027961968374
1019 => 0.10621258043347
1020 => 0.10415208348913
1021 => 0.105079925137
1022 => 0.10307443899656
1023 => 0.10714943200361
1024 => 0.10711838738438
1025 => 0.10553312306674
1026 => 0.10687297761258
1027 => 0.10664014491304
1028 => 0.10485038540277
1029 => 0.10720617057242
1030 => 0.10720733901247
1031 => 0.10568155657337
1101 => 0.10389977672122
1102 => 0.10358123656742
1103 => 0.10334125935137
1104 => 0.10502090545273
1105 => 0.10652687089508
1106 => 0.10932909922281
1107 => 0.11003364600371
1108 => 0.11278353899387
1109 => 0.11114611160809
1110 => 0.11187196195997
1111 => 0.11265997519474
1112 => 0.11303777771772
1113 => 0.11242216878053
1114 => 0.11669388449537
1115 => 0.11705454818369
1116 => 0.11717547559865
1117 => 0.11573507709415
1118 => 0.11701448809562
1119 => 0.11641589405767
1120 => 0.1179732694502
1121 => 0.11821748579731
1122 => 0.11801064323955
1123 => 0.11808816136282
1124 => 0.1144430055825
1125 => 0.11425398502556
1126 => 0.11167667631942
1127 => 0.11272694866767
1128 => 0.11076351485347
1129 => 0.11138613994156
1130 => 0.11166058714781
1201 => 0.11151723150201
1202 => 0.11278632949043
1203 => 0.11170733694068
1204 => 0.1088596981991
1205 => 0.10601128362024
1206 => 0.10597552409547
1207 => 0.10522558681555
1208 => 0.10468351952004
1209 => 0.10478794091202
1210 => 0.10515593551728
1211 => 0.1046621310046
1212 => 0.10476750923391
1213 => 0.10651748997183
1214 => 0.10686843612853
1215 => 0.10567578396455
1216 => 0.10088711342728
1217 => 0.099711961665964
1218 => 0.10055663744773
1219 => 0.10015293682813
1220 => 0.080831236636532
1221 => 0.085370583493719
1222 => 0.082673457732832
1223 => 0.083916417372238
1224 => 0.081163350387703
1225 => 0.082477258253327
1226 => 0.082234627446779
1227 => 0.089533762864096
1228 => 0.089419796904187
1229 => 0.089474346378251
1230 => 0.086870557853277
1231 => 0.091018463674123
]
'min_raw' => 0.052954632113602
'max_raw' => 0.11821748579731
'avg_raw' => 0.085586058955456
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.052954'
'max' => '$0.118217'
'avg' => '$0.085586'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0081654968277442
'max_diff' => 0.017884293729293
'year' => 2035
]
10 => [
'items' => [
101 => 0.09306187123534
102 => 0.09268369087929
103 => 0.092778870727332
104 => 0.091143365592049
105 => 0.089490181642997
106 => 0.087656546220314
107 => 0.091063214191472
108 => 0.090684450866841
109 => 0.091553197658802
110 => 0.093762665351754
111 => 0.094088017862493
112 => 0.094525294936325
113 => 0.094368562232858
114 => 0.098102571098496
115 => 0.097650357987083
116 => 0.098740061474996
117 => 0.096498458724357
118 => 0.093961872437123
119 => 0.094443994563072
120 => 0.094397562325362
121 => 0.093806426646869
122 => 0.093272775787788
123 => 0.092384397462614
124 => 0.095195357938717
125 => 0.095081238076804
126 => 0.09692870599135
127 => 0.096602148092108
128 => 0.094421314518697
129 => 0.094499203416414
130 => 0.095023043685689
131 => 0.09683606083875
201 => 0.097374287769399
202 => 0.097124959610488
203 => 0.097715100868952
204 => 0.098181524457645
205 => 0.097773676490508
206 => 0.10354794362992
207 => 0.10115006533314
208 => 0.10231877453066
209 => 0.10259750478783
210 => 0.10188354309515
211 => 0.10203837582124
212 => 0.10227290521188
213 => 0.10369692174626
214 => 0.107433953175
215 => 0.10908905895596
216 => 0.11406852635944
217 => 0.10895162546104
218 => 0.10864800973757
219 => 0.10954496218244
220 => 0.11246843667844
221 => 0.11483763816946
222 => 0.11562363898654
223 => 0.11572752196997
224 => 0.11720211175517
225 => 0.11804731912057
226 => 0.11702305776968
227 => 0.11615510351944
228 => 0.11304619912953
229 => 0.11340606327792
301 => 0.11588517040028
302 => 0.1193870552293
303 => 0.12239203672161
304 => 0.12133979693718
305 => 0.12936764372685
306 => 0.13016357194524
307 => 0.1300536004009
308 => 0.13186684333237
309 => 0.12826792537389
310 => 0.12672931822089
311 => 0.11634276508004
312 => 0.11926096285063
313 => 0.12350273468991
314 => 0.12294132028115
315 => 0.11986083218858
316 => 0.12238969989516
317 => 0.12155357714636
318 => 0.12089409244361
319 => 0.12391531971428
320 => 0.12059335622501
321 => 0.12346959556294
322 => 0.11978078886116
323 => 0.12134460347988
324 => 0.12045690666909
325 => 0.1210313552977
326 => 0.11767314035276
327 => 0.11948515162099
328 => 0.11759775472666
329 => 0.11759685985478
330 => 0.11755519546373
331 => 0.11977570953991
401 => 0.11984812042422
402 => 0.11820715716691
403 => 0.11797066872487
404 => 0.11884509044371
405 => 0.11782137162236
406 => 0.11830036321566
407 => 0.11783587978976
408 => 0.11773131478707
409 => 0.1168981230554
410 => 0.11653916114831
411 => 0.11667991936138
412 => 0.11619943901431
413 => 0.11590993222547
414 => 0.11749760527665
415 => 0.11664937561195
416 => 0.11736760191521
417 => 0.11654909239526
418 => 0.1137117817915
419 => 0.11208001445927
420 => 0.1067205977476
421 => 0.1082405216787
422 => 0.10924823281748
423 => 0.10891518429213
424 => 0.10963070139727
425 => 0.10967462833633
426 => 0.10944200643162
427 => 0.10917266006667
428 => 0.109041557152
429 => 0.11001869086734
430 => 0.1105859498779
501 => 0.1093493701117
502 => 0.10905965677407
503 => 0.11030990719113
504 => 0.1110725592233
505 => 0.11670355333165
506 => 0.11628639110023
507 => 0.11733338643714
508 => 0.11721551082965
509 => 0.11831292874217
510 => 0.12010674322571
511 => 0.11645941682225
512 => 0.11709246657083
513 => 0.11693725739173
514 => 0.1186317905111
515 => 0.11863708065854
516 => 0.11762112340527
517 => 0.11817189031429
518 => 0.11786446733517
519 => 0.11842002220914
520 => 0.1162808196443
521 => 0.11888613745563
522 => 0.12036318477169
523 => 0.12038369357511
524 => 0.12108380228034
525 => 0.12179515327243
526 => 0.12316052955612
527 => 0.12175707366893
528 => 0.11923239315157
529 => 0.11941466693025
530 => 0.11793444766667
531 => 0.11795933041991
601 => 0.117826504333
602 => 0.11822512541851
603 => 0.11636829455616
604 => 0.11680408904817
605 => 0.11619397420735
606 => 0.11709114030032
607 => 0.11612593789115
608 => 0.11693718254517
609 => 0.11728728884465
610 => 0.11857918862701
611 => 0.11593512324288
612 => 0.11054369493715
613 => 0.11167703853176
614 => 0.11000073433311
615 => 0.11015588266884
616 => 0.11046930699868
617 => 0.10945339619961
618 => 0.10964719996504
619 => 0.10964027593076
620 => 0.10958060834403
621 => 0.10931633070885
622 => 0.10893307585211
623 => 0.11045984524174
624 => 0.11071927311209
625 => 0.11129594913157
626 => 0.11301174580246
627 => 0.11284029725377
628 => 0.11311993695002
629 => 0.11250948506321
630 => 0.11018419978105
701 => 0.11031047395915
702 => 0.10873583293476
703 => 0.1112556820203
704 => 0.11065894849646
705 => 0.11027423051166
706 => 0.11016925664512
707 => 0.11188930644409
708 => 0.11240397230241
709 => 0.11208326707745
710 => 0.11142549130457
711 => 0.11268861524244
712 => 0.1130265739213
713 => 0.11310223040606
714 => 0.11534024384398
715 => 0.11322731049601
716 => 0.11373591455361
717 => 0.11770389822364
718 => 0.11410548457924
719 => 0.11601164454088
720 => 0.11591834792993
721 => 0.11689347486537
722 => 0.11583835905941
723 => 0.11585143848437
724 => 0.11671728514221
725 => 0.11550135966753
726 => 0.1152002794204
727 => 0.11478433921537
728 => 0.11569252943619
729 => 0.11623694839966
730 => 0.12062456541355
731 => 0.12345916610417
801 => 0.12333610861247
802 => 0.1244606237327
803 => 0.12395401937165
804 => 0.12231806025437
805 => 0.12511044298361
806 => 0.12422681624983
807 => 0.12429966136415
808 => 0.12429695006536
809 => 0.12488448459534
810 => 0.1244681625341
811 => 0.12364754901681
812 => 0.12419231056602
813 => 0.12581005761134
814 => 0.13083159407854
815 => 0.1336417124121
816 => 0.13066242142637
817 => 0.13271749645403
818 => 0.13148518373554
819 => 0.13126123585646
820 => 0.13255197484269
821 => 0.13384497309664
822 => 0.13376261469765
823 => 0.13282396436147
824 => 0.13229374460394
825 => 0.13630874624463
826 => 0.13926693105973
827 => 0.13906520268726
828 => 0.13995556611775
829 => 0.14256970068757
830 => 0.14280870439123
831 => 0.14277859541801
901 => 0.14218619980102
902 => 0.14476015477328
903 => 0.14690739329556
904 => 0.14204907733164
905 => 0.14389906045068
906 => 0.14472957747555
907 => 0.14594902287135
908 => 0.14800643165685
909 => 0.15024132329863
910 => 0.15055736148112
911 => 0.15033311726682
912 => 0.14885914615196
913 => 0.15130459125419
914 => 0.15273707564234
915 => 0.15359008731366
916 => 0.15575318298452
917 => 0.14473470646595
918 => 0.13693528113229
919 => 0.13571728824137
920 => 0.13819412468026
921 => 0.13884724669679
922 => 0.13858397403087
923 => 0.12980501172511
924 => 0.13567106882168
925 => 0.1419824530255
926 => 0.14222489899669
927 => 0.14538450989394
928 => 0.14641340871891
929 => 0.14895730963087
930 => 0.14879818793619
1001 => 0.14941758732595
1002 => 0.14927519813275
1003 => 0.15398723889061
1004 => 0.15918531959135
1005 => 0.15900532658557
1006 => 0.15825804098394
1007 => 0.15936788753349
1008 => 0.16473286387684
1009 => 0.16423894282714
1010 => 0.16471874505483
1011 => 0.17104435452045
1012 => 0.17926854663322
1013 => 0.17544758370145
1014 => 0.18373797381092
1015 => 0.18895633493013
1016 => 0.19798095089721
1017 => 0.19685102453096
1018 => 0.20036424130125
1019 => 0.19482822051263
1020 => 0.18211639776755
1021 => 0.18010470315924
1022 => 0.1841321667093
1023 => 0.19403329285297
1024 => 0.18382034501192
1025 => 0.18588641105879
1026 => 0.1852913838983
1027 => 0.18525967742962
1028 => 0.18646978437961
1029 => 0.18471446113372
1030 => 0.17756295845334
1031 => 0.18084044998769
1101 => 0.17957485310821
1102 => 0.18097912720249
1103 => 0.18855741532264
1104 => 0.1852068735009
1105 => 0.18167734986761
1106 => 0.18610415576775
1107 => 0.19174100089418
1108 => 0.19138825725655
1109 => 0.19070378716415
1110 => 0.19456210923732
1111 => 0.20093492691989
1112 => 0.20265747393143
1113 => 0.20392902291943
1114 => 0.20410434804188
1115 => 0.20591030576706
1116 => 0.19619921591882
1117 => 0.21161096490645
1118 => 0.21427214821564
1119 => 0.21377195604826
1120 => 0.21672974929671
1121 => 0.21585949149104
1122 => 0.2145986244699
1123 => 0.21928735590936
1124 => 0.21391210367513
1125 => 0.20628260985409
1126 => 0.20209691864959
1127 => 0.20760897447775
1128 => 0.21097499462777
1129 => 0.21319971982785
1130 => 0.21387292032918
1201 => 0.19695306017982
1202 => 0.18783419397778
1203 => 0.19367928266527
1204 => 0.20081069427049
1205 => 0.19615960056728
1206 => 0.19634191463476
1207 => 0.18971067729992
1208 => 0.20139741163273
1209 => 0.19969475274134
1210 => 0.20852815008179
1211 => 0.20641998891405
1212 => 0.21362328153467
1213 => 0.21172641317903
1214 => 0.21960020767079
1215 => 0.22274127746802
1216 => 0.22801562252606
1217 => 0.2318954522212
1218 => 0.2341737624275
1219 => 0.23403698122844
1220 => 0.24306478131544
1221 => 0.23774140301145
1222 => 0.2310539852377
1223 => 0.2309330309487
1224 => 0.23439653937517
1225 => 0.24165510286992
1226 => 0.2435371427763
1227 => 0.24458894633136
1228 => 0.24297807257324
1229 => 0.23719992695421
1230 => 0.23470495297178
1231 => 0.23683074309117
]
'min_raw' => 0.087656546220314
'max_raw' => 0.24458894633136
'avg_raw' => 0.16612274627584
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.087656'
'max' => '$0.244588'
'avg' => '$0.166122'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.034701914106712
'max_diff' => 0.12637146053405
'year' => 2036
]
11 => [
'items' => [
101 => 0.23423108444639
102 => 0.23871882460267
103 => 0.24488145036682
104 => 0.24360889251618
105 => 0.24786286261832
106 => 0.25226527414332
107 => 0.25856092034874
108 => 0.26020683539394
109 => 0.26292747037512
110 => 0.26572789745278
111 => 0.2666273191565
112 => 0.26834459426307
113 => 0.26833554337559
114 => 0.27351066749517
115 => 0.27921898965932
116 => 0.28137374912832
117 => 0.28632849971317
118 => 0.27784366297179
119 => 0.28427950910691
120 => 0.29008480342046
121 => 0.28316349221565
122 => 0.2927029072528
123 => 0.29307330112191
124 => 0.29866580879366
125 => 0.29299673087351
126 => 0.28963045050086
127 => 0.29934877580382
128 => 0.30405116729354
129 => 0.30263476870751
130 => 0.29185590553155
131 => 0.28558214483596
201 => 0.26916250297752
202 => 0.28861227803458
203 => 0.29808569610716
204 => 0.29183137166735
205 => 0.29498568912246
206 => 0.31219462236667
207 => 0.31874666995015
208 => 0.31738388985506
209 => 0.31761417725786
210 => 0.32114954320583
211 => 0.33682730278072
212 => 0.32743282583582
213 => 0.33461455145586
214 => 0.33842371282909
215 => 0.34196187419942
216 => 0.33327326812128
217 => 0.3219695192746
218 => 0.31838914751576
219 => 0.29120950236108
220 => 0.28979468379556
221 => 0.28900050326135
222 => 0.28399330733219
223 => 0.28005902291826
224 => 0.2769303338817
225 => 0.26871971954411
226 => 0.27149056085793
227 => 0.25840455529221
228 => 0.2667765179136
301 => 0.24589093705805
302 => 0.26328506941294
303 => 0.25381823398633
304 => 0.26017495936557
305 => 0.26015278134956
306 => 0.24844803452475
307 => 0.24169698082804
308 => 0.24599901499852
309 => 0.25061113712519
310 => 0.25135943842319
311 => 0.25733917514912
312 => 0.25900799113531
313 => 0.25395140078757
314 => 0.24545812981746
315 => 0.24743092295293
316 => 0.24165700223811
317 => 0.23153842827604
318 => 0.23880576474895
319 => 0.24128715294303
320 => 0.24238307533111
321 => 0.23243261996548
322 => 0.22930597085471
323 => 0.22764136910326
324 => 0.24417365098223
325 => 0.24507932670307
326 => 0.24044576166558
327 => 0.2613899150077
328 => 0.25664960806259
329 => 0.26194569232368
330 => 0.24725191265373
331 => 0.24781323482492
401 => 0.2408569640509
402 => 0.24475201086617
403 => 0.24199911732035
404 => 0.2444373295751
405 => 0.24589878394746
406 => 0.2528539132659
407 => 0.26336448581758
408 => 0.25181504887885
409 => 0.24678279381366
410 => 0.24990477655363
411 => 0.25821902800023
412 => 0.27081554454053
413 => 0.26335815322015
414 => 0.26666761685342
415 => 0.2673905874295
416 => 0.26189178315748
417 => 0.27101829329745
418 => 0.2759092642251
419 => 0.28092638835303
420 => 0.28528261665669
421 => 0.27892243864741
422 => 0.28572874081305
423 => 0.28024406274161
424 => 0.27532373951594
425 => 0.27533120161525
426 => 0.27224461098134
427 => 0.26626395269267
428 => 0.26516102754448
429 => 0.27089858344946
430 => 0.27549955993668
501 => 0.27587851839736
502 => 0.27842585538739
503 => 0.27993334317844
504 => 0.29470877286095
505 => 0.30065157290802
506 => 0.30791831631413
507 => 0.31074912240203
508 => 0.31926883382645
509 => 0.3123884749141
510 => 0.31089986598392
511 => 0.29023383284465
512 => 0.29361789461347
513 => 0.29903610401875
514 => 0.29032317712209
515 => 0.2958495237987
516 => 0.29694054169669
517 => 0.29002711520018
518 => 0.29371987500349
519 => 0.28391299979288
520 => 0.26357824889807
521 => 0.27104093168819
522 => 0.27653597813359
523 => 0.26869386932167
524 => 0.28275054583552
525 => 0.27453892560483
526 => 0.27193623621899
527 => 0.26178221699905
528 => 0.26657452320682
529 => 0.27305618597204
530 => 0.26905127195731
531 => 0.27736206987874
601 => 0.28913237614434
602 => 0.29752059732306
603 => 0.29816454078821
604 => 0.29277147653746
605 => 0.30141389641736
606 => 0.30147684701104
607 => 0.29172816208119
608 => 0.28575714684257
609 => 0.28440051961723
610 => 0.28778964040856
611 => 0.29190465871545
612 => 0.29839289566517
613 => 0.30231360136722
614 => 0.31253672245655
615 => 0.31530280590347
616 => 0.31834189298754
617 => 0.3224030505516
618 => 0.32727951146667
619 => 0.31661009260156
620 => 0.31703400850335
621 => 0.30709879338431
622 => 0.29648159117565
623 => 0.30453872419909
624 => 0.31507235383174
625 => 0.31265592755538
626 => 0.31238403023618
627 => 0.31284128610905
628 => 0.31101937960978
629 => 0.30277896403659
630 => 0.29864067892347
701 => 0.30398012250853
702 => 0.30681779914269
703 => 0.31121878813088
704 => 0.31067627334447
705 => 0.32201274834632
706 => 0.32641775973483
707 => 0.32529076932058
708 => 0.32549816267934
709 => 0.33347322538747
710 => 0.34234313531564
711 => 0.35065097645108
712 => 0.35910206928413
713 => 0.34891394702212
714 => 0.3437410468535
715 => 0.34907815940452
716 => 0.34624621235965
717 => 0.36251942008954
718 => 0.36364614168528
719 => 0.37991817267703
720 => 0.3953622677256
721 => 0.3856621083353
722 => 0.39480892173558
723 => 0.40470194617863
724 => 0.42378719541463
725 => 0.41735995489911
726 => 0.41243678939192
727 => 0.40778442177619
728 => 0.41746526024197
729 => 0.42991950427302
730 => 0.43260202915204
731 => 0.43694874425943
801 => 0.43237870481505
802 => 0.43788281395248
803 => 0.45731473783572
804 => 0.45206406047213
805 => 0.44460725452733
806 => 0.45994689217134
807 => 0.46549824740337
808 => 0.5044605656891
809 => 0.55365210197792
810 => 0.53328648294531
811 => 0.52064488601735
812 => 0.52361596115811
813 => 0.54157904497219
814 => 0.5473482173735
815 => 0.53166561803377
816 => 0.53720497724486
817 => 0.56772739111574
818 => 0.58410168688119
819 => 0.56186319387039
820 => 0.50050807364503
821 => 0.44393585073868
822 => 0.45894135173384
823 => 0.4572401935959
824 => 0.49003271955148
825 => 0.45193883355352
826 => 0.45258023689651
827 => 0.48605087756097
828 => 0.47712148446374
829 => 0.46265701123649
830 => 0.44404145740058
831 => 0.40962888440459
901 => 0.37914870883644
902 => 0.43892735229079
903 => 0.43634958848463
904 => 0.43261660449011
905 => 0.44092395641885
906 => 0.48126209930179
907 => 0.48033217454651
908 => 0.47441646770521
909 => 0.47890347920569
910 => 0.46187041642608
911 => 0.46626022454001
912 => 0.44392688940954
913 => 0.45402248961097
914 => 0.46262597697327
915 => 0.46435325443806
916 => 0.4682448987632
917 => 0.43499122409327
918 => 0.44992114774348
919 => 0.45869107914331
920 => 0.41906821002604
921 => 0.4579078624181
922 => 0.43441235160002
923 => 0.42643762233763
924 => 0.43717454469874
925 => 0.43299035561262
926 => 0.4293930355402
927 => 0.42738566912998
928 => 0.4352696799211
929 => 0.43490188139427
930 => 0.42200210951943
1001 => 0.40517488297068
1002 => 0.41082265253533
1003 => 0.40877076490437
1004 => 0.40133445943101
1005 => 0.40634563145711
1006 => 0.3842789659503
1007 => 0.3463144148713
1008 => 0.37139496019974
1009 => 0.37042938648698
1010 => 0.36994250043572
1011 => 0.38878983707468
1012 => 0.38697810053888
1013 => 0.38368978098583
1014 => 0.40127406686369
1015 => 0.39485556597625
1016 => 0.41463587332233
1017 => 0.42766446305053
1018 => 0.42435999126473
1019 => 0.43661344287674
1020 => 0.41095276573921
1021 => 0.41947621335662
1022 => 0.42123288409758
1023 => 0.40105707950549
1024 => 0.38727452304226
1025 => 0.38635538365881
1026 => 0.36245833010485
1027 => 0.3752239432231
1028 => 0.3864571544902
1029 => 0.38107731802566
1030 => 0.37937422251904
1031 => 0.38807496810605
1101 => 0.38875109055501
1102 => 0.37333542706653
1103 => 0.37654083165636
1104 => 0.38990790165011
1105 => 0.37620401578888
1106 => 0.34957960407756
1107 => 0.34297638186187
1108 => 0.34209539029676
1109 => 0.32418692793963
1110 => 0.34341764074485
1111 => 0.33502291925431
1112 => 0.36154174385873
1113 => 0.346394333468
1114 => 0.3457413588808
1115 => 0.3447542920217
1116 => 0.32933973868165
1117 => 0.33271454621715
1118 => 0.34393292046286
1119 => 0.34793576277776
1120 => 0.34751823352999
1121 => 0.34387794430889
1122 => 0.34554445007301
1123 => 0.34017605435767
1124 => 0.33828036209709
1125 => 0.33229703587147
1126 => 0.32350319925585
1127 => 0.32472603617299
1128 => 0.30730314480493
1129 => 0.29781022888479
1130 => 0.29518271487271
1201 => 0.29166909332439
1202 => 0.29557958777598
1203 => 0.30725378794276
1204 => 0.2931722257219
1205 => 0.26903037500098
1206 => 0.27048134136502
1207 => 0.27374123198923
1208 => 0.26766644737734
1209 => 0.26191717356021
1210 => 0.26691570069087
1211 => 0.25668648028402
1212 => 0.27497738440472
1213 => 0.27448266670792
1214 => 0.2813003846622
1215 => 0.28556364361266
1216 => 0.27573821197832
1217 => 0.27326714249307
1218 => 0.27467477597571
1219 => 0.25140973004998
1220 => 0.27939913406524
1221 => 0.27964118759345
1222 => 0.27756857832997
1223 => 0.2924720718922
1224 => 0.32392309182472
1225 => 0.31208995301176
1226 => 0.30750780400487
1227 => 0.29879713539323
1228 => 0.31040358412991
1229 => 0.30951238995574
1230 => 0.30548207192478
1231 => 0.3030445230043
]
'min_raw' => 0.22764136910326
'max_raw' => 0.58410168688119
'avg_raw' => 0.40587152799222
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.227641'
'max' => '$0.5841016'
'avg' => '$0.405871'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.13998482288295
'max_diff' => 0.33951274054983
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0071454024561853
]
1 => [
'year' => 2028
'avg' => 0.012263584939968
]
2 => [
'year' => 2029
'avg' => 0.033501903759858
]
3 => [
'year' => 2030
'avg' => 0.025846668858199
]
4 => [
'year' => 2031
'avg' => 0.02538463196116
]
5 => [
'year' => 2032
'avg' => 0.044507248665601
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0071454024561853
'min' => '$0.007145'
'max_raw' => 0.044507248665601
'max' => '$0.0445072'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.044507248665601
]
1 => [
'year' => 2033
'avg' => 0.11447722019434
]
2 => [
'year' => 2034
'avg' => 0.072561163676938
]
3 => [
'year' => 2035
'avg' => 0.085586058955456
]
4 => [
'year' => 2036
'avg' => 0.16612274627584
]
5 => [
'year' => 2037
'avg' => 0.40587152799222
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.044507248665601
'min' => '$0.0445072'
'max_raw' => 0.40587152799222
'max' => '$0.405871'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.40587152799222
]
]
]
]
'prediction_2025_max_price' => '$0.012217'
'last_price' => 0.01184625
'sma_50day_nextmonth' => '$0.011117'
'sma_200day_nextmonth' => '$0.015055'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.011491'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.011454'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.01146'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.01146'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.011591'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.012814'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.019569'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.01159'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.011522'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.011486'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.011531'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.011921'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.013291'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.0173013'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.01337'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.011644'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.011656'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.0121034'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.014441'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.013579'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.006789'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.003394'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '57.51'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 95.8
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.011476'
'vwma_10_action' => 'BUY'
'hma_9' => '0.011433'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 287.32
'cci_20_action' => 'SELL'
'adx_14' => 13.85
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000223'
'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' => 64.32
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.000749'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 9
'buy_signals' => 21
'sell_pct' => 30
'buy_pct' => 70
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767678096
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Brainedge para 2026
A previsão de preço para Brainedge em 2026 sugere que o preço médio poderia variar entre $0.004092 na extremidade inferior e $0.012217 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Brainedge poderia potencialmente ganhar 3.13% até 2026 se LEARN atingir a meta de preço prevista.
Previsão de preço de Brainedge 2027-2032
A previsão de preço de LEARN para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.007145 na extremidade inferior e $0.0445072 na extremidade superior. Considerando a volatilidade de preços no mercado, se Brainedge atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Brainedge | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.00394 | $0.007145 | $0.01035 |
| 2028 | $0.00711 | $0.012263 | $0.017416 |
| 2029 | $0.01562 | $0.0335019 | $0.051383 |
| 2030 | $0.013284 | $0.025846 | $0.0384089 |
| 2031 | $0.0157062 | $0.025384 | $0.035063 |
| 2032 | $0.023974 | $0.0445072 | $0.06504 |
Previsão de preço de Brainedge 2032-2037
A previsão de preço de Brainedge para 2032-2037 é atualmente estimada entre $0.0445072 na extremidade inferior e $0.405871 na extremidade superior. Comparado ao preço atual, Brainedge poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Brainedge | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.023974 | $0.0445072 | $0.06504 |
| 2033 | $0.055711 | $0.114477 | $0.173243 |
| 2034 | $0.044789 | $0.072561 | $0.100333 |
| 2035 | $0.052954 | $0.085586 | $0.118217 |
| 2036 | $0.087656 | $0.166122 | $0.244588 |
| 2037 | $0.227641 | $0.405871 | $0.5841016 |
Brainedge Histograma de preços potenciais
Previsão de preço de Brainedge baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Brainedge é Altista, com 21 indicadores técnicos mostrando sinais de alta e 9 indicando sinais de baixa. A previsão de preço de LEARN 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 Brainedge
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Brainedge está projetado para aumentar no próximo mês, alcançando $0.015055 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Brainedge é esperado para alcançar $0.011117 até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em 57.51, sugerindo que o mercado de LEARN está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de LEARN 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 | $0.011491 | BUY |
| SMA 5 | $0.011454 | BUY |
| SMA 10 | $0.01146 | BUY |
| SMA 21 | $0.01146 | BUY |
| SMA 50 | $0.011591 | BUY |
| SMA 100 | $0.012814 | SELL |
| SMA 200 | $0.019569 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.01159 | BUY |
| EMA 5 | $0.011522 | BUY |
| EMA 10 | $0.011486 | BUY |
| EMA 21 | $0.011531 | BUY |
| EMA 50 | $0.011921 | SELL |
| EMA 100 | $0.013291 | SELL |
| EMA 200 | $0.0173013 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.01337 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.014441 | SELL |
| EMA 50 | $0.013579 | SELL |
| EMA 100 | $0.006789 | BUY |
| EMA 200 | $0.003394 | BUY |
Osciladores de Brainedge
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 57.51 | NEUTRAL |
| Stoch RSI (14) | 95.8 | NEUTRAL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 287.32 | SELL |
| Índice Direcional Médio (14) | 13.85 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.000223 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 64.32 | NEUTRAL |
| VWMA (10) | 0.011476 | BUY |
| Média Móvel de Hull (9) | 0.011433 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.000749 | NEUTRAL |
Previsão do preço de Brainedge com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Brainedge
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Brainedge por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.016645 | $0.02339 | $0.032867 | $0.046184 | $0.064896 | $0.09119 |
| Amazon.com stock | $0.024717 | $0.051575 | $0.107615 | $0.224545 | $0.468527 | $0.9776096 |
| Apple stock | $0.016803 | $0.023833 | $0.0338063 | $0.047951 | $0.068015 | $0.096475 |
| Netflix stock | $0.018691 | $0.029492 | $0.046534 | $0.073423 | $0.115851 | $0.182794 |
| Google stock | $0.01534 | $0.019866 | $0.025726 | $0.033316 | $0.043144 | $0.055871 |
| Tesla stock | $0.026854 | $0.060877 | $0.1380041 | $0.312844 | $0.709195 | $1.60 |
| Kodak stock | $0.008883 | $0.006661 | $0.004995 | $0.003746 | $0.0028091 | $0.0021065 |
| Nokia stock | $0.007847 | $0.005198 | $0.003443 | $0.002281 | $0.001511 | $0.0010012 |
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 Brainedge
Você pode fazer perguntas como: 'Devo investir em Brainedge agora?', 'Devo comprar LEARN hoje?', 'Brainedge será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Brainedge regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Brainedge, 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 Brainedge para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Brainedge é de $0.01184 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de Brainedge com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Brainedge tiver 1% da média anterior do crescimento anual do Bitcoin | $0.012154 | $0.01247 | $0.012794 | $0.013126 |
| Se Brainedge tiver 2% da média anterior do crescimento anual do Bitcoin | $0.012462 | $0.0131099 | $0.013791 | $0.0145084 |
| Se Brainedge tiver 5% da média anterior do crescimento anual do Bitcoin | $0.013385 | $0.015125 | $0.017091 | $0.019312 |
| Se Brainedge tiver 10% da média anterior do crescimento anual do Bitcoin | $0.014925 | $0.018805 | $0.023693 | $0.029851 |
| Se Brainedge tiver 20% da média anterior do crescimento anual do Bitcoin | $0.0180046 | $0.027364 | $0.04159 | $0.063212 |
| Se Brainedge tiver 50% da média anterior do crescimento anual do Bitcoin | $0.027242 | $0.062648 | $0.144069 | $0.331311 |
| Se Brainedge tiver 100% da média anterior do crescimento anual do Bitcoin | $0.042638 | $0.153469 | $0.552386 | $1.98 |
Perguntas Frequentes sobre Brainedge
LEARN é um bom investimento?
A decisão de adquirir Brainedge depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Brainedge experimentou uma escalada de 1.2397% nas últimas 24 horas, e Brainedge registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Brainedge dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Brainedge pode subir?
Parece que o valor médio de Brainedge pode potencialmente subir para $0.012217 até o final deste ano. Observando as perspectivas de Brainedge em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.0384089. 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 Brainedge na próxima semana?
Com base na nossa nova previsão experimental de Brainedge, o preço de Brainedge aumentará 0.86% na próxima semana e atingirá $0.011947 até 13 de janeiro de 2026.
Qual será o preço de Brainedge no próximo mês?
Com base na nossa nova previsão experimental de Brainedge, o preço de Brainedge diminuirá -11.62% no próximo mês e atingirá $0.010469 até 5 de fevereiro de 2026.
Até onde o preço de Brainedge pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Brainedge em 2026, espera-se que LEARN fluctue dentro do intervalo de $0.004092 e $0.012217. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Brainedge não considera flutuações repentinas e extremas de preço.
Onde estará Brainedge em 5 anos?
O futuro de Brainedge parece seguir uma tendência de alta, com um preço máximo de $0.0384089 projetada após um período de cinco anos. Com base na previsão de Brainedge para 2030, o valor de Brainedge pode potencialmente atingir seu pico mais alto de aproximadamente $0.0384089, enquanto seu pico mais baixo está previsto para cerca de $0.013284.
Quanto será Brainedge em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Brainedge, espera-se que o valor de LEARN em 2026 aumente 3.13% para $0.012217 se o melhor cenário ocorrer. O preço ficará entre $0.012217 e $0.004092 durante 2026.
Quanto será Brainedge em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Brainedge, o valor de LEARN pode diminuir -12.62% para $0.01035 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.01035 e $0.00394 ao longo do ano.
Quanto será Brainedge em 2028?
Nosso novo modelo experimental de previsão de preços de Brainedge sugere que o valor de LEARN em 2028 pode aumentar 47.02%, alcançando $0.017416 no melhor cenário. O preço é esperado para variar entre $0.017416 e $0.00711 durante o ano.
Quanto será Brainedge em 2029?
Com base no nosso modelo de previsão experimental, o valor de Brainedge pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.051383 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.051383 e $0.01562.
Quanto será Brainedge em 2030?
Usando nossa nova simulação experimental para previsões de preços de Brainedge, espera-se que o valor de LEARN em 2030 aumente 224.23%, alcançando $0.0384089 no melhor cenário. O preço está previsto para variar entre $0.0384089 e $0.013284 ao longo de 2030.
Quanto será Brainedge em 2031?
Nossa simulação experimental indica que o preço de Brainedge poderia aumentar 195.98% em 2031, potencialmente atingindo $0.035063 sob condições ideais. O preço provavelmente oscilará entre $0.035063 e $0.0157062 durante o ano.
Quanto será Brainedge em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Brainedge, LEARN poderia ver um 449.04% aumento em valor, atingindo $0.06504 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.06504 e $0.023974 ao longo do ano.
Quanto será Brainedge em 2033?
De acordo com nossa previsão experimental de preços de Brainedge, espera-se que o valor de LEARN seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.173243. Ao longo do ano, o preço de LEARN poderia variar entre $0.173243 e $0.055711.
Quanto será Brainedge em 2034?
Os resultados da nossa nova simulação de previsão de preços de Brainedge sugerem que LEARN pode aumentar 746.96% em 2034, atingindo potencialmente $0.100333 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.100333 e $0.044789.
Quanto será Brainedge em 2035?
Com base em nossa previsão experimental para o preço de Brainedge, LEARN poderia aumentar 897.93%, com o valor potencialmente atingindo $0.118217 em 2035. A faixa de preço esperada para o ano está entre $0.118217 e $0.052954.
Quanto será Brainedge em 2036?
Nossa recente simulação de previsão de preços de Brainedge sugere que o valor de LEARN pode aumentar 1964.7% em 2036, possivelmente atingindo $0.244588 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.244588 e $0.087656.
Quanto será Brainedge em 2037?
De acordo com a simulação experimental, o valor de Brainedge poderia aumentar 4830.69% em 2037, com um pico de $0.5841016 sob condições favoráveis. O preço é esperado para cair entre $0.5841016 e $0.227641 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de Brainedge?
Traders de Brainedge 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 Brainedge
Médias móveis são ferramentas populares para a previsão de preço de Brainedge. Uma média móvel simples (SMA) calcula o preço médio de fechamento de LEARN 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 LEARN 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 LEARN.
Como ler gráficos de Brainedge 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 Brainedge 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 LEARN 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 Brainedge?
A ação de preço de Brainedge 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 LEARN. A capitalização de mercado de Brainedge pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de LEARN, grandes detentores de Brainedge, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Brainedge.
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


